Vitruvius; Philandrier, Guillaume
,
Gvlielmi Philandri Castilionii ... In decem libros M. Vitruuii Pollionis de architectura annotationes
,
1544
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241 - 270
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391 - 420
421 - 430
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GVL. PHIL. ANNOT.
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pellucido, vt vna pars ad duas calcis reſpondeat, vtaris
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(eo ſaxo Venetæ Muranæ officinæ, è Tieino fluuio cõ-
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portato quanquam & </
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xml:space
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">ex aliis peti poteſt, vitrum criſtal-
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linum perficiunt.) </
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<
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xml:space
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">Q uod ſi ſubtiliſſime piſtum marmo-
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reæ illi ſcobi admiſcueris, non parum ſplendoris & </
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ris acceſſiſſe experieris. </
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<
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xml:space
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LOGICVS. </
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">Aliàs aniatrologetus, idest non vſque-
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qua medicinæ expers. </
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<
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xml:space
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">DE VENARVM
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RYTHMO. </
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nis & </
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<
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">depreſſionis celeritate, remiſſione, æqualitate, in
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æqualitate. </
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">aut eſt eurythmus, ideſt boni rythmi, aut arrythmus
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idest inconcini rythmi, aut pararythmus non admodum
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à bono abhorrens, aut heterorythmus longius à bono ab-
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ſcedens. </
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pit. </
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">IN QVADRATIS ET TRIGO-
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NIS DIATESSARONET DIAPEN
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TE. </
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">Cum figuris vtantur tribus Astrologi, Trigono,
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Tetragono & </
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">Exagono, ſint apud muſicos diastema-
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ta, idest interualla ſimplicia ſymphoniarum maxima,
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diateſſaron proportionis ſeſquitertiæ, diapente ſeſquial-
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teræ, diapaſon duplæ, has proportiones in figurarũ illa-
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rum angulis, ſignis, & </
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quus Græcus Ptolemæi interpres lib. </
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">i. </
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{τω}ν quod Quadripartitum appellant, Trigonus ita
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conſtat angulo vno recto & </
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<
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xml:space
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">Tetragonus vno re-
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cto ſolùm, Exagonus vnius recti {δι}{μο}ίρω ideſt beſſa-
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li angulo. </
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">Angulus Trigoni ad angulum Tetragoni ſeſ-
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quitertiæ est proportionis cum eum ſuperet triente, & </
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<
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fit diateſſaron. </
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