我需要将这张表连同颜色框一起缩小到更小的尺寸。我无法使用缩放命令来做到这一点。有什么帮助吗？谢谢。
\documentclass{IEEEtran}
\usepackage[dvipsnames]{xcolor} \usepackage{tikz} \usetikzlibrary{backgrounds,fit,matrix}
\pagestyle{empty}
\begin{document}
\begin{table}[h] \centering \begin{tikzpicture}[outer sep=0pt,inner sep=1.5pt] \matrix [matrix of math nodes, row sep=3pt, column sep=-2.2pt, nodes={anchor=east}] (m) { 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 \\ 90 & 90 & 88 & 85 & 82 & 78 & 73 & 67 & 61 & 54 & 46 & 38 & 31 & 22 & 13 & 4 &
-4 & -13 & -22 & -31 & -38 & -46 & -54 & -61 & -67 & -73 & -78 & -82 & -85 & 88 & -90 & -90 \\ 90 & 87 & 80 & 70 & 57 & 43 & 25 & 9 & -9 & -25 & -43 & -57 & -70 & -80 & -87 & -90 & -90 & -87 & -80 & -70 & -57 & -43 & -25 & -9 & 9 & 25 & 43 & 57 & 70 & 80 & 87 & 90 \\ 90 & 82 & 67 & 46 & 22 & -4 & -31 & -54 & -73 & -85 & -90 & -88 & -78 & -61 &
-38 & -13 & 13 & 38 & 61 & 78 & 88 & 90 & 85 & 73 & 54 & 31 & 4 & -22 & -46 & -67 & -82 & -90 \\ 89 & 75 & 50 & 18 & -18 & -50 & -75 & -89 &
-89 & -75 & -50 & -18 & 18 & 50 & 75 & 89 & 89 & 75 & 50 & 18 & -18 & -50 & -75 & -89 & -89 & -75 & -50 & -18 & 18 & 50 & 75 & 89 \\ 88 & 67 & 31 & -13 & -54 & -82 & -90 & -78 & -46 & -4 & 38 & 73 & 90 & 85 & 61 & 22 & -22 & -61 & -85 & -90 & -73 & -38 & 4 & 46 & 78 & 90 & 82 & 54 & 13 & -31 & -67 & -88 \\ 87 & 57 & 9 & -43 & -80 & -90 & -70 & -25 & 25 & 70 & 90 & 80 & 43 &
-9 & -57 & -87 & -87 & -57 & -9 & 43 & 80 & 90 & 70 & 25 & -25 & -70 & -90 & -80 & -43 & 9 & 57 & 87 \\ 85 & 46 & -13 & -67 & -90 & -73 & -22 & 38 & 82 & 88 & 54 & -4 & -61 & -90 & -78 & -31 & 31 & 78 & 90 & 61 & 4 & -54 & -88 & -82 & -38 & 22 & 73 & 90 & 67 & 13 & -46 & -85 \\ 83 & 36 & -36 & -83 & -83 & -36 & 36 & 83 & 83 & 36 & -36 & -83 & -83 & -36 & 36 & 83 & 83 & 36 & -36 & -83 & -83 & -36 & 36 & 83 & 83 & 36 & -36 & -83 & -83 & -36 & 36 & 83 \\ 82 & 22 & -54 & -90 &
-61 & 13 & 78 & 85 & 31 & -46 & -90 & -67 & 4 & 73 & 88 & 38 & -38 & -88 & -73 & -4 & 67 & 90 & 46 & -31 & -85 & -78 & -13 & 61 & 90 & 54 & -22 & -82 \\ 80 & 9 & -70 & -87 &
-25 & 57 & 90 & 43 & -43 & -90 & -57 & 25 & 87 & 70 & -9 & -80 & -80 & -9 & 70 & 87 & 25 & -57 & -90 & -43 & 43 & 90 & 57 & -25 & -87 & -70 & 9 & 80 \\ 78 & -4 & -82 & -73 & 13 & 85 & 67 & -22 & -88 & -61 & 31 & 90 & 54 & -38 & -90 & -46 & 46 & 90 & 38 & -54 & -90 & -31 & 61 & 88 & 22 & -67 & -85 & -13 & 73 & 82 & 4 & -78 \\ 75 & 18 & -89 & -50 & 50 & 89 & 18 & -75 & -75 & 18 & 89 & 50 & -50 & -89 & -18 & 75 & 75 & -18 & -89 & -50 & 50 & 89 & 18 & -75 & -75 & 18 & 89 & 50 & -50 & -89 & -18 & 75 \\ 73 & -31 & -90 & -22 & 78 & 67 &
