| Pisano Period |
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Information AboutPisano Period |
| CATEGORIES ABOUT PISANO PERIOD | |
| fibonacci numbers | |
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The first Pisano periods (sequence in OEIS ) for ''n'' = 1, 2, ... are: :1, 3, 8 , 6 , 20 , 24 , 16 , 12 , 24, 60 , 10 , 24, 28 , 48 , 40 , 24, 36 , 24, 18 , 60, 16, 30 , 48, 24, 100 ... It has been observed that zero occurs only once, twice or four times throughout any Pisano sequence. Also, it can be proven that :π(''n'') ≤ 6''n'', and that the equality applies infinitely often (whenever ''n''/2 equals a power of 5). Pisano periods are named after Leonardo Pisano , better known as Fibonacci. EXTERNAL LINKS |
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