Puzzling Asked by fstarnaud on December 3, 2020
I’ve been tackling this puzzle named "Hex Cube" which comes with the instructions "Can you decipher the message? You should be able to if you go back to basics and use a little bit of logic.":
Reproduced here in black and white:
22 5b 61
50 76 6d
77 2a 63
2a 6d 74 70 7c 72 76 76 3f
48 6d 6f 34 77 7a 6a 78 7e
7c 7a 3a 78 78 7e 3f 6a 3a
77 61 2b
75 77 58
6a 76 79
6a 50 66
3f 75 68
6b 75 73
There are 30 different hexadecimal symbols in this 54-symbol message, all in the printable character range of 7-bit ASCII (0x22-0x7f):
" [ a
P v m
w * c
* m t p | r v v ?
H m o 4 w z j x ~
| z : x x ~ ? j :
w a +
u w X
j v y
j P f
? u h
k u s
In response to @JimN’s comment, here is the binary representation:
00100010 01011011 01100001
01010000 01110110 01101101
01110111 00101010 01100011
00101010 01101101 01110100 01110000 01111100 01110010 01110110 01110110 00111111
01001000 01101101 01101111 00110100 01110111 01111010 01101010 01111000 01111110
01111100 01111010 00111010 01111000 01111000 01111110 00111111 01101010 00111010
01110111 01100001 00101011
01110101 01110111 01011000
01101010 01110110 01111001
01101010 01010000 01100110
00111111 01110101 01101000
01101011 01110101 01110011
This is a Rubik’s Cube which can be solved using an online tool in 20 rotations:
R2 U F' U B2 R F' U' D2 R' U L2 U2 D' B2 R2 U' R2 F2 R2
Solved cube:
Shown here in black and white:
6a 50 63
7a 76 50
22 6a 79
7c 6a 6b 2a 58 66 7a 76 72
76 6d 34 6f 77 2a 7c 78 7a
70 75 6f 2b 68 61 73 48 3a
7e 7e 3f
5b 77 3f
74 61 77
77 78 78
6d 75 75
6a 6d 76
And the corresponding ASCII characters are:
j P c
z v P
" j y
| j k * X f z v r
v m 4 o w * | x z
p u o + h a s H :
~ ~ ?
[ w ?
t a w
w x x
m u u
j m v
And the binary representation:
01101010 01010000 01100011
01111010 01110110 01010000
00100010 01101010 01111001
01111100 01101010 01101011 00101010 01011000 01100110 01111010 01110110 01110010
01110110 01101101 00110100 01101111 01110111 00101010 01111100 01111000 01111010
01110000 01110101 01101111 00101011 01101000 01100001 01110011 01001000 00111010
01111110 01111110 00111111
01011011 01110111 00111111
01110100 01100001 01110111
01110111 01111000 01111000
01101101 01110101 01110101
01101010 01101101 01110110
I figure "back to basics" could refer to "transposition and substitution". Solving the cube would be the transposition part. For the substitution part, I’m thinking "a bit of logic" could mean some bitwise operation.
That’s were I’m stuck. I’ve tried a number of things (e.g. frequency analysis, ASCII shift) to no avail and could use a hint, if anyone has an idea on how to solve this!
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