Munchausen numbers: Difference between revisions
Added BASIC
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=={{header|BASIC}}==
This should need only minimal modification to work with any old-style BASIC that supports user-defined functions. The call to <code>INT</code> in line 10 is needed because the exponentiation operator may return a (floating-point) value that is slightly too large.
<lang basic>10 DEF FN P(X)=INT(X^X*SGN(X))
20 FOR I=0 TO 5
30 FOR J=0 TO 5
40 FOR K=0 TO 5
50 FOR L=0 TO 5
60 M=FN P(I)+FN P(J)+FN P(K)+FN P(L)
70 N=1000*I+100*J+10*K+L
80 IF M=N AND M>0 THEN PRINT M
90 NEXT L
100 NEXT K
110 NEXT J
120 NEXT I</lang>
{{out}}
<pre> 1
3435</pre>
=={{header|C}}==
Adapted from Zack Denton's code posted on [https://zach.se/munchausen-numbers-and-how-to-find-them/ Munchausen Numbers and How to Find Them].
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