-38 & -90 & -13 & 82 & 61 & -46 & -88 & -4 & 85 & 54 & -54 & -85 & 4 & 88 & 46 & -61 & -82 & 13 & 90 & 38 & -67 & -78 & 22 & 90 & 31 & -73 \\ 70 & -43 & -87 & 9 & 90 & 25 & -80 & -57 & 57 & 80 & -25 & -90 & -9 & 87 & 43 & -70 & -70 & 43 & 87 & -9 & -90 & -25 & 80 & 57 & -57 & -80 & 25 & 90 & 9 &
-87 & -43 & 70 \\ 67 & -54 & -78 & 38 & 85 & -22 & -90 & 4 & 90 & 13 & -88 & -31 & 82 & 46 & -73 & -61 & 61 & 73 & -46 & -82 & 31 & 88 & -13 & -90 & -4 & 90 & 22 & 85 & -38 & 78 & 54 & -67 \\ 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 \\ 61 & -73 & -46 & 82 & 31 & -88 & -13 & 90 & -4 & -90 & 22 & 85 & -38 & -78 & 54 & 67 & -67 & -54 & 78 & 38 & -85 & -22 & 90 & 4 & -90 & 13 & 88 & -31 & -82 & 46 & 73 & -61 \\ 57 & -80 & -25 & 90 & -9 & -87 & 43 & 70 & -70 & -43 & 87 & 9 & -90 & 25 & 80 & -57 & -57 & 80 & 25 & -90 & 9 & 87 & -43 & -70 & 70 & 43 & -87 & -9 & 90 & -25 & -80 & 57 \\ 54 &
-85 & -4 & 88 & -46 & -61 & 82 & 13 & -90 & 38 & 67 & -78 & -22 & 90 & -31 & -73 & 73 & 31 & -90 & 22 & 78 & -67 & -38 & 90 & -13 & -82 & 61 & 46 & -88 & 4 & 85 & -54 \\ 50 & -89 & 18 & 75 & -75 & -18 & 89 & -50 & -50 & 89 & -18 & -75 & 75 & 18 & -89 & 50 & 50 & -89 & 18 & 75 & -75 & -18 & 89 & -50 & -50 & 89 & -18 & -75 & 75 & 18 & -89 & 50 \\ 46 & -90 & 38 & 54 & -90 & 31 & 61 & -88 & 22 & 67 & -85 & 13 & 73 &
-82 & 4 & 78 & -78 & -4 & 82 & -73 & -13 & 85 & -67 & -22 & 88 & -61 & -31 & 90 & -54 & -38 & 90 & -46 \\ 43 & -90 & 57 & 25 & -87 & 70 & 9 & -80 & 80 & -9 & -70 & 87 & -25 & -57 & 90 & -43 & -43 & 90 & -57 & -25 & 87 & -70 & -9 & 80 & -80 & 9 & 70 & -87 & 25 & 57 & -90 & 43 \\ 38 & -88 & 73 & -4 & -67 & 90 & -46 & -31 & 85 & -78 & 13 & 61 & -90 & 54 & 22 & -82 & 82 & -22 & -54 & 90 & -61 & -13 & 78 & -85 & 31 & 46 & -90 & 67 & 4 & -73 & 88 & -38 \\ 36 & -83 & 83 & -36 &
-36 & 83 & -83 & 36 & 36 & -83 & 83 & -36 & -36 & 83 & -83 & 36 & 36 & -83 & 83 & -36 & -36 & 83 & -83 & 36 & 36 & -83 & 83 & -36 & -36 & 83 & -83 & 36 \\ 31 & -78 & 90 & -61 & 4 & 54 & -88 & 82 & -38 & -22 & 73 & -90 & 67 & -13 & -46 & 85 & -85 & 46 & 13 & -67 & 90 & -73 & 22 & 38 & -82 & 88 & -54 & -4 & 61 & -90 & 78 & -31 \\ 25 & -70 & 90 & -80 & 43 & 9 & -57 & 87 & -87 & 57 & -9 & -43 & 80 & -90 & 70 & -25 & -25 & 70 & -90 & 80 & -43 & -9 & 57 & -87 & 87 & -57 & 9 & 43 &
-80 & 90 & -70 & 25 \\ 22 & -61 & 85 & -90 & 73 & -38 & -4 & 46 & -78 & 90 & -82 & 54 & -13 & -31 & 67 & -88 & 88 & 67 & 31 & 13 & -54 & 82 & -90 & 78 & -46 & 4 & 38 & -73 & 90 &
