A020435 as tables, graphs or sounds

A020435 formatted as a simple table:

`n`		`a(n)`
`1`		`2311`
`2`		`2956`
`3`		`3631`
`4`		`3661`
`5`		`4327`
`6`		`5023`
`7`		`5374`
`8`		`5469`
`9`		`5769`
`10`		`6009`
`11`		`6046`
`12`		`7151`
`13`		`7342`
`14`		`8156`
`15`		`8206`
`16`		`8257`
`17`		`8611`
`18`		`9148`
`19`		`9346`
`20`		`9806`
`21`		`10144`
`22`		`10364`
`23`		`10473`
`24`		`10516`
`25`		`10732`
`26`		`10798`
`27`		`11134`
`28`		`11503`
`29`		`11950`
`30`		`12271`
`31`		`12273`
`32`		`12364`
`33`		`12521`
`34`		`12799`
`35`		`12814`
`36`		`12897`
`37`		`12934`
`38`		`13354`
`39`		`13579`

[2311,2956,3631,3661,4327,5023,5374,5469,5769, 6009,6046,7151,7342,8156,8206,8257,8611,9148,9346, 9806,10144,10364,10473,10516,10732,10798,11134, 11503,11950,12271,12273,12364,12521,12799,12814, 12897,12934,13354,13579]

Last modified November 29 12:46 EST 2009. Contains 167659 sequences.

AT&T Labs Research