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begin{table}[h]
  begin{tabbing}
    label{tabulka1}
    texttt{textbf{void }} = texttt{findCandidates()}+ \
    ${$ \
    texttt{textbf{for}}=texttt{( int x = 0; x $<$ W; x += w+1 )}+ \
    texttt{textbf{for}}=texttt{( int y = 0; y $<$ H; y += h+1 )}+ \
    ${$ \
    texttt{int cx = x, cy = y;} \
    texttt{textbf{for}}= texttt{( int dx = 0; dx $<=$ w; dx++ )}+ \
    texttt{textbf{for}}=texttt{( int dy = 0; dy $<=$ h; dy++ )}+ \
    texttt{textbf{if}}=texttt{( I[cx][cy] $<$ I[x+dx][y+dy] )}+ \   
    texttt{cx = c+dx, cy = y+dy;}--- \
    texttt{textbf{for}}=texttt{( int xx = (cx-w $>?$ 0); xx $<=$ (cx+w $<?$ W-1); xx++ )}+ \
    texttt{textbf{for}}=texttt{( int yy = (cy-h $>?$ 0); yy $<=$ (cy+h $<?$ H-1); yy++ )}+ \
    texttt{textbf{if}}=texttt{( I[cx][cy] $<=$ I[xx][yy] ) textbf{goto failed};}-- \
    texttt{textbf{cout} $<<$ "candidate at : " $<<$ cx $<<$ " " $<<$ cy $<<$ textbf{endl};}\
    texttt{textbf{failed:}} \
    $}$ -- \
    $}$     
  end{tabbing}
  caption{&#268;ást algoritmu Non maximal supression}
   label{tab:tab1}
end{table}

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