\begin{table}%t1
 \caption{Results for the 22-year period: frequency deviations
 $\delta=\omega_{22}-\omega$ for permitted quantum numbers~$(l, |m|)$.}\label{tab1}
\par
%\centerline
{
 \begin{tabular}{rrrrr|@{\ \ }|rrrrr|@{\ \ }|rrrrr}
    \hline  \hline
  $l$  & $m$ \ & $\delta\ \ \ $ &$m$ \ & $\delta\ $ &
    $l$  & $m$ \ & $\delta\ \ \ $ &$m$ \ & $\delta\ $ &$l$ & $m$ \ &
  $\delta\ \ \ $ & $m$ \ & $\delta\ \ \ $ \\
  & fast& (nHz) &  slow & (nHz)  &   & fast& (nHz) &  slow & (nHz)  &
    &  fast & (nHz)  & slow & (nHz) \\
    \hline
 11 &   1 &  0.055 & 575 & 0.000 &
 33 &  10 & $-$0.021 & 478 & 0.000 &
 55 &  35 &$-$0.008 &   365 &$-$0.001\\
 12 &   1 & 0.250  & 571 & 0.001 &
 34 &  10 & 0.051  & 474 & 0.001 &
 56 &  36 & 0.010  & 360 & 0.001 \\
 13 &   1 & 0.406 & 567 & 0.001 &
 35 &  11 & 0.020 & 469 & 0.000 &
 57 &  38 & 0.007  & 354 & 0.001 \\
 14 &   2 &$-$0.265 & 562 &$-$0.001 &
 36 &  12 &$-$0.003 & 464 & 0.000 &
 58 &  40 & 0.007 & 348 & 0.001 \\
 15 &   2 &$-$0.073 & 558 & 0.000 &
 37 &  13 &$-$0.021 & 459 &$-$0.001 &
 59 &  43 &$-$0.008 & 341 &$-$0.001 \\
 16 &   2 & 0.089 & 554 & 0.000 &
 38 &  14 &$-$0.033 & 454 &$-$0.001 &
 60 &  45 &$-$0.004 & 335 & 0.000 \\
 17 &   2 & 0.226 & 550 & 0.001 &
 39 &  14 & 0.029 & 450 & 0.001 &
 61 &  47 & 0.002 & 329 & 0.000 \\
 18 &   3 &$-$0.128 & 545 &$-$0.001 &
 40 &  15 & 0.020 & 445 & 0.001 &
 62 &  50 &$-$0.005 & 322 &$-$0.001 \\
 19 &   3 & 0.013 & 541 & 0.000 &
 41 &  16 & 0.014 & 440 & 0.001 &
 63 &  52 & 0.004 & 316 & 0.001 \\
 20 &   3 & 0.136 & 537 & 0.001 &
 42 &  17 & 0.012 & 435 & 0.000 &
 64 &  55 & 0.001 & 309 & 0.000 \\
 21 &   4 &$-$0.091 & 532 &$-$0.001 &
 43 &  18 & 0.012 & 430 & 0.000 &
 65 &  58 & 0.002 & 302 & 0.000 \\
 22 &   4 & 0.028 & 528 & 0.000 &
 44 &  19 & 0.014 & 425 & 0.001 &
 66 &  61 & 0.004 & 295 & 0.001 \\
 23 &   4 & 0.134 & 524 & 0.001 &
 45 &  20 & 0.018 & 420 & 0.001 &
 67 &  65 &$-$0.001 & 287 & 0.000 \\
 24 &   5 &$-$0.021 & 519 & 0.000 &
 46 &  22 &$-$0.019 & 414 &$-$0.001 &
 68 &  69 &$-$0.002 & 279 &$-$0.001 \\
 25 &   5 & 0.079 & 515 & 0.001 &
 47 &  23 &$-$0.010 & 409 &$-$0.001 &
 69 &  73 &$-$0.001 & 271 & 0.000 \\
 26 &   6 &$-$0.035 & 510 & 0.000 &
 48 &  24 & 0.001 & 404 & 0.000 &
 70 &  77 & 0.002 & 263 & 0.000 \\
 27 &   6 & 0.058 & 506 & 0.001 &
 49 &  25 & 0.011 & 399 & 0.001 &
 71 &  82 & 0.001 & 254 & 0.000 \\
 28 &   7 &$-$0.029 & 501 & 0.000 &
 50 &  27 &$-$0.009 & 393 &$-$0.001 &
 72 &  88 & 0.000 & 244 & 0.000 \\
 29 &  7  & 0.057 & 497 & 0.001 &
 51 &  28 & 0.005 & 388 & 0.000 &
 73 &  94 & 0.001 & 234 & 0.001 \\
 30 &   8 &$-$0.009 & 492 & 0.000 &
 52 &  30 &$-$0.009 & 382 &$-$0.001 &
 74 & 102 & 0.000 & 222 & 0.000 \\
 31 &   9 &$-$0.060 & 487 &$-$0.001 &
 53 &  31 & 0.006 & 377 & 0.001 &
 75 & 112 &$-$0.001 & 208 & 0.000 \\
 32 &   9 & 0.019 & 483 & 0.000 &
 54 &  33 &$-$0.002 & 371 & 0.000 &
 76 & 125 & 0.000 & 191 & 0.000 \\
\hline 
\end{tabular}}
\medskip
Additionally to these modes there could exist slow 22-year
modes with the following ($l, |m|$) numbers: (0, 620), (1, 616), (2, 612), (3, 608), (4,~604), (5, 600), (6, 596), (7, 591), (8, 587),  (9, 583), (10, 579).
\end{table}