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- 0 rem << cd42-10 >>
- 1 rem ==================================
- 2 rem commodares problem #38-4 :
- 3 print"[147]maximum square "
- 4 rem solution by
- 5 rem jim speers
- 6 rem ==================================
- 100 fora=1to7:forb=a+1to8:forc=b+1to9
- 110 ia(a)=1:ia(b)=1:ia(c)=1
- 120 n=1:fori=1to9:ifia(i)=1then140
- 130 ib(n)=i:n=n+1
- 140 nexti
- 150 ford=1to4:fore=d+1to5:forf=e+1to6
- 160 n=1:k=1:fori=1to6:if(d=iore=iorf=i)thenx(n)=ib(i):n=n+1:goto200
- 170 y(k)=ib(i):k=k+1
- 200 nexti:r=a*b*c:s=x(1)*x(2)*x(3):t=y(1)*y(2)*y(3):q=r+s+t
- 210 ifq>mthenm=q:printa;b;c;"="r:fori=1to3:printx(i);:next:print"=";s:fori=1to3:printy(i);:next:print"=";t:print"total=";m:print""
- 220 nextf,e,d
- 230 fori=1to9:ia(i)=0:nexti
- 240 nextc,b,a
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