Linguagem 469- Isso é um padrão?

[mago nobre]

I found "114514519485611451908304576512282177" 10 times and "6612527570584" 4 times in the books. For all we know, she might have copied random parts from the books and put an emoji in the end of each pasted string of numbers - for the soul purpose to bring the RPG back to life.

The answer "42!" could have been a joke - which was atleast popular to say awhile back; 42 is the answer to life the universe and everything.
For example, in ASCII programming language, which is the most basic programming language, each character in your keyboard is represented as an integer between the number 1 and 127. For example, the letter ‘A’ is represented with 65. ‘B’ is represented by 66 and so on.
The numerical equivalent of the asterisk character in ASCII is the number 42...


EDIT: "29639 46781! 90 6337 6290 3222011 677 8032 2429 67538 14805394, 68 8032 6 677 6337 8129 337011 72683 149630 4378! 453 639 578300 986372 2953639!"

Out of all string of numbers above: 90, 68 and 6 were the only number I found in the books .....

Exact!

In some languages the asterisk can replace any word. It also became a joke because of Douglas Adams and the answer to the supercomputer's sense of life...

EDIT: 78, 80, 14.. also exists.

Livro: 1

561 14 572 78 57261185764364672435345275601928895219735364672496 84756019968477090889521972 78 16705121648561 14 51919911 80 0364688 95219911 80 065128

30 yes, 300 ??

[S0urce]

exact!

In some languages the asterisk can replace any word. It also became a joke because of Douglas Adams and the answer to the supercomputer's sense of life...

EDIT: 78, 80 ... also exists.

Livro: 1

56114572 78 57261185764364672435345275601928895219735364672496 84756019968477090889521972 78 167051216485611451919911 80 0364688 95219911 80 065128

As I view it:

What's the likelyhood of finding a single (0-9) digit in the books? 100%
What's the likelyhood of finding a two (10-99) digit in the books? Pretty much 100%
What's the likelyhood of finding a three (100-999) digit number in the books? I would say high - considering the vast amount of numbers.

I didn't find any of the 3+ digit numbers from the poem in the books, I find that unlikely. And the same was true for Knightmare texts.

I draw the conclusion that we need a key to go from numbers without space ---> numbers with space.
Which means:
"114514519485611451908304576512282177 🙂 6612527570584 xD"

After X# keys

could be the same as

"29639 46781! 9063376290 3222011 677 80322429 67538 14805394, 6880326 677 63378129 337011 72683 149630 4378! 453 639 578300 986372 2953639!"


"In some languages the asterisk can replace any word..."
Maybe she gave us a hint: https://imgur.com/f7hrW1A = code 3478