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Happy New Year Vortex Wars!

PostPosted: Fri Jan 01, 2016 1:18 am
by Fangfallen
Welcome to 2016!

What are your goals for the new year?

Re: Happy New Year Vortex Wars!

PostPosted: Fri Jan 01, 2016 9:28 am
by BeatlesFan
May each of you have a great new year!

Re: Happy New Year Vortex Wars!

PostPosted: Fri Jan 01, 2016 10:32 am
by chris1726354
Happy new year!

My goal is to become a Seal.

Sorry wp.

Re: Happy New Year Vortex Wars!

PostPosted: Fri Jan 01, 2016 1:49 pm
by GivinUDaHimelik
Happy New Year!

Re: Happy New Year Vortex Wars!

PostPosted: Fri Jan 01, 2016 6:02 pm
by Ratburntro44
happy 2016

fun facts about 2016: up to isomorphism, there are 14 abelian groups of order 2016!
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/4 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/4 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/4 ⊕ Z/4 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/4 ⊕ Z/4 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/8 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/8 ⊕ Z/9 ⊕ Z/7
Z/4 ⊕ Z/8 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/4 ⊕ Z/8 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/16 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/16 ⊕ Z/9 ⊕ Z/7
Z/32 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/32 ⊕ Z/9 ⊕ Z/7

Re: Happy New Year Vortex Wars!

PostPosted: Sat Jan 02, 2016 11:30 pm
by BeatlesFan
Ratburntro44 wrote:happy 2016

fun facts about 2016: up to isomorphism, there are 14 abelian groups of order 2016!
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/4 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/4 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/4 ⊕ Z/4 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/4 ⊕ Z/4 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/8 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/8 ⊕ Z/9 ⊕ Z/7
Z/4 ⊕ Z/8 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/4 ⊕ Z/8 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/16 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/16 ⊕ Z/9 ⊕ Z/7
Z/32 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/32 ⊕ Z/9 ⊕ Z/7


Fun facts about your post: I have no clue what this is and looking at it removed all energy necessary to have the incentive to even google what it is.

Re: Happy New Year Vortex Wars!

PostPosted: Sat Jan 02, 2016 11:40 pm
by Autumnwolf17
BeatlesFan wrote:
Ratburntro44 wrote:happy 2016

fun facts about 2016: up to isomorphism, there are 14 abelian groups of order 2016!
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/4 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/2 ⊕ Z/4 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/4 ⊕ Z/4 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/4 ⊕ Z/4 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/8 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/2 ⊕ Z/8 ⊕ Z/9 ⊕ Z/7
Z/4 ⊕ Z/8 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/4 ⊕ Z/8 ⊕ Z/9 ⊕ Z/7
Z/2 ⊕ Z/16 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/2 ⊕ Z/16 ⊕ Z/9 ⊕ Z/7
Z/32 ⊕ Z/3 ⊕ Z/3 ⊕ Z/7
Z/32 ⊕ Z/9 ⊕ Z/7


Fun facts about your post: I have no clue what this is and looking at it removed all energy necessary to have the incentive to even google what it is.

I tried to look it up, I am now even more confused than I was before.