Am Mittwoch, den 04.05.2011, 09:05 +0200 schrieb Wolfgang Schuster: > Am 04.05.2011 um 06:45 schrieb Aditya Mahajan: > > > \startsetups table:frame > > \setupTABLE[each][each][frame=off, align=middle] > > \setupTABLE[row][first][bottomframe=on] > > \setupTABLE[column][first][rightframe=on] > > \stopsetups > > > > \startTABLE[setups=table:frame] > > \NC $\times$ \NC 1 \NC 2 \NC ... \NC \NR > > .... > > \stopTABLE > > and for the lazy people: > > \starttext > > \startsetups table:multiplication > \setupTABLE[each][each][frame=off,align=middle,width=2em,height=2em] > \setupTABLE[row][first][bottomframe=on] > \setupTABLE[column][first][rightframe=on] > \stopsetups > > \startluacode > context.bTABLE{setups="table:multiplication"} > for i=0,6 do > context.bTR() > for j=0,6 do > context.bTD() > if i==0 and j==0 then > context("×") > elseif i==0 or j==0 then > context(i+j) > else > context(i*j)
Alasdair takes modula 7 if I understood correctly. So it can be if i*j < 7 then context(i*j) else context((i*j) % 7) end (Nice symmetry in the resulting table.) > end > context.eTD() > end > context.eTR() > end > context.eTABLE() > \stopluacode > > \stoptext Thank you Wolfang, I just wanted to reply and recommend using Lua. As always you were too fast. ;-) Thanks, Paul
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