\Cref{tab:Mq} gives the matrices $\Mq$. Each row is written as a string of $24$ digits, the entries $\sym_{\qQ_k}(B_1),\dots,\sym_{\qQ_k}(B_{24})$ in blocks of six. \begin{table}[p]\centering\footnotesize\setlength{\tabcolsep}{4pt} \caption{The symbol matrices $\Mq=\big(\sym_{\qQ_k}(B_j)\big)_{k,j}$; row $k$ corresponds to $\qQ_k$ of \cref{tab:primesq}.}\label{tab:Mq} \begin{tabular}{@{}r r l @{\hspace{2.5em}} r r l@{}} \toprule $q$ & $k$ & row $k$ of $\Mq$ & $q$ & $k$ & row $k$ of $\Mq$\\\midrule 11 & 1 & $144001\,142242\,010001\,404011$ & 311 & 1 & $311321\,410132\,100114\,413410$\\ & 2 & $043014\,144314\,000033\,022200$ & & 2 & $321040\,222331\,103222\,340404$\\ & 3 & $144040\,242132\,010414\,443102$ & & 3 & $142243\,341213\,134203\,002413$\\ & 4 & $423444\,024144\,030112\,241242$ & & 4 & $244130\,300423\,123321\,310100$\\ 101 & 1 & $200013\,143414\,104402\,411324$ & & 5 & $011441\,111124\,401110\,244402$\\ & 2 & $303444\,213421\,344214\,433220$ & & 6 & $003421\,103024\,402331\,210421$\\ & 3 & $321021\,223414\,142330\,424010$ & & 7 & $013000\,400112\,422431\,341242$\\ & 4 & $210331\,203010\,220031\,324004$ & & 8 & $002020\,404332\,420001\,434231$\\ & 5 & $230214\,040022\,204012\,400441$ & & 9 & $303243\,344331\,323100\,340023$\\ & 6 & $132313\,024112\,341234\,212001$ & & 10 & $032020\,210240\,300334\,243401$\\ & 7 & $303223\,213111\,310442\,411110$ & & 11 & $004042\,430013\,442003\,443123$\\ 131 & 1 & $224021\,323221\,200342\,200224$ & 331 & 1 & $240331\,440413\,012204\,431044$\\ & 2 & $411130\,422214\,222323\,032044$ & & 2 & $233024\,043042\,132300\,432444$\\ & 3 & $340132\,004334\,242302\,302410$ & & 3 & $011042\,411211\,421423\,340101$\\ & 4 & $020013\,212041\,242210\,434410$ & & 4 & $033232\,233422\,131402\,220221$\\ & 5 & $333001\,124221\,113201\,014133$ & & 5 & $003013\,401242\,043301\,124011$\\ & 6 & $412310\,414203\,131004\,212340$ & & 6 & $201134\,243441\,421430\,113344$\\ & 7 & $031041\,314421\,232204\,033302$ & 401 & 1 & $312311\,313043\,010134\,421200$\\ & 8 & $003233\,123001\,441342\,004440$ & & 2 & $321022\,024234\,040421\,134300$\\ & 9 & $002440\,300120\,442242\,444412$ & 431 & 1 & $131203\,134344\,010403\,404202$\\ 181 & 1 & $112122\,200331\,413131\,212421$ & & 2 & $441024\,142322\,040102\,101303$\\ & 2 & $333333\,032010\,400024\,420014$ & 461 & 1 & $140404\,023221\,010120\,001432$\\ & 3 & $023103\,101232\,421220\,033413$ & & 2 & $211202\,434241\,010304\,330401$\\ & 4 & $032333\,043342\,102013\,203144$ & & 3 & $431341\,004232\,033213\,230123$\\ & 5 & $242224\,343331\,142321\,423001$ & & 4 & $440032\,412004\,040310\,142440$\\ & 6 & $144034\,212423\,312113\,021400$ & & 5 & $240421\,144241\,012222\,324000$\\ & 7 & $422211\,122234\,100244\,124104$ & & 6 & $332302\,010021\,023100\,414001$\\ & 8 & $143334\,414223\,104144\,314121$ & & 7 & $044241\,422144\,032341\,224213$\\ & 9 & $442041\,422333\,131214\,324311$ & 541 & 1 & $420114\,021441\,040033\,123334$\\ & 10 & $201413\,420423\,222324\,021422$ & & 2 & $241002\,142442\,010022\,432221$\\ & 11 & $342243\,021443\,323032\,130324$ & 601 & 1 & $230421\,311141\,300112\,422221$\\ 211 & 1 & $014311\,000112\,040344\,430414$ & & 2 & $434140\,431122\,321234\,321211$\\ & 2 & $242424\,341241\,010402\,404112$ & & 3 & $240343\,443022\,214204\,403213$\\ & 3 & $123443\,444343\,034104\,302143$ & & 4 & $411203\,131001\,240102\,223111$\\ & 4 & $303104\,044303\,021210\,424441$ & & 5 & $303430\,242321\,300113\,011343$\\ 251 & 1 & $230434\,011221\,234434\,241222$ & & 6 & $400324\,304442\,144303\,224343$\\ & 2 & $320131\,143324\,101334\,343020$ & & 7 & $342304\,304222\,141002\,011223$\\ & 3 & $432321\,231334\,201213\,041222$ & 631 & 1 & $230014\,304243\,001043\,214004$\\ & 4 & $340421\,241400\,240312\,302220$ & & 2 & $442001\,133241\,032340\,201441$\\ & 5 & $220312\,244313\,244334\,002142$ & & 3 & $402433\,342420\,042240\,421342$\\ & 6 & $403010\,330043\,120330\,444434$ & & 4 & $111412\,212042\,040034\,123424$\\ & 7 & $442332\,301142\,423002\,314434$ & & 5 & $002213\,104414\,000232\,022143$\\ & 8 & $331044\,203422\,200340\,022321$ & & 6 & $234103\,134244\,040321\,134311$\\ & 9 & $042210\,014304\,402421\,011200$ & 661 & 1 & $001423\,123341\,234420\,444042$\\ 271 & 1 & $430221\,432124\,014124\,312024$ & & 2 & $311110\,434124\,400002\,424313$\\ & 2 & $342244\,240011\,000000\,000000$ & & 3 & $322321\,233310\,421220\,203114$\\ & 3 & $233140\,430142\,041431\,243031$ & & 4 & $334034\,100114\,342314\,213120$\\ & & & & 5 & $434424\,134030\,321124\,301333$\\ & & & & 6 & $134031\,133022\,214442\,440330$\\ & & & & 7 & $212100\,343224\,233143\,140413$\\ \bottomrule \end{tabular} \end{table}