Now available on the
PLAYSTATION Store, this MC Escher-inspired puzzler is downloadable for only $10. Want to try your luck at scoring a copy for free? Here you go.
- To enter this giveaway, leave a comment with the biggest prime number you can think of.
- You must be 18 years or older and a resident of the US or Canada (excluding Quebec).
- Limit 1 entry per person.
- This entry period ends at 12:00pm ET on Monday, May 5th. We'll randomly select 1 winner at that time.
- For complete rules, click here.
Note: Please make sure you know how to use the PLAYSTATION Network Downloader before entering this contest. You will receive a digital download of the game. Visit
store.playstation.com and try downloading one of the many free videos and demos available.
Reader Comments (Page 1 of 12)
5-02-2008 @ 8:07PM
Kurt Zenisek said...
2^32582657-1
Reply
5-02-2008 @ 8:13PM
Dave said...
3.
Obviously I require the education this game provides.
Reply
5-02-2008 @ 8:19PM
Bryan said...
313. Yes.
Reply
5-02-2008 @ 8:24PM
Risingsun said...
113. there good enough for me.
i lost huh...
Reply
5-02-2008 @ 8:28PM
BuntyAurBabli said...
(2^32582657)-1
Reply
5-03-2008 @ 2:37PM
Desi_D said...
Is this Bunty/Babli I know? From Singriwala?
5-02-2008 @ 8:33PM
Crazyhorse said...
The 39th Mersenne prime: m39 = 213,466,917-1
(In decimal form it requires 4,053,946 digits to be written fully...flippin huge :P )
Reply
5-02-2008 @ 8:34PM
Max said...
(2^32582657)-1 for me too.. I doubt anyone will top those 9808358 digits.. Of course, we'll all just tie.
Hm. problem?
Reply
5-02-2008 @ 8:35PM
Nan Zhong said...
461
Reply
5-02-2008 @ 8:35PM
boxmyth said...
61
I only know this due to Final Fantasy Tactics.
Reply
5-02-2008 @ 8:44PM
Prettz said...
1337.
Reply
5-03-2008 @ 3:06PM
torokun said...
unfortunately 1337 is not a prime number... It would have been cool if it was one though...
5-02-2008 @ 8:46PM
Matt Gonzales said...
m39 = 213,466,917-1 its 6,320,430 digits long
Reply
5-02-2008 @ 8:49PM
nigel said...
113
Reply
5-02-2008 @ 8:51PM
Krystel said...
117.
Heh.
Reply
5-02-2008 @ 8:53PM
Scilent said...
907 is the highest I can think of but math never was my strongest subject.
Reply
5-02-2008 @ 8:54PM
Hien Nguyen said...
97
woot
Reply
5-02-2008 @ 8:56PM
vegi-saurus said...
130816^131072+1
Reply
5-02-2008 @ 9:03PM
JK said...
2.
You did say smallest prime right? *falls through black hole with no perspective platform below*
Reply
5-03-2008 @ 10:47AM
gamebox47 said...
2[exponent]32,582,657[/exponent]-1