Otp
That was pretty clever, and very helpful for you to figure out... What kind of pattern was it, out of curiousity?
At the same time, I really wanted to contribute. emo
Well, I couldn't have done it without a lot of the images already present.
The formulas are saved in the pattern based on their filename (shown by sorting the filenames by the last 3 characters)
Angelic Inizio
Demonic Inizio
Celestial Inizio
Devilish Inