equal
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  1452 \begin{frame}[c] | 
  1452 \begin{frame}[c] | 
  1453 \frametitle{\begin{tabular}{c}\\[3cm]\alert{Questions?}\end{tabular}} | 
  1453 \frametitle{\begin{tabular}{c}\\[3cm]\alert{Questions?}\end{tabular}} | 
  1454   | 
  1454   | 
  1455   | 
  1455   | 
  1456 \begin{tabular}{lll} | 
  1456 \begin{tabular}{lll} | 
  1457   TAs: & Anton Luca-Dorin & (took the module last year)\\  | 
  1457   TAs: & Finley Warman    & (took the module last year)\\  | 
  1458        & Chengsong Tan    & (PhD student working on derivatives)    | 
  1458        & Chengsong Tan    & (PhD student working on derivatives)    | 
  1459 \end{tabular}   | 
  1459 \end{tabular}   | 
  1460 \mbox{} | 
  1460 \mbox{} | 
  1461 \end{frame} | 
  1461 \end{frame} | 
  1462   | 
  1462   | 
  1588   implemented in most regex-supporting languages?  | 
  1588   implemented in most regex-supporting languages?  | 
  1589 \end{mybox3} | 
  1589 \end{mybox3} | 
  1590 \end{frame} | 
  1590 \end{frame} | 
  1591   | 
  1591   | 
  1592 \begin{frame}[c] | 
  1592 \begin{frame}[c] | 
  1593 \begin{mybox3}{Passing Mark} | 
         | 
  1594   I believe the assessment is 70\% coursework (broken into 10\% weekly  | 
         | 
  1595   stuff, 15\% mid term exam and 45\% CW in any programming language)  | 
         | 
  1596   and 30\% January exam. However, I would like to know if we just need  | 
         | 
  1597   40\% overall to pass the module or pass the each component  | 
         | 
  1598   individually?  | 
         | 
  1599 \end{mybox3} | 
         | 
  1600   | 
         | 
  1601 \hfill$\Rightarrow$ 40\% overall  | 
         | 
  1602 \end{frame} | 
         | 
  1603   | 
         | 
  1604 \begin{frame}[c] | 
         | 
  1605 \begin{mybox3}{Regexes} | 
  1593 \begin{mybox3}{Regexes} | 
  1606   Can we determine all the possible regular expressions matching a  | 
  1594   Can we determine all the possible regular expressions matching a  | 
  1607   certain string? If we take into account all the possible ways to  | 
  1595   certain string? If we take into account all the possible ways to  | 
  1608   combine the operations: \bl{$\ZERO$}, \bl{$\ONE$}, | 
  1596   combine the operations: \bl{$\ZERO$}, \bl{$\ONE$}, | 
  1609   \bl{$r_1 + r_2$}, \bl{$r_1 \cdot r_2$}, \bl{$r^*$}? | 
  1597   \bl{$r_1 + r_2$}, \bl{$r_1 \cdot r_2$}, \bl{$r^*$}? | 
  1677 \small  | 
  1665 \small  | 
  1678 \hfill $\Rightarrow$\mbox{} Discussion Forum on KEATS | 
  1666 \hfill $\Rightarrow$\mbox{} Discussion Forum on KEATS | 
  1679   | 
  1667   | 
  1680 \hfill online tutorial sessions  | 
  1668 \hfill online tutorial sessions  | 
  1681   | 
  1669   | 
  1682 \hfill ???  | 
         | 
  1683   | 
         | 
  1684 \hfill PL-groups for ``exotic'' langs  | 
         | 
  1685 \end{frame} | 
  1670 \end{frame} | 
  1686   | 
  1671   | 
  1687 \begin{frame}[c] | 
  1672 \begin{frame}[c] | 
  1688  \small  | 
  1673  \small  | 
  1689 \begin{mybox3}{} | 
  1674 \begin{mybox3}{} |