Vitruvius, M. L. Vitrvuio Pollione De architectura : traducto di Latino in Vulgare dal vero exemplare con le figure a li soi loci con mirado ordine insignito co la sua tabula alphabetica per la quale potrai facilmente trouare la moltitudine de li vocabuli a li soi loci con summa diligentia expositi & enucleati mai piu da niuno altro fin al presente facto ad immensa vtilitate di ciascuno studioso

Table of figures

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[Figure 91]
[92] l h g m n k f k d c b a l i g m
[93] k f g c k k i h i k k f e f k d a b k f g
[94] a a a a b b
[Figure 95]
[Figure 96]
[Figure 97]
[Figure 98]
[99] a b c
[100] c a a a b b b
[101] b c a
[Figure 102]
[103] c b a a
[104] c a a b d a a c
[105] e@d@b a@c@f
[106] e@d@b@a@c
[Figure 107]
[108] b@a
[109] a@d b@c@l f@g h@i@k@e@m@i n s t o p@q u
[110] a d b e c g f h i l o E n m P q u k r @ s z y @ @
[111] Vmbre equin octialis k i h g f c d c b a c d c b a
[112] @nomon eſſſus pars orbon aron radins lacoto muo manache eſſſus radins radins @ouħ@ bibern@ orbon biborna parszinea planide analemma d R q n o u l b a r h x m f g c i p
[113] Anomon eſſſuns madins xaco tom@ madins equl@ madins Dibon noctralis na chus zinea planirlci bibernus
[114] a b
[115] c d e f b a
[116] c b a
[117] b f
[118] a b a
[119] a b a c
[120] c b a
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          <figure number="104">
            <variables xml:id="echoid-variables65" xml:space="preserve">c a a b d a a c</variables>
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        <div xml:id="echoid-div229" type="section" level="1" n="216">
          <head xml:id="echoid-head221" xml:space="preserve">***De la norma emendata ínuentíone de Píthagora da la deforma-
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          tíone del trígono hortogonío. # Cap. # II.</head>
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            <s xml:id="echoid-s5278" xml:space="preserve">NNchora Píthagora la norma trouata ſenza le fabrícatíone del artífíce
              <lb/>
            ha demonſtrato, & </s>
            <s xml:id="echoid-s5279" xml:space="preserve">con quãta magna fatíca lí fabrí facíendo la norma
              <lb/>
            a pena al uero la pono perfectamente conducere, queſta coſa cõ ratío-
              <lb/>
            ne & </s>
            <s xml:id="echoid-s5280" xml:space="preserve">methodí emendata da lí preceptí dí eſſo fu explícata. </s>
            <s xml:id="echoid-s5281" xml:space="preserve">Impero che
              <lb/>
            ſí ſíano ſumpte tre regule, de le quale una ſía pedí tre, laltra pedí quat-
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            cro, la terza pedí cínque, & </s>
            <s xml:id="echoid-s5282" xml:space="preserve">queſte regule íntra ſe compoſíte tangano
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            luna laltra ín le ſue extreme címe hauendo íl ſchema de uno Trígono, deformara-
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            no la norma emendata. </s>
            <s xml:id="echoid-s5283" xml:space="preserve">Ma ad eſſe longítudíne de cíaſcune regule, ſí cíaſcuní qua-
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            dratí de parí latí ſíano deſcríptí, quello lato che ſera de tre pedí, de area hauera pedí
              <lb/>
            noue. </s>
            <s xml:id="echoid-s5284" xml:space="preserve">quello lato che ſara de quattro, hauera ſedecí. </s>
            <s xml:id="echoid-s5285" xml:space="preserve">quello de cínque, ne hauera uín
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            tícínque. </s>
            <s xml:id="echoid-s5286" xml:space="preserve">Coſí quãto numero de pedí del area lí duí quadratí de la longítudíne de lí
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            laterí de tre pedí, & </s>
            <s xml:id="echoid-s5287" xml:space="preserve">de quattro effíceno, equalmẽte tanto numero rende uno de cín-
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            que deſcrípto.</s>
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