Challenge! Decode this

Chatterbox: Down to Earth

Challenge! Decode this

Challenge! Decode this message, and then encode a response to the question in the same type of code.

i y u a t h v a a e e i e y u o n h t o l i b ?

f o h d o a e n m b s d s o r w w a w u d t e

submitted by Emily L., age 13, WA
(June 11, 2009 - 4:47 pm)

Here's another challange:

 

00011.01111.10101.00000.00111.00001.011110.00000.10010.00101.00001.00100.00000.00010.01001.01110.00001.10010.11001.

 

Respond the same. 

submitted by Pirocks/Enceladus
(June 15, 2009 - 3:27 pm)

Whoa. Is there a hint to that? Because I tried to solve it by converting it from binary numbers and then those are the number of the letter... But it doesn't make sense. One of them is 30 and why are there rows of all zeros...?

submitted by Emily L., age 13, WA
(June 15, 2009 - 8:07 pm)

Shoot. It got cut off. I'll try again differently.

11001
01111
10101
00000
00011
00001
01110
00000
00100
01111
00000
00010
01001
01110
00001
10010

submitted by Pirocks/Enceladus
(June 16, 2009 - 4:18 pm)

That one is really hard I can't figure it out but I'll keep trying.

submitted by Haley L., age 11, WA
(June 16, 2009 - 9:44 pm)

I got it!!!

mnmwudei

yaeolbra

 

This is an awesome code.  Where did yuo find it???

submitted by Phoėnix
(June 16, 2009 - 4:10 pm)

I got it from the book Spyology.

submitted by Emily L., age 13, WA
(June 17, 2009 - 3:58 pm)

For all us mere mortals who don't understand binary code, could you give us a hint???  plz??

submitted by Phoėnix
(June 16, 2009 - 4:15 pm)

Binary code is just like counting, except with only 1's and 0's. Let me explain.

With our own number system (called base 10, because there are 10 digits, including 0) the places go like this:

.1's place    10's place    100's place    1,000's place

And on and on. You get this because the places are the base to the second (10x10) then to the third (10x10x10) and on and on. With binary, there are only 2 numbers, so the places go

.1's place    2's place   4's place    8's place

And any number can be made with them. So henceforth:

1=1 (One 1)

2=10 (One 2, and no 1's) 

3=11 (One 2, One 1)

4=100 (One 4, no 1's or 2's)

 

And on and on. Translate the binary code into base 10 digits, and then...  

submitted by Pirocks/Enceladus
(June 17, 2009 - 4:32 pm)

Wow.  I still don't get it.  (I'm so bad at this kinda stuff!)

submitted by R~D~, age 13, in a little lan
(June 18, 2009 - 7:14 pm)

D H A Y O

U M R J !

submitted by Mary Jo, age 13, Georgia
(June 17, 2009 - 1:05 pm)

I figured out this code right when I read it, even though I haven't heard of it before. No offence, all the confused buggies out there.:)

tiiaaeoeoelvi!laertmr!

hssnwsmcdioetpeswieoe

submitted by Allison, age 11, Chicago, IL
(July 30, 2009 - 2:41 pm)

 

To The Top!!! TTT!!!

Wink

submitted by Claire E, age 12, M.O.N.
(November 9, 2010 - 6:11 pm)

TOP THE TO!

TO THE TOP!

POT EHT OT!

 

 

TOP!!!!!!!!!!!!!!!!!!!!!!!

 

(to the top)

 

Laughing

submitted by topper, age ttt, tippy top town
(November 9, 2010 - 6:14 pm)

TO THE TOP!!!!!!!!!!

submitted by topper, age ttt, tippy top town
(November 9, 2010 - 6:15 pm)