Darstellung als Matrix - Bäckerei

Beispiel:
Eine Bäckerei beliefert täglich drei Schulen mit Brötchen und Laugenbrezeln.[br]Die Bestellmengen sind an allen Werktagen gleich.
[size=200]Die [u]tägliche[/u] Bestellmenge[/size]
Beschreibung als Tabelle
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[/img]
Beschreibung als Matrix
[img]data:image/png;base64,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[/img]

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