Lenny Conundrum #93

[Ken]

Congratulations! You have guessed correctly in the Lenny Conundrum game (Round 92). We have given you 541 NP!

We should expect a new one soon.


Edit : yay! this is my 700th post.

Last edited by Ken on Wed Nov 17, 2004 9:39 pm, edited 1 time in total.

[DraikNest]

Darn! We couldn't keep it a secret -.- Oh well

-Edit- Ok. Here's what we do. We give the clues/answers to each other through CODE. Yeah...

Last edited by DraikNest on Wed Nov 17, 2004 9:42 pm, edited 1 time in total.

[plushie]

Aww, I didnt win

I swear i had it right too! oh well

[melbmummy]

I forgot all about it this time

[o_0]

I did it by popularity--before I realized that TNT doesn't do conundrums on things that could change... -_-

[Jasujo]

:P I did it by popularity--before I realized that TNT doesn't do conundrums on things that could change... -_-

Actually, they did before. Didn't they do a conundrum on the number of Kikos or something? Okay, well, Kikos are limited, but still, it's popularity.

[Crimsonmon]

Darn! We couldn't keep it a secret -.- Oh well

-Edit- Ok. Here's what we do. We give the clues/answers to each other through CODE. Yeah...

You realise this isn't the only site that works them out, right?

[o_0]

But Kikos *are* limited edition, so it wouldn't matter. But someone could spam accounts and create 548549939 Lennies or something in a week. xD Then Neo would be really messed up... Oh, well, I got that conundrum wrong, anyways. I thought each Kiko had ONE marble, not two.

[_B4U_]

But Kikos *are* limited edition, so it wouldn't matter. But someone could spam accounts and create 548549939 Lennies or something in a week. xD Then Neo would be really messed up... Oh, well, I got that conundrum wrong, anyways. I thought each Kiko had ONE marble, not two.

O_o? The kiko thing is from weeks ago?

[flatluigi]

I got the new one in 5 seconds!

[Jasujo]

New one's up.

"Before you strengthen your body," the Techo Master began, "you must strengthen your mind."

The Techo Master arranged 24 sticks such that they formed the number 8662.



"I want you to remove 11 sticks, such that there is only four left. Of the remaining sticks, you cannot move any of them."

Which 11 sticks need to be removed? Please list the 11 sticks by associated letter in alphabetical order, as though they were all one word (i.e. no spaces or punctuation between the letters) (For example, to remove only the number "2" above, you would submit the answer TUVWX)

[stampsyne]

How about posting a well thought out hint then, for those who did not.

[1lewysgal]

Think outside the box on this one! Don't think numbers.

[Mokona]

Don't really understand how to submit an answer, can someone explain to me a little bit better than that?

[maruka]

I don't understand what they want me to find. Like i can just remove any 11 sticks?