Fibonacci sequence: Difference between revisions
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{{wikipediainfo|Fibonacci number}} | {{wikipediainfo|Fibonacci number}} | ||
A '''{{PAGENAME}}''' was a sequence of numbers that included 34, 55, and 89. ([[PROSE]]: ''[[Daisy Chain (short story)|Daisy Chain]]'') The [[Twelfth Doctor]] identified 55 as the tenth Fibonacci number. ([[TV]]: ''[[Flatline (TV story)|Flatline]]'') | A '''{{PAGENAME}}''' was a sequence of numbers that included [[34 (number)|34]], [[55 (number)|55]], and [[89 (number)|89]]. ([[PROSE]]: ''[[Daisy Chain (short story)|Daisy Chain]]'') The [[Twelfth Doctor]] identified 55 as the tenth Fibonacci number. ([[TV]]: ''[[Flatline (TV story)|Flatline]]'') | ||
According to [[Saul (Daisy Chain)|Saul]], [[daisy|daisies]] had petal numbers in line with the Fibonacci sequence. ([[PROSE]]: ''[[Daisy Chain]]'') | According to [[Saul (Daisy Chain)|Saul]], [[daisy|daisies]] had petal numbers in line with the Fibonacci sequence. ([[PROSE]]: ''[[Daisy Chain]]'') | ||
When Sir [[Toby Kinsella]] received a bottle of [[malt]] laced with a [[hallucinogen]], it caused him to recite the Febinacci sequence ''ad infinitum'' in order to keep himself occupied. ([[AUDIO]]: ''[[Artificial Intelligence (audio story)|Artificial Intelligence]]'') | When Sir [[Toby Kinsella]] received a [[bottle]] of [[malt]] laced with a [[hallucinogen]], it caused him to recite the Febinacci sequence ''ad infinitum'' in order to keep himself occupied. ([[AUDIO]]: ''[[Artificial Intelligence (audio story)|Artificial Intelligence]]'') | ||
[[Category:Mathematics from the real world]] | [[Category:Mathematics from the real world]] | ||
Revision as of 14:05, 14 February 2018
A Fibonacci sequence was a sequence of numbers that included 34, 55, and 89. (PROSE: Daisy Chain) The Twelfth Doctor identified 55 as the tenth Fibonacci number. (TV: Flatline)
According to Saul, daisies had petal numbers in line with the Fibonacci sequence. (PROSE: Daisy Chain)
When Sir Toby Kinsella received a bottle of malt laced with a hallucinogen, it caused him to recite the Febinacci sequence ad infinitum in order to keep himself occupied. (AUDIO: Artificial Intelligence)
