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Example of Source File Mauro-TeX

Jean-Pierre Sutto

 update January 10, 2001




1  Source Mauro-TeX

What follows is a portion of a Mauro-TeX source file related to the transcription of a proposition in a two-witnesses mathematical text. The same file in postscript format (for printing use; here converted to jpeg format in order to display it) and in html format (Internet version) follows.

When using a good text-editor, the LATEX controls and the parameters in the source file Mauro-TeX will be automatically displayed in colours. Both the control codes of end of line and the lines beginning with % are not read by Mauro-TeX: in this way the text is more easy read and well-suited to the needs of transcription and edition.

 Mauro-TeX Source  

\Prop{A.I-54}
%
\begin{Protasis}
54\Sup{a} Duabus datis lineis terminatis ad rectos invicem; invenire circa diametrum alteram ipsarum coni sectionem vocatam \VV{
{A:ellipsin}
{S:ellipsim}
}, \VV{
{A:in eodem plano lineis}
{S:in eodem plano cum lineis}
}, cuius summitas sit punctum, quod est ad rectum angulum applicatae autem a sectione ad diametrum in dato angulo possint id, quod adiacentia rectangula ad alteram \VV{
{A:lineam}
{S:linearum}
}, latitudinem habentia receptam sub ipsa ad summitatem sectionis, deficientia specie simili et similiter \VV{
{A:posito}
{S:posita}
} contento sub datis lineis.
\end{Protasis}
%
\par
Sint ad rectos datae $ba$ $ag$ quarum maior $ab$.
\VB{{A:\DB}{S:\OM}} Datusque angulus \VV{
{A:primum}
{S:sit primo}
} rectus.
%
\par
\VB{{A:\DB}{S:\OM}} Oportet in subiecto plano $bag$ ellipsim describere: cuius diameter sit $ab$.
\VB{{A:\DB}{S:\OM}} Summitas $a$.
\VB{{A:\DB}{S:\OM}} Recta diametros $ag$.
\VB{{A:\DB}{S:\OM}} Et \VV{
{A:ordinatae}
{S:ordinate}
} ad datum angulum applicatae.
%
\par
Exurgat ex $ab$ planum rectum ad subiectum, in quo circuli peripheria $adb$ describatur bifariam secta apud $d$. \VV{
{A:Et coniungantur $ad$ $db$}
{S:Et coniungantur $ad$ $db$ constituentes isoscelium triangulum $abd$}
}.
%
\par
Sitque ipsi $ag$ aequalis $ax$.
%
\par
Et penes ipsam $db$ \VV{
{A:agatur $xo$}
{S:agatur $xo$ secans $da$ in $o$}
}. Et penes ipsam $ab$ agatur $oz$.
\Figskip{5cm}
Et con\Folium{A:36v}iungatur $dz$.
\VB{{A:\DB}{S:\OM}} Quae producta coincidat ipsi $ba$ apud $e$.
%
\par
\VB{{A:\DB}{S:\OM}} Et coniungantur $az$ $zb$ et producantur. Et a puncto \VV{
{A:utcunque}
{S:utcumque}
} relicto in $za$ quod sit $h$ agatur penes $de$ linea $ht$ coincidens ipsi $ab$ apud $c$ ipsique $zo$ apud $l$.
%
\par
\VB{{A:\DB}{S:\OM}} Eritque, \Cit{
{per \VB{{A:26\Sup{am} tertii}{S:26. 3.}} Euclidis}
{E.III-26}
} angulus \VV{
{A:$abd$}
{S:$dab$}
} aequalis angulo $dzb$.

2  Postscript (Converted in jpeg)

After the LATEX preprocessor has finished the compilation (supplemented by the Mauro-Tex macros) and after the figures have been inserted, the printed text looks as follows (the postscript format has been converted and adapted to the resolution of a standard display):
 
 Postscript converted in jpeg  

jpg

3  Web and html

The fragment of the Internet edition that follows does not take into account the links among the propositions, the apparatus or the notes. Our suggestion is to display a complete proposition within its own context (e.g. the one corresponding to the portion just presented) in order to be allowed to open windows and look at the critical apparatus, at the variant readings, and at the editorial notes. It is also possible to consult the page Help and obtain more information about visiting the pages of the present site.
 Web and html 

54a Duabus datis lineis terminatis ad rectos invicem; invenire circa diametrum alteram ipsarum coni sectionem vocatam ellipsin1, in eodem plano lineis2, cuius summitas sit punctum, quod est ad rectum angulum applicatae autem a sectione ad diametrum in dato angulo possint id, quod adiacentia rectangula ad alteram lineam3, latitudinem habentia receptam sub ipsa ad summitatem sectionis, deficientia specie simili et similiter posito4 contento sub datis lineis.

Sint ad rectos datae ba ag quarum maior ab. \\ Datusque angulus primum5 rectus.

\\ Oportet in subiecto plano bag ellipsim describere: cuius diameter sit ab. \\ Summitas a. \\ Recta diametros ag. \\ Et ordinatae6 ad datum angulum applicatae.

Exurgat ex ab planum rectum ad subiectum, in quo circuli peripheria adb describatur bifariam secta apud d. Et coniungantur ad db7.

Sitque ipsi ag aequalis ax.

Et penes ipsam db agatur xo8. Et penes ipsam ab agatur oz.

figura 1
Et con[A:36v]iungatur dz. \\ Quae producta coincidat ipsi ba apud e.

\\ Et coniungantur az zb et producantur. Et a puncto utcunque9 relicto in za quod sit h agatur penes de linea ht coincidens ipsi ab apud c ipsique zo apud l.

\\ Eritque, per 26am tertii Euclidis angulus abd10 aequalis angulo dzb.

Apparatus

1 ellipsin A ellipsim S
2 in eodem plano lineis A in eodem plano cum lineis S
3 lineam A linearum S
4 posito A posita S
5 primum A sit primo S
6 ordinatae A ordinate S
7 Et coniungantur ad db A Et coniungantur ad db constituentes isoscelium triangulum abd S
8 agatur xo A agatur xo secans da in o S
9 utcunque A utcumque S
10 abd A dab S


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