- or download this
# 12345678901234567890123456789012345
sub r{1+4*y/VLD//.E.(3*/M/+2*/C|D/+/X|L/)}
- or download this
3*/M/+2*/C|D/+/X|L/
- or download this
for my $m (1 .. 999) {
for my $n (1 .. 99) {
...
}
}
}
- or download this
#include <stdio.h>
#define magic(v,m,n,p) ((v) % (m) % (n) % (p))
...
}
return 0;
}
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m=75 n=50 p=4: M=3 D=2 C=2 L=1 X=1 V=0 I=0
m=734 n=13 p=4: M=3 D=2 C=2 L=1 X=1 V=0 I=0
m=737 n=92 p=5: M=3 D=2 C=2 L=1 X=1 V=0 I=0
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ord()x3%75%50%4
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3*/M/+2*/C|D/+/X|L/
- or download this
sub m1{1+4*y/VLD//.E.ord()x3%75%50%4}
sub m2{1+4*y/VLD//.E.ord()*49/3%54%4}
...
sub d2{1 .E.ord()*38/9%62%4>>y/VLD//}
sub d3{1 .E.~-ord()*41%52%5>>y/VLD//}
sub d4{1 .E.(8^ord)*29%65%4>>y/VLD//}
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sub d5{1 .E.(72^ord)*5/7%5>>y/VLD//}
sub d6{1 .E.(6^ord)%72%7%4>>y/VLD//}
sub d7{1 .E.(76^2+ord)%7%5>>y/VLD//}
- or download this
sub d8{1 .E.(3^77%ord)%7>>y/VLD//}
sub m8{5**y/VLD//.E.(42^88*ord)%5}