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@@ -344,22 +344,22 @@
\node at (12.25,14.1875) {$\binom{1}{1}=$}; \node at (12.25,14.1875) {$\binom{1}{1}=$};
\draw (10.25,13.5) rectangle (13,12.125); \draw (10.25,13.5) rectangle (13,12.125);
\node at (10.875,12.8125) {$\binom{2}{0}=$}; \node at (10.875,12.8125) {$\binom{2}{1}=$};
\draw (7.5,13.5) rectangle (10.25,12.125); \draw (7.5,13.5) rectangle (10.25,12.125);
\node at (8.125,12.8125) {$\binom{2}{1}=$}; \node at (8.125,12.8125) {$\binom{2}{0}=$};
\draw (13,13.5) rectangle (15.75,12.125); \draw (13,13.5) rectangle (15.75,12.125);
\node at (13.625,12.8125) {$\binom{2}{2}=$}; \node at (13.625,12.8125) {$\binom{2}{2}=$};
\draw (11.625,12.125) rectangle (14.375,10.75); \draw (11.625,12.125) rectangle (14.375,10.75);
\node at (12.25,11.4375) {$\binom{3}{0}=$}; \node at (12.25,11.4375) {$\binom{3}{2}=$};
\draw (8.875,12.125) rectangle (11.625,10.75); \draw (8.875,12.125) rectangle (11.625,10.75);
\node at (9.5,11.4375) {$\binom{3}{1}=$}; \node at (9.5,11.4375) {$\binom{3}{1}=$};
\draw (6.125,12.125) rectangle (8.875,10.75); \draw (6.125,12.125) rectangle (8.875,10.75);
\node at (6.75,11.4375) {$\binom{3}{2}=$}; \node at (6.75,11.4375) {$\binom{3}{0}=$};
\draw (14.375,12.125) rectangle (17.125,10.75); \draw (14.375,12.125) rectangle (17.125,10.75);
\node at (15,11.4375) {$\binom{3}{3}=$}; \node at (15,11.4375) {$\binom{3}{3}=$};