Vitruvius
,
M. Vitruvii ... de architectura libri decem, ad Augustum Caesarem accuratiß conscripti: & nunc primum in Germania qua potuit diligentia excusi, atq[ue] hinc inde schematibus non iniucundis exornati
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M. VITRV VII
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epiſtylij media faſcia, proie ctur a eius, quantum altitudo. </
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<
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xml:space
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">Interſectio, quæ
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græce μετοχὴ dicitur, ſic est diuidenda, uti denticulus altitudinis ſuæ
<
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dimidiam partem habeat in frõte. </
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<
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xml:space
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">Cauus autem inter ſectionis huius, fron
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tis è tribus duas latitudinis partes habeat, huius cymatiũ, altitudinis eius
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ſextam partem. </
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<
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xml:space
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">Corona cum ſuo cymatio præter ſimã, quantum media
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faſcia epiſtylij. </
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<
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xml:space
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">Proiectur a coronæ cum denticulo facienda est, quantum
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erit altitudo à zophoro ad ſummum coronæ cymatium, & </
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<
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xml:space
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">omnino omnes
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ecphoræ uenuſtiorem habent ſpeciem, quæ quantum altitudinis, tantun-
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dem habeant proiecturæ. </
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<
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xml:space
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">Tympani autem, quod est in faſtigio, altitudo
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ſic est facienda, ut frons coronæ ab extremis cymatijs tota dimetiatur in
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partes nouem, & </
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<
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xml:space
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">ex eis una pars in medio cacumine tympani conſtitua-
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tur, dum contra epiſtylia columnarum{qúe} hypotr achelia ad perpendicu-
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lum reſpondeant. </
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<
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xml:space
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">Coronæ quæ ſupra tympanum fiunt, æqualiter imis
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præter ſimas ſunt collocandæ, inſuper coronas ſimæ quas græci ἐϖιτίθι
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δας dicunt, faciendæ ſunt altiores octaua parte coronar um altitudinis.
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<
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altiora octaua parte, quàm angularia.</
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<
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xml:space
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">Membra omnia quæ ſupra capitula columnarum ſunt futura, id est,
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epiſtylia, zophori, coronæ, tympana, faſtigia, acroteria, inclinanda ſunt
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in frontis ſuæ cuius{qúe} altitudinis parte. </
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<
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<
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">ideo quòd, cum ſteterimus
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contra frontes, ab oculo lineæ duæ ſi extenſæ fuerint, & </
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imam operis partem, altera ſummam, quæ ſummam tetigerit, longior fi-
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e
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t. </
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<
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xml:space
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">Ita quo longior uiſus lineæ in ſuperiorem partem procedit, reſupina-
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tam facit eius ſpeciem. </
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xml:space
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">Cum autem (uti ſupra ſcriptum est) in fronte in
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clinata fuerint, tunc in aſpectu uidebuntur eſſe ad perpendiculum & </
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xml:space
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mam. </
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">Ita excauatæ, uti norma
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in cauo ſtrigis cum fuerit coniecta, circumacta, ita anconibus ſtriarum
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dextra ac ſiniſtra angulos tangat, ut acumen normæ cir cumrotundatio-
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ne tangendo peruagari poßit.</
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