Vitruvius, De architectura libri decem, 1567

Table of figures

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[61] FORI DESCRIPTIO.Z. euria.C. Platea ante carceres.D. platea ante ærarium.G. Eaſilica. G D B C
[62] SCIOGRATHI@B
[63] @SILIC AE
[64] ICHNOGRAPHIABASILIC AE
[65] Lateris Laſilicæ orthographia, cuius ſignum A, cum ſigno B præcedentis diagrammatis coniungendum.A
[66] Veſtigium Baſilicæ A. ædisAuguſtæ B. pronaum C.Tribunal D. Baſilicæ pa-ries E, F, G, H. Aedisparies I, K L, M. pa-rastatæ poſt columnas N. I K D 15 @ ped 46 B L M C E H * n n n pedes 60 *@20 * * * pedes cxx * F G
[67] In orthog ra-phia uero columnæ I, paraſta-tæ 20, pedum,2. prima porti-cus contignatio3. ſuperiores paraſtatæ 18. pe-dum 4. trabescantherium ſu-stinentes tectiporticus, quæ eſtinferior teſtudini5. columnæ e-rant Corinthiæ,trabes ex tribustignis bipedali-bus compactæ e-piſtylij loco poſi-tæ 6, pilæ tri-bus pedibus al-tæ, quaternisquoquo uerſuslatæ loco Zophori 7, aliæ tra-bes euerganeæcoronicis loco æ-diſicium præcin-gentes 8, pa-ries porticus circa baſilicam 9,pluteum primæporticus conti-gnationis 10.Lumina, o, tectaconſpiciuntur. 1 0 1 10 0 8 7 6 1 4 2 5 3
[68] HARMONICVM.dieſisdieſisditonus.
[69] CHROMATICVM.bemiton.bemiton.trihemit.
[70] DIATONICVM.hemiton.tonustonus.
[71] EXEMPLVM MONOCHORDI.VniſonumTonusSemitoniumDitonusSemiditonusTuo no
[72] Harmoni cum 92 1 {1/4} 1 {1/23} 1 {1/45} 69 15 8 216 345 360 368
[73] chrona molle 70 1 {I/15} 1 {r/14} 1 {I/27} 42 18 10 210 252 270 280
[74] Chromat non languid. 22 1 {r/6} 1 {I/11} 1 {I/21} II 7 4 66 77 84 88
[75] Diatonic nolle 21 1 {r/7} 1 {I/9} 1 {r/20} 9 8 4 63 72 80 84
[76] Molle inten tum 56 1 {I/8} 1 {I/7} 1 {I/27} 21 27 8 168 189 216 224
[77] Aquale 3 1 {I/9} 1 {I/10} 1 {I/11} 1 1 1 9 10 11 12
[78] Sintonu 24 1 {I/9} 1 {I/8} 1 {I/15} 8 10 6 72 80 90 96
[79] Diatonihem 64 {I/8} 1 {r/8} 24 27 13 192 216 243 286
[80] Hæc iam nota ſunt ex prædictis, & ex ſequenti figuratione.DiateſſaronquartaſeſquitertiaDiapentequintaſeſquialtera.Semitonium cum diapente.Sexta minorTonus cum diapenteSexta maior.Semiditonus cum diapenteSeptima minor.Diapaſonoctauadiſdiapaſon.diapaſon con diapentediapaſondiapentediateſſaron 18 16 12 8 6
[81] Diateſſ. Diapente Diat. Diat. Diat.meseSumma regio diatonimedia regio chrom.Ima regio bannonproslamua nomenos Lycanosmeſonparanete ſymemenõparanete di ezeugmenõparanete hyperboleõparameſe parhypate hypateon parhypate meſon Trite ſynne menonTrite dieze ugmenonTrite hy-perboleonHypate meſon. Meſenete ſynne-menon parameſenete diezeu gmenon nete hyper-boleon.
[Figure 82]
[Figure 83]
[Figure 84]
[Figure 85]
[Figure 86]
[87] @ESTIGIVM THEATRI GRAECORVM.P D E B R
[88] I. Laconicum.H. Tepidarium.K. Frigidarium.L. Labrum.I. Fistulæ vaporarie. L K h I
[89] a. Frigidarium.b. Tepidarium.C. caldarium.e. Laconicum.d. clypeus æneus.f. Tepidarium.g. frigidarium.i. fistulæ uaporariæ d g f e a b c
[90] VESTIGIVM PALAESTRAE.A. Ephœbeum.B. coriceum.C. conis̃terium.D. frigida lauatio.E. elæotheſium.F. frigidarium.G. propignæus.H. concamerata ſudatio.I. Laconicum.K. calda la-uatio.#L. porticus exterior.M. duplex porticus ad ſeptentrionem.N. porticus ubi athletæ exercebantur xyſtos dicta.O. platanones.P. hypethræ ambulationes, ubi æstate exercebantur athletæ.Q. ſtadium, in quo ſpectabantur athletæ.†. oriens.O. Auſter.P. occidens.♐. Septentrio.I. I. I. I. stationes. reliqua ſunt exedræ, & ſcholæ. cum periſtylijs. O N P L D C B A E F G H K M O
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311279NONVS. quo ſolida conduplicari, & multiplicari poſsint, ut uſus organorum ac demonſtrationu nobis facile innoteſcat.
Ac primum ad datum ſolidum ſub data proportione aliud conſtituere demonstrabo. Esto igitur propoſitum
ſolidum a, uolo aliud ſolidum constituere, quod cum præ dicto eam habeat proportionem, quam habet li-
nea b, ad lineam c.
ſumatur igitur linea æqualis alicui lateri ex bis, quæ babet ſolidum c, & eſto illa
112[Figure 112]Demonſtratio Eratoſtbenis.a g t c
b f b d
113[Figure 113]Instrumentum Eratoſthenis.m a x g n b c n i o l v q
p b e f k d
114[Figure 114]Vſ{us} demonſtratio
Eratoſtbenis cum
inſtrumento.
a h n ek l i o d b 8 m c 4
115[Figure 115]Inſtrumentum Platonis.f i n o m116[Figure 116]cubus.8 8 64 8 8 8 8 512 8
s e
117[Figure 117]Demonstratio Archita.p l k b o i m b e d af118[Figure 118]Demonctration
Platonis.
d e b c g
11102220333044405550 d, &
quam rationem habet b, ad c, eandem habeat d, ad e, ſiue dupla, ſiue triplex, ſiue alio modo
ad ipſam comparetur, &
iuxta præ cedentium aliquam dem onſtrationum inter rectas d, & e, duæ inuenian-
tur mediæ comparabiles, &
ſint illæ ſ, & g, ita ut d, & f, g, & e, ſint continua proportione inuicem
reſpondentes.
inde ex aliqua recta æ quali ipſi f, per uigeſimam ſeptimam libri undecimi ſiat ſolidum, quod
ſit b, &
ſimiliter poſitum ſolido a, quoniam per trigeſimam tertiam eiuſdem,ſi quatuor lineæ erunt pro-
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