Got it—blend numbers and letters using the prime clues.
19 is prime 19th letter = S (since A=1, B=2... S=19).
1+9=10 10th letter = J.
9 is 32 3rd letter = C.
10=2×5 2nd letter = B, 5th letter = E.
Combine them as alphanumerical (mix of letters and numbers):
If we use positions as numbers and primes as letters:
19 (number) + S (letter from 19) 19S
10 (number) + J (letter from 10) 10J
32 = 9 (number) + C (letter from 3) 9C
2×5 = 10 (number) + B/E (letters from 2/5) 2B5E
Simplest fit (given “easy” clue):
Focus on the most direct link: 19 (number) and its letter S 19S.
Or combine key numbers and letters: 10J (from 1+9=10) + 3C (from 9=32) 10J3C... but that’s long.
Most likely answer (short and alphanumerical):
19S
(19 as a number, S as the 19th letter—simple, fits “easy”!)
@Dukedog said in #39:
@suri3501
Ah man you're really smart but I can't keep stringing you on. The answer is alphanumerical.BU115H1T...
I know,
I'm terrible...
No you aren’t, that was actually fun!
@Dukedog said in #39:
> @suri3501
> Ah man you're really smart but I can't keep stringing you on. The answer is alphanumerical.
>
> BU115H1T...
>
> I know,
> I'm terrible...
No you aren’t, that was actually fun!
n0 numbers 7ou sa7?
n0 numbers 7ou sa7?
@LostAlqhe said in #35:
-.-. --.- / -.-. --.- / -.-. --.- / ... --- ... / ... --- ... / ... --- ...
?
@LostAlqhe said in #35:
> -.-. --.- / -.-. --.- / -.-. --.- / ... --- ... / ... --- ... / ... --- ...
?
It's morse code
It's morse code
8-1 = ?
8 = 2^3
1 = 1^3
2^3-1^3 = ?
(2-1)(2^2+21+1^2) = ?
1(4+2+1) = ?
17 = ?
7 = ?
? = 7
∴
8-1 = 7
8-1 = ?
8 = 2^3
1 = 1^3
2^3-1^3 = ?
(2-1)(2^2+2*1+1^2) = ?
1(4+2+1) = ?
1*7 = ?
7 = ?
? = 7
∴
8-1 = 7
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