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0.6 0 0 0.6 0 0 e
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h
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-0.5 -0.5 m
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0.6 -0.6 l
0.6 0.6 l
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h
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0.4 0.4 l
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0.43 0.57 l
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-0.43 0.57 m
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0.43 -0.57 l
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\usepackage[ngerman]{babel}
\usepackage[sansdefault]{fontsetup}
\usepackage{enumitem}
\usepackage{ngutils}
\setlist{leftmargin=*}
\newcommand{\bk}{\color{black}}
\newcommand{\wt}{\color{white}}
\newcommand{\bu}{\color{NG dark blue}}
\newcommand{\bn}{\color{NG dark brown}}
\newcommand{\cn}{\color{NG dark cyan}}
\newcommand{\gy}{\color{NG dark gray}}
\newcommand{\gn}{\color{NG dark green}}
\newcommand{\og}{\color{NG dark orange}}
\newcommand{\pk}{\color{NG dark pink}}
\newcommand{\pl}{\color{NG dark purple}}
\newcommand{\rd}{\color{NG dark red}}
\newcommand{\yo}{\color{NG dark yellow}}
703.316 368.059 m
704 336 l
704 336 m
832 288 l
704 368 m
784 368
784 320
832 288 c
703.316 368.059 m
704 336 l
704 336 m
832 288 l
64 424 m
64 424 l
64 424 l
64 424 l
h
16 448 m
16 380 l
416 380 l
416 448 l
h
Sei $A$ ein \textbf{\bu unsortiertes} Feld mit Elementen $a_i$ und $i \in [1; n]$.
4 0 0 4 756 368 e
4 0 0 4 756 368 e
727.867 401.022 m
776.709 370.273 l
4 248 m
4 72 l
396 72 l
396 248 l
h
\begin{algorithmic}
\+ \alg{Sum}$(a, b)$ \\
if $b = 0$ then \\
\> return $a$ \\
else \\
\> \com{Calculate sum and keep it to yourself} \\
\> $result \gets a + b$ \\
return \alg{Sum}$(a, b-1)+1$
\end{algorithmic}
704 368 m
784 368
784 320
832 288 c