Vitruvius, M. Vitrvvivs Per Iocvndvm Solito Castigatior Factvs Cvm Figvris Et Tabvla Vt Iam Legi Et Intelligi Possit, 1511

Table of figures

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[11] a Vmbra an-temeridianab Vmbra poſtmeridia-nac Gnomon AMV decuſ ſatio SIVM rrio ſeptẽ a b c meridies
[12] Meri.Occi.Septẽ.OriẽsAuſterAltanusLibonot{us}AfricusSubueſꝑosArgeffesFauoniusEteſiæCirciusCaurusCorusThraſciasSeptẽtrioGallicusSupernasAquiloBoreasCarbasSolanusOrnithiæCæciasEurusVuliurnusLeuconot{us}Meri.
[13] p. Vmbra an temeridianaq. Vmbra poſtmeridia-naI. Gnomon p. q. i.
[Figure 14]
[15] Vbicun eſt a. anguli iſu-la℞ ſunt in ꝗ bus ſolan{us} & aꝗlo frãgũt{ur}.Vbicun eſt b. anguli iſu-la℞ ſunt in ꝗ bus ſeptẽtrio & corus fran guntur.Vbicun eſt c. anguli iſu-la℞ ſunt in ꝗ bus fauonius & aphric{us} frã guntur.Vbicun eft d. anguli iſu la℞ ſunt in ꝗ bus auſter & eut{us} frãgunt{ur}. a b c
[Figure 16]
[17] a. pentadorõb. tetradorõc.didorond.ſi ponatur ſuper ie. erit ſtructura alli gataf.ſi ponatur ſuper. g. erit ſtructura alli gatah. ſi ponatur ſuper. i. erit ſtructura alli gatak.ſi ponatur ſup. l. erit ſtru ctura alligata a b c d f h k
[18] a opus ĩcertũb opus reti- culatumVtra a b
[19] b. Anſaa. Farctura b a
[20] a. Iſodomũb. Pſeudiſo- domum a b
[21] b. græca ftru ctura optĩa.c Diatonusa. emplectõ. b c a
[Figure 22]
[Figure 23]
[Figure 24]
[Figure 25]
[Figure 26]
[Figure 27]
[Figure 28]
[Figure 29]
[Figure 30]
[31] a: Intercolũ, nia. quibus uni{us} & dimi-diate colũne craſſitudo in terpoſita eſt. a
[32] b. Intercolũ-nia ꝗbus dua rũ colũnarũ craſſitudo in terpoſita eſt. b
[33] c. Intercolũ-nia: ꝑbus triũ colũna℞ craſ ſitudo ĩterpo ſita eſt. c
[34] a. barycepha læb. intercolũ- nio℞ ſpacia ut cui pla-cet. a b a b a
[35] a. intercolũ-nia maxĩe probabilia: ꝗbus dua℞ colũna℞ & q̃rte partis uni{us} craffitu do iterpoſi, ta eſtb. mediane colũnæ: ꝗ-bus ꝑꝑ uſũ interponit triũ colũna rum craſſi-tudo a b a
[36] b. cõtracturaa. additio in mediis colũ-nis & contra cturæ initiũ & ab. a. ad .c. recta & equa-lis ducitur co lumna b b a a c c
[37] a. ſcamillib. ſtylobata a b b b b a
[38] a. torus ſupe riorb. quadræc. ſcotia ſiue trochilusd. torus infe riore. plinthusf. modulus & imæ colũ-næ craſſitu-do a c d c b b f
[39] a. torusb. trochilus ſiue ſcotiac. plinthusd. ſuperciliũe. aſtragalif. modulus & imæ colũ-næ craſſitu-do a b b c d e f
[40] a. cymatiũb. abacusc. uoluta a b c
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174PRIMVS. ad artis grammaticæ regulam fuerit explicatum, ignoſcat{ur}. Nam non
vti
ſummus p@us, nec rethor diſertus, nec grãmaticus ſummis rõnibus
artis
exercitatus, ſed ut architectus, his litteris ĩbutus, hæc niſus ſum ſcri
bere
.
De artis uero poteſtate quæ inſunt in ea rõcinationes, polliceor
(uti ſpero) his uoluminibus, non modo ædificãtibus, ſed etiam omnib{us}
ſapientibus
, cum maxima autoritate me ſine dubio preſtaturum.
Architectura autẽ cõſtat ex ordinatione, quæ græce Τ άξις dicit{ur}, & ex di-
ſpoſitione
, hãc autẽ græci @ ιάθεό@ι@ ע uocãt, &
eurythmia, & ſymmetria,
&
decore, & diſtributiõe, quæ græce οποעομία dicit{ur}. Ordinatio eſt mo-
dica
membrorum operis cõmoditas ſeparatim, uniuerſæ proportio-
nis
, ad ſymmetriã comparatio.
Hæc componitur ex quãtitate, quæ græ-
ce
ποσó ΤΗς dicitur, Quantitas autem eſt modulorum ex ipſius operis
ſumptiõe
, ſinguliſ membro℞ membro℞ partib{us} uniuerſi oꝑis cõueniẽs effectus.
Diſpoſitio autẽ eſt re℞ apta collocatio, elegãſ in cõpoſitiõib{us} effectus
oꝑis
q̃litate.
Spẽs diſpoſitiõis: græce dicunt{ur} ἰλέ ου ſunt. ichno-
graphia
, orthographia, ſcenographia.
Ichnographia circini regu-
læ
modice cõtinẽs uſus, ex capiũt{ur} forma℞ ĩ ſolis area℞ deſcriptiões.
3[Figure 3]

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