A002760 as tables, graphs or sounds

A002760 formatted as a simple table:

`n`		`a(n)`
`1`		`0`
`2`		`1`
`3`		`4`
`4`		`8`
`5`		`9`
`6`		`16`
`7`		`25`
`8`		`27`
`9`		`36`
`10`		`49`
`11`		`64`
`12`		`81`
`13`		`100`
`14`		`121`
`15`		`125`
`16`		`144`
`17`		`169`
`18`		`196`
`19`		`216`
`20`		`225`
`21`		`256`
`22`		`289`
`23`		`324`
`24`		`343`
`25`		`361`
`26`		`400`
`27`		`441`
`28`		`484`
`29`		`512`
`30`		`529`
`31`		`576`
`32`		`625`
`33`		`676`
`34`		`729`
`35`		`784`
`36`		`841`
`37`		`900`
`38`		`961`
`39`		`1000`
`40`		`1024`
`41`		`1089`
`42`		`1156`
`43`		`1225`
`44`		`1296`
`45`		`1331`

[0,1,4,8,9,16,25,27,36,49,64,81,100,121,125,144, 169,196,216,225,256,289,324,343,361,400,441,484, 512,529,576,625,676,729,784,841,900,961,1000,1024, 1089,1156,1225,1296,1331]

Last modified December 11 12:57 EST 2009. Contains 170656 sequences.

AT&T Labs Research