-85 & 61 & -22 \\ 18 & -50 & 75 & -89 & 89 & -75 & 50 & -18 & -18 & 50 & -75 & 89 & -89 & 75 & -50 & 18 & 18 & -50 & 75 & -89 & 89 & -75 & 50 & -18 & -18 & 50 & -75 & 89 & -89 & 75 & -50 & 18 \\ 13 & -38 & 61 & -78 & 88 & -90 & 85 & -73 & 54 & -31 & 4 & 22 & -46 & 67 & -82 & 90 & -90 & 82 & -67 & 46 & -22 & -4 & 31 & -54 & 73 & -85 & 90 & -88 & 78 & -61 & 38 & -13 \\ \:\:9 & -25 & 43 & -57 & 70 & -80 & 87 & -90 & 90 & -87 & 80 & -70 & 57 & -43 & 25 & -9 & -9 & 25 & -43 & 57 & -70 & 80 & -87 & 90 & -90 & 87 & -80 & 70 & -57 & 43 &
-25 & 9 \\ 4 & -13 & 22 & -31 & 38 & -46 & 54 & -61 & 67 & -73 & 78 & -82 & 85 & -88 & 90 & -90 & 90 & -90 & 88 & -85 & 82 & -78 & 73 & -67 & 61 & -54 & 46 & -38 & 31 & -22 & 13 & -4 \\ }; \begin{scope}[on background layer] \node[fill=GreenYellow,inner sep=4.5pt,fit=(m-1-1) (m-32-32)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-1-1) (m-1-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-3-1) (m-3-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-5-1) (m-5-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-7-1) (m-7-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-9-1) (m-9-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-11-1) (m-11-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-13-1) (m-13-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-15-1) (m-15-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-17-1) (m-17-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-19-1) (m-19-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-21-1) (m-21-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-23-1) (m-23-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-25-1) (m-25-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-27-1) (m-27-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-29-1) (m-29-16)] {}; \node[fill=WildStrawberry,inner sep=3pt,fit=(m-31-1) (m-31-16)] {}; \node[fill=Yellow,inner sep=1.5pt,fit=(m-1-1) (m-1-8)] {}; \node[fill=Yellow,inner sep=1.5pt,fit=(m-5-1) (m-5-8)] {}; \node[fill=Yellow,inner sep=1.5pt,fit=(m-9-1) (m-9-8)] {}; \node[fill=Yellow,inner sep=1.5pt,fit=(m-13-1) (m-13-8)] {}; \node[fill=Yellow,inner sep=1.5pt,fit=(m-17-1) (m-17-8)] {}; \node[fill=Yellow,inner sep=1.5pt,fit=(m-21-1) (m-21-8)] {}; \node[fill=Yellow,inner sep=1.5pt,fit=(m-25-1) (m-25-8)] {}; \node[fill=Yellow,inner sep=1.5pt,fit=(m-29-1) (m-29-8)] {}; \node[fill=Turquoise,inner sep=0pt,fit=(m-1-1) (m-1-4)] {}; \node[fill=Turquoise,inner sep=0pt,fit=(m-9-1) (m-9-4)] {}; \node[fill=Turquoise,inner sep=0pt,fit=(m-17-1) (m-17-4)] {}; \node[fill=Turquoise,inner sep=0pt,fit=(m-25-1) (m-25-4)] {}; \end{scope} \end{tikzpicture}
\end{table}
\end{document}
答案1
