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From: Ursula Hermann <ursula.hermann@univie.ac.at>
To: mailing list for ConTeXt users <ntg-context@ntg.nl>
Subject: [NTG-context] Problem with the paragraph
Date: Wed, 13 Dec 2023 14:22:27 +0000	[thread overview]
Message-ID: <f3c6ced3218f45adaef6affc76dff03b@univie.ac.at> (raw)


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Dear list,

I have this example. I need the whole paragraph in color. But there is something wrong.
\definepapersize[MyBook][width=19cm,height=24cm]
\setuppapersize[MyBook][MyBook] % Prints on paper the size of MyBook
%\setuppapersize[MyBook][A4] %Would print MyBook-size pages on A4 paper
\setupbodyfont[Times New Roman, 12.2pt]
\definemargindata  [MyInMargin][inright]
\definemarginframed[MyInMargin][topframe=on,bottomframe=on,rulethickness=1pt,width=1.90cm]
\defineenumeration
  [theorem]
  [
    text=Theorem,
    title=yes,
    width=fit,
    distance=0.2em,
    alternative=serried,
  ]
\definetextbackground[paragraph][
  location=paragraph,
  background=color,
  backgroundcolor=lightgray,
  leftoffset=.5\bodyfontsize,
  rightoffset=.5\bodyfontsize,
  topoffset=.5\bodyfontsize,
  bottomoffset=.5\bodyfontsize,
  before={\switchtobodyfont[global]},
  after={},
  frame=off,]
  \margintext{\blackrule[color=black, height=0.10ex, width=1cm]\\}\blackrule[color=black, height=0.10ex, width=13.50cm]
\starttext
\margintext {1.1.1}
\starttext
\bf{Beispiel 3.2.17 (Vertauschung von All- und Existenzquantor)}.
\stoptext
\starttext
{\it
\par Sei M die Menge aller Männer und F die Menge aller Frauen. Die Aus-\par
sage h(m, f) sei ”m ist verliebt in f“. Unter diesen Voraussetzungen
machen Sie sich die Bedeutung der beiden Aussagen klar.
\stoptext
\par
\starttext
1. \m\forall m ∈ M : ∃f ∈ F : h(m, f).\par
2. ∃f ∈ F : ∀m ∈ M : h(m, f).\par
\stoptext
\blank
\starttext
\startparagraph
\blank
\tf Mitunter ist es aus der Formulierung nur schwer zu erkennen, dass
ein \m ∃\forall∀ oder ein \m \forall∀\m∃ versteckt ist. Dann ist es besonders wichtig, die
Formulierung sehr lange zu prüfen und eventuell auch formalisiert
noch einmal aufzuschreiben.”\blank
Der Wert von y = f(x) ist unabhängig von der Wahl\par
von x“ ist gleichbedeutend mit ∃y : ∀x : f(x) = y \par
(Beutelspacher [10, S.54]).
\blank
\stopparagraph
\stoptext

Many thanks
Uschi


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             reply	other threads:[~2023-12-13 14:24 UTC|newest]

Thread overview: 6+ messages / expand[flat|nested]  mbox.gz  Atom feed  top
2023-12-13 14:22 Ursula Hermann [this message]
2023-12-13 14:52 ` [NTG-context] " Henning Hraban Ramm
2023-12-14  9:44   ` Ursula Hermann
2023-12-15 12:59     ` Bruce Horrocks
2023-12-18  8:12       ` Ursula Hermann
2023-12-14 20:20 ` Wolfgang Schuster

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