A009966
identification: the entry's rule defines the sequence for every index; tail: the sequence is the entry's tail after some prefix rows; match_*: finite agreement only.
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A272867 → basis A013609
(match row sums)
1 · 6, 12, 4 · 36, 144, 192, 96, 16 … row sums 1, 22, 484, 10648, 234256, 5153632, …
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Triangle whose (i,j)-th entry is binomial(i,j)*10^(i-j)*12^j.
(match row sums)
100, 240, 144 · 1000, 3600, 4320, 1728 … row sums 484, 10648, 234256, 5153632, 113379904, …
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A038331 → basis A007318
(match row sums)
289, 170, 25 · 4913, 4335, 1275, 125 … row sums 484, 10648, 234256, 5153632, 113379904, …
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A038271 → basis A013609
(match row sums)
1 · 12, 10 · 144, 240, 100 · 1728, 4320, 3600, 1000 … row sums 1, 22, 484, 10648, 234256, 5153632, …
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A038305 → basis A013610
(match row sums)
169, 234, 81 · 2197, 4563, 3159, 729 … row sums 484, 10648, 234256, 5153632, 113379904, …
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A038325: Triangle read by rows whose (i,j)-th entry is binomial(i,j)*11^(i-j)*11^j.
(match row sums)
1 · 11, 11 · 121, 242, 121 · 1331, 3993, 3993, 1331 … row sums 1, 22, 484, 10648, 234256, 5153632, …
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A038328 → basis A013611
(match row sums)
196, 224, 64 · 2744, 4704, 2688, 512 … row sums 484, 10648, 234256, 5153632, 113379904, …
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Triangle whose (i,j)-th entry is binomial(i,j)*12^(i-j)*10^j.
(match row sums)
144, 240, 100 · 1728, 4320, 3600, 1000 … row sums 484, 10648, 234256, 5153632, 113379904, …