您可以直接附加scale=1.5,transform shape到节点或者其他一些比例因子。
\documentclass{IEEEtran}
\usepackage[dvipsnames]{xcolor} \usepackage{tikz} \usetikzlibrary{backgrounds,fit,matrix}
\pagestyle{empty}
\begin{document}
\begin{table}[h] \centering
\begin{tikzpicture}[outer sep=0pt,inner sep=1.5pt]
\matrix [matrix of math nodes, row sep=3pt, column sep=-2.2pt,
nodes={anchor=east,scale=1.5,transform shape} %<changed
] (m)
{ 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 \\
90 & 90 & 88 & 85 & 82 & 78 & 73 & 67 & 61 & 54 & 46 & 38 & 31 & 22 & 13 & 4 & -4 & -13 & -22 & -31 & -38 & -46 & -54 & -61 & -67 & -73 & -78 & -82 & -85 & 88 & -90 & -90 \\
90 & 87 & 80 & 70 & 57 & 43 & 25 & 9 & -9 & -25 & -43 & -57 & -70 & -80 & -87 & -90 & -90 & -87 & -80 & -70 & -57 & -43 & -25 & -9 & 9 & 25 & 43 & 57 & 70 & 80 & 87 & 90 \\
90 & 82 & 67 & 46 & 22 & -4 & -31 & -54 & -73 & -85 & -90 & -88 & -78 & -61 & -38 & -13 & 13 & 38 & 61 & 78 & 88 & 90 & 85 & 73 & 54 & 31 & 4 & -22 & -46 & -67 & -82 & -90 \\
89 & 75 & 50 & 18 & -18 & -50 & -75 & -89 & -89 & -75 & -50 & -18 & 18 & 50 & 75 & 89 & 89 & 75 & 50 & 18 & -18 & -50 & -75 & -89 & -89 & -75 & -50 & -18 & 18 & 50 & 75 & 89 \\
88 & 67 & 31 & -13 & -54 & -82 & -90 & -78 & -46 & -4 & 38 & 73 & 90 & 85 & 61 & 22 & -22 & -61 & -85 & -90 & -73 & -38 & 4 & 46 & 78 & 90 & 82 & 54 & 13 & -31 & -67 & -88 \\
87 & 57 & 9 & -43 & -80 & -90 & -70 & -25 & 25 & 70 & 90 & 80 & 43 &-9 & -57 & -87 & -87 & -57 & -9 & 43 & 80 & 90 & 70 & 25 & -25 & -70 & -90 & -80 & -43 & 9 & 57 & 87 \\
85 & 46 & -13 & -67 & -90 & -73 & -22 & 38 & 82 & 88 & 54 & -4 & -61 & -90 & -78 & -31 & 31 & 78 & 90 & 61 & 4 & -54 & -88 & -82 & -38 & 22 & 73 & 90 & 67 & 13 & -46 & -85 \\
83 & 36 & -36 & -83 & -83 & -36 & 36 & 83 & 83 & 36 & -36 & -83 & -83 & -36 & 36 & 83 & 83 & 36 & -36 & -83 & -83 & -36 & 36 & 83 & 83 & 36 & -36 & -83 & -83 & -36 & 36 & 83 \\
82 & 22 & -54 & -90 & -61 & 13 & 78 & 85 & 31 & -46 & -90 & -67 & 4 & 73 & 88 & 38 & -38 & -88 & -73 & -4 & 67 & 90 & 46 & -31 & -85 & -78 & -13 & 61 & 90 & 54 & -22 & -82 \\
80 & 9 & -70 & -87 & -25 & 57 & 90 & 43 & -43 & -90 & -57 & 25 & 87 & 70 & -9 & -80 & -80 & -9 & 70 & 87 & 25 & -57 & -90 & -43 & 43 & 90 & 57 & -25 & -87 & -70 & 9 & 80 \\
78 & -4 & -82 & -73 & 13 & 85 & 67 & -22 & -88 & -61 & 31 & 90 & 54 & -38 & -90 & -46 & 46 & 90 & 38 & -54 & -90 & -31 & 61 & 88 & 22 & -67 & -85 & -13 & 73 & 82 & 4 & -78 \\
75 & 18 & -89 & -50 & 50 & 89 & 18 & -75 & -75 & 18 & 89 & 50 & -50 & -89 & -18 & 75 & 75 & -18 & -89 & -50 & 50 & 89 & 18 & -75 & -75 & 18 & 89 & 50 & -50 & -89 & -18 & 75 \\
