A150566 as tables, graphs or sounds

A150566 formatted as a simple table:

`n`		`a(n)`
`0`		`1`
`1`		`2`
`2`		`7`
`3`		`26`
`4`		`107`
`5`		`455`
`6`		`2012`
`7`		`9074`
`8`		`41594`
`9`		`192924`
`10`		`903470`
`11`		`4262270`
`12`		`20231693`
`13`		`96516302`
`14`		`462374120`
`15`		`2222933809`
`16`		`10719593222`
`17`		`51828194331`
`18`		`251155772898`
`19`		`1219515591916`
`20`		`5931946148833`
`21`		`28899291120181`
`22`		`140988919633962`
`23`		`688697812814343`
`24`		`3367946840981885`
`25`		`16487263285545995`
`26`		`80786492334172444`

[1,2,7,26,107,455,2012,9074,41594,192924,903470, 4262270,20231693,96516302,462374120,2222933809, 10719593222,51828194331,251155772898, 1219515591916,5931946148833,28899291120181, 140988919633962,688697812814343,3367946840981885, 16487263285545995,80786492334172444]

Last modified November 27 14:50 EST 2009. Contains 167570 sequences.

AT&T Labs Research