Hofstadter Figure-Figure sequences: Difference between revisions
Add ABC
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=={{header|ABC}}==
<syntaxhighlight lang="abc">PUT {[1]: 1} IN r.list
PUT {[1]: 2} IN s.list
HOW TO EXTEND R TO n:
SHARE r.list, s.list
WHILE n > #r.list:
PUT r.list[#r.list] + s.list[#r.list] IN next.r
FOR i IN {s.list[#s.list]+1 .. next.r-1}:
PUT i IN s.list[#s.list+1]
PUT next.r IN r.list[#r.list+1]
PUT next.r + 1 IN s.list[#s.list+1]
HOW TO EXTEND S TO n:
SHARE r.list, s.list
WHILE n > #s.list: EXTEND R TO #r.list + 1
HOW TO RETURN ffr n:
SHARE r.list
IF n > #r.list: EXTEND R TO n
RETURN r.list[n]
HOW TO RETURN ffs n:
SHARE s.list
IF n > #s.list: EXTEND S TO n
RETURN s.list[n]
WRITE "R[1..10]:"
FOR i IN {1..10}: WRITE ffr i
WRITE /
PUT {} IN thousand
FOR i IN {1..40}: INSERT ffr i IN thousand
FOR i IN {1..960}: INSERT ffs i IN thousand
IF thousand = {1..1000}:
WRITE "R[1..40] + S[1..960] = [1..1000]"/</syntaxhighlight>
{{out}}
<pre>R[1..10]: 1 3 7 12 18 26 35 45 56 69
R[1..40] + S[1..960] = [1..1000]</pre>
=={{header|Ada}}==
Specifying a package providing the functions FFR and FFS:
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