73 & -31 & -90 & -22 & 78 & 67 &-38 & -90 & -13 & 82 & 61 & -46 & -88 & -4 & 85 & 54 & -54 & -85 & 4 & 88 & 46 & -61 & -82 & 13 & 90 & 38 & -67 & -78 & 22 & 90 & 31 & -73 \\
70 & -43 & -87 & 9 & 90 & 25 & -80 & -57 & 57 & 80 & -25 & -90 & -9 & 87 & 43 & -70 & -70 & 43 & 87 & -9 & -90 & -25 & 80 & 57 & -57 & -80 & 25 & 90 & 9 &-87 & -43 & 70 \\
67 & -54 & -78 & 38 & 85 & -22 & -90 & 4 & 90 & 13 & -88 & -31 & 82 & 46 & -73 & -61 & 61 & 73 & -46 & -82 & 31 & 88 & -13 & -90 & -4 & 90 & 22 & 85 & -38 & 78 & 54 & -67 \\ 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 & 64 \\ 61 & -73 & -46 & 82 & 31 & -88 & -13 & 90 & -4 & -90 & 22 & 85 & -38 & -78 & 54 & 67 & -67 & -54 & 78 & 38 & -85 & -22 & 90 & 4 & -90 & 13 & 88 & -31 & -82 & 46 & 73 & -61 \\ 57 & -80 & -25 & 90 & -9 & -87 & 43 & 70 & -70 & -43 & 87 & 9 & -90 & 25 & 80 & -57 & -57 & 80 & 25 & -90 & 9 & 87 & -43 & -70 & 70 & 43 & -87 & -9 & 90 & -25 & -80 & 57 \\
54 & -85 & -4 & 88 & -46 & -61 & 82 & 13 & -90 & 38 & 67 & -78 & -22 & 90 & -31 & -73 & 73 & 31 & -90 & 22 & 78 & -67 & -38 & 90 & -13 & -82 & 61 & 46 & -88 & 4 & 85 & -54 \\
50 & -89 & 18 & 75 & -75 & -18 & 89 & -50 & -50 & 89 & -18 & -75 & 75 & 18 & -89 & 50 & 50 & -89 & 18 & 75 & -75 & -18 & 89 & -50 & -50 & 89 & -18 & -75 & 75 & 18 & -89 & 50 \\
46 & -90 & 38 & 54 & -90 & 31 & 61 & -88 & 22 & 67 & -85 & 13 & 73 & -82 & 4 & 78 & -78 & -4 & 82 & -73 & -13 & 85 & -67 & -22 & 88 & -61 & -31 & 90 & -54 & -38 & 90 & -46 \\
43 & -90 & 57 & 25 & -87 & 70 & 9 & -80 & 80 & -9 & -70 & 87 & -25 & -57 & 90 & -43 & -43 & 90 & -57 & -25 & 87 & -70 & -9 & 80 & -80 & 9 & 70 & -87 & 25 & 57 & -90 & 43 \\
38 & -88 & 73 & -4 & -67 & 90 & -46 & -31 & 85 & -78 & 13 & 61 & -90 & 54 & 22 & -82 & 82 & -22 & -54 & 90 & -61 & -13 & 78 & -85 & 31 & 46 & -90 & 67 & 4 & -73 & 88 & -38 \\
36 & -83 & 83 & -36 & -36 & 83 & -83 & 36 & 36 & -83 & 83 & -36 & -36 & 83 & -83 & 36 & 36 & -83 & 83 & -36 & -36 & 83 & -83 & 36 & 36 & -83 & 83 & -36 & -36 & 83 & -83 & 36 \\
31 & -78 & 90 & -61 & 4 & 54 & -88 & 82 & -38 & -22 & 73 & -90 & 67 & -13 & -46 & 85 & -85 & 46 & 13 & -67 & 90 & -73 & 22 & 38 & -82 & 88 & -54 & -4 & 61 & -90 & 78 & -31 \\
25 & -70 & 90 & -80 & 43 & 9 & -57 & 87 & -87 & 57 & -9 & -43 & 80 & -90 & 70 & -25 & -25 & 70 & -90 & 80 & -43 & -9 & 57 & -87 & 87 & -57 & 9 & 43 &-80 & 90 & -70 & 25 \\
22 & -61 & 85 & -90 & 73 & -38 & -4 & 46 & -78 & 90 & -82 & 54 &
