ANU p-Quotient Program Version 1.2 running with workspace 1000000 on wilton
Fri Apr 22 10:17:34 EST 1994

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Enter input file name: MO
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Input print level (0-3): 2 

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Group: 3gp to lower exponent-3 central class 9 has order 3^35

Non-trivial powers:
 .3^3 = .6^2 .8 .9 .10^2 .14^2 .15 .16^2 .20 .23 .25 .27 .28 .30^2 .34 .35
 .4^3 = .8^2 .12 .17^2 .18 .25^2 .26 .30 .33 .34
 .5^3 = .9^2 .12 .13 .14^2 .17^2 .18 .19^2 .21 .25 .27^2 .29^2 .30 .31^2
 .6^3 = .12^2 .16
 .7^3 = .13^2 .17 .30 .31 .32
 .8^3 = .16^2
 .9^3 = .17^2 .24
 .10^3 = .18^2 .24 .30^2
 .11^3 = .19^2 .30
 .13^3 = .24^2
 .15^3 = .25^2
 .19^3 = .30^2
 .22^3 = .31^2

Non-trivial commutators:
[ .2, .1 ] = .3
[ .3, .1 ] = .4
[ .3, .2 ] = .5
[ .4, .1 ] = .6
[ .4, .2 ] = .7
[ .4, .3 ] = .9^2 .10 .14 .15^2 .16 .17^2 .20^2 .23^2 .24 .25 .27^2 .28^2 .30 .32^2 .33 .34^2 .35^2
[ .5, .1 ] = .7 .8 .9^2 .10 .11^2 .12^2 .13 .14 .15^2 .17 .18 .19^2 .20^2 .21 .22 .24 .25 .26^2 .27 .28^2 .29^2 .32 .33 .34 .35^2
[ .5, .2 ] = .6 .10 .11^2 .12 .14^2 .16 .17 .20 .22 .24 .26^2 .27^2 .29 .30 .31 .32^2 .35^2
[ .5, .3 ] = .8 .11^2 .12 .13 .15 .17 .20^2 .21 .22 .23^2 .25 .26^2 .27 .28 .29 .31^2 .32^2 .34
[ .5, .4 ] = .12 .14 .15 .16^2 .17 .18^2 .19 .20^2 .23 .24 .25^2 .27 .28^2 .29^2 .30^2 .31 .32^2 .33 .34^2
[ .6, .1 ] = .8
[ .6, .2 ] = .9
[ .6, .3 ] = .16 .17^2 .18 .20^2 .25^2 .27^2 .28^2 .30 .31 .33 .35^2
[ .6, .4 ] = .17 .18^2 .25 .26^2 .30^2 .33^2 .34^2
[ .6, .5 ] = .16^2 .19 .25 .27 .28 .30^2 .31^2 .32 .33^2
[ .7, .1 ] = .10
[ .7, .2 ] = .11
[ .7, .3 ] = .14^2 .15 .18^2 .19 .20^2 .23 .25 .27 .30^2 .32^2 .33^2 .35^2
[ .7, .4 ] = .19 .20 .22 .24 .25 .26 .28 .29 .30 .31^2 .32 .33 .34^2 .35
[ .7, .5 ] = .18^2 .21^2 .23^2 .24^2 .25 .29^2 .30 .32 .33^2 .35
[ .7, .6 ] = .25 .30^2 .31 .33^2 .34^2
[ .8, .1 ] = .12
[ .8, .2 ] = .13
[ .8, .3 ] = .17^2 .18 .25^2 .30
[ .8, .5 ] = .25^2
[ .8, .7 ] = .30^2 .31^2
[ .9, .1 ] = .13 .16^2 .17 .18^2 .19^2 .20^2 .24 .25 .28 .31^2 .32^2 .33^2 .35^2
[ .9, .2 ] = .12 .16^2 .17 .18 .21^2 .24 .31
[ .9, .3 ] = .16 .19^2 .24 .25^2 .27 .28^2 .30 .31 .32^2 .33
[ .9, .4 ] = .25 .30^2 .31 .32^2 .33^2 .34^2
[ .9, .5 ] = .30
[ .9, .6 ] = .30^2
[ .10, .1 ] = .13 .17 .18^2 .19^2 .22 .25 .26 .30 .32^2 .33 .34
[ .10, .2 ] = .14
[ .10, .3 ] = .19^2 .20 .24 .25^2 .27 .28^2 .29^2 .30^2 .32 .33 .35^2
[ .10, .4 ] = .25 .26 .30^2 .31 .33 .34^2 .35
[ .10, .5 ] = .24^2 .27^2 .28^2 .32^2 .33
[ .10, .6 ] = .30^2
[ .10, .7 ] = .33^2 .34^2
[ .11, .1 ] = .15
[ .11, .2 ] = .13 .17^2 .19 .24 .30^2 .32^2
[ .11, .3 ] = .18 .23^2 .24^2 .27^2 .29 .32^2 .33 .35^2
[ .11, .4 ] = .24 .27 .29 .30^2 .31 .32
[ .11, .5 ] = .25^2 .30^2
[ .11, .7 ] = .31^2
[ .12, .1 ] = .16
[ .12, .2 ] = .17
[ .12, .5 ] = .30
[ .13, .1 ] = .18
[ .13, .2 ] = .19
[ .13, .3 ] = .25
[ .13, .4 ] = .30 .31
[ .14, .1 ] = .20
[ .14, .2 ] = .21
[ .14, .3 ] = .27^2 .28 .32 .33^2
[ .14, .4 ] = .32 .33 .34
[ .15, .1 ] = .22
[ .15, .2 ] = .23
[ .15, .3 ] = .27 .29^2 .32 .33^2 .35
[ .15, .4 ] = .33 .35
[ .16, .2 ] = .24
[ .17, .1 ] = .24 .30^2
[ .17, .2 ] = .30
[ .17, .3 ] = .30^2
[ .18, .1 ] = .24 .30^2 .31
[ .18, .2 ] = .30
[ .18, .3 ] = .30^2
[ .19, .1 ] = .25
[ .19, .2 ] = .24 .30
[ .20, .1 ] = .26
[ .20, .2 ] = .27
[ .20, .3 ] = .32^2 .33
[ .21, .1 ] = .28
[ .22, .1 ] = .25 .31
[ .22, .2 ] = .29
[ .22, .3 ] = .35
[ .23, .1 ] = .27 .32 .33^2 .35^2
[ .24, .2 ] = .30
[ .25, .1 ] = .31
[ .26, .2 ] = .32
[ .27, .1 ] = .33
[ .28, .1 ] = .34
[ .29, .1 ] = .35

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