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Graphs made by Grundy numbers of Chocolates that satisfy the inequality

In this section we study Grundy numbers G1R({y,z}) for chocolates that satisfy the inequality $y \leq z$ under $ (mod n)$ for a natural number $ n$ , and make graphs of them.
Fig 6.7 is made by Grundy numbers $ ($ mod $ 2 )$ in Fig 5.3.

Figure 6.1   \includegraphics[height=6cm]{colorgrundyp2k1.eps}

Fig 6.8 is made by Grundy numbers $ ($ mod $ 3 )$ in Fig 5.3.

Figure 6.2   \includegraphics[height=6cm]{colorgrundyp3k1.eps}

Fig 6.9 is made by Grundy numbers $ ($ mod $ 4)$ in Fig 5.3.

Figure 6.3   \includegraphics[height=6cm]{colorgrundyp4k1.eps}

Fig 6.10 is made by Grundy numbers $ ($ mod $ 5 )$ in Fig 5.3.

Figure 6.4   \includegraphics[height=6cm]{colorgrundyp5k1.eps}

Fig 6.11 is made by Grundy numbers $ G1R(\{y,z\})$ $ ($ mod $ 6 )$ in Fig 5.3.

Figure 6.5   \includegraphics[height=6cm]{colorgrundyp6k1.eps}

Next: Graphs for k = 2 Up:Abstract and the table of contents Previous: Beautiful Graphs made by Grundy numbers