-13 & -31 & 67 & -88 & 88 & 67 & 31 & 13 & -54 & 82 & -90 & 78 & -46 & 4 & 38 & -73 & 90 & -85 & 61 & -22 \\ 18 & -50 & 75 & -89 & 89 & -75 & 50 & -18 & -18 & 50 & -75 & 89 & -89 & 75 & -50 & 18 & 18 & -50 & 75 & -89 & 89 & -75 & 50 & -18 & -18 & 50 & -75 & 89 & -89 & 75 & -50 & 18 \\ 13 & -38 & 61 & -78 & 88 & -90 & 85 & -73 & 54 & -31 & 4 & 22 & -46 & 67 & -82 & 90 & -90 & 82 & -67 & 46 & -22 & -4 & 31 & -54 & 73 & -85 & 90 & -88 & 78 & -61 & 38 & -13 \\ \:\:9 & -25 & 43 & -57 & 70 & -80 & 87 & -90 & 90 & -87 & 80 & -70 & 57 & -43 & 25 & -9 & -9 & 25 & -43 & 57 & -70 & 80 & -87 & 90 & -90 & 87 & -80 & 70 & -57 & 43 &-25 & 9 \\
4 & -13 & 22 & -31 & 38 & -46 & 54 & -61 & 67 & -73 & 78 & -82 & 85 & -88 & 90 & -90 & 90 & -90 & 88 & -85 & 82 & -78 & 73 & -67 & 61 & -54 & 46 & -38 & 31 & -22 & 13 & -4 \\
};
\begin{scope}[on background layer]
\node[fill=GreenYellow,inner sep=4.5pt,fit=(m-1-1) (m-32-32)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-1-1) (m-1-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-3-1) (m-3-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-5-1) (m-5-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-7-1) (m-7-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-9-1) (m-9-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-11-1) (m-11-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-13-1) (m-13-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-15-1) (m-15-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-17-1) (m-17-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-19-1) (m-19-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-21-1) (m-21-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-23-1) (m-23-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-25-1) (m-25-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-27-1) (m-27-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-29-1) (m-29-16)] {};
\node[fill=WildStrawberry,inner sep=3pt,fit=(m-31-1) (m-31-16)] {};
\node[fill=Yellow,inner sep=1.5pt,fit=(m-1-1) (m-1-8)] {};
\node[fill=Yellow,inner sep=1.5pt,fit=(m-5-1) (m-5-8)] {};
\node[fill=Yellow,inner sep=1.5pt,fit=(m-9-1) (m-9-8)] {};
\node[fill=Yellow,inner sep=1.5pt,fit=(m-13-1) (m-13-8)] {};
\node[fill=Yellow,inner sep=1.5pt,fit=(m-17-1) (m-17-8)] {};
\node[fill=Yellow,inner sep=1.5pt,fit=(m-21-1) (m-21-8)] {};
\node[fill=Yellow,inner sep=1.5pt,fit=(m-25-1) (m-25-8)] {};
\node[fill=Yellow,inner sep=1.5pt,fit=(m-29-1) (m-29-8)] {};
\node[fill=Turquoise,inner sep=0pt,fit=(m-1-1) (m-1-4)] {};
\node[fill=Turquoise,inner sep=0pt,fit=(m-9-1) (m-9-4)] {};
\node[fill=Turquoise,inner sep=0pt,fit=(m-17-1) (m-17-4)] {};
\node[fill=Turquoise,inner sep=0pt,fit=(m-25-1) (m-25-4)] {};
\end{scope}
\end{tikzpicture}
\end{table}
\end{document}