A014563 as tables, graphs or sounds

A014563 formatted as a simple table:

`n`		`a(n)`
`0`		`1`
`1`		`4`
`2`		`13`
`3`		`14`
`4`		`31`
`5`		`36`
`6`		`54`
`7`		`96`
`8`		`113`
`9`		`311`
`10`		`487`
`11`		`854`
`12`		`1036`
`13`		`1277`
`14`		`1646`
`15`		`3214`
`16`		`8351`
`17`		`10456`
`18`		`11414`
`19`		`11536`
`20`		`11563`
`21`		`17606`
`22`		`17813`
`23`		`30287`
`24`		`36786`
`25`		`41544`
`26`		`54927`
`27`		`56547`
`28`		`56586`
`29`		`57363`
`30`		`62469`
`31`		`62634`
`32`		`72813`
`33`		`72897`
`34`		`76944`
`35`		`78345`
`36`		`95061`
`37`		`97944`
`38`		`100963`
`39`		`101944`

[1,4,13,14,31,36,54,96,113,311,487,854,1036,1277, 1646,3214,8351,10456,11414,11536,11563,17606, 17813,30287,36786,41544,54927,56547,56586,57363, 62469,62634,72813,72897,76944,78345,95061,97944, 100963,101944]

Last modified December 10 12:37 EST 2009. Contains 170569 sequences.

AT&T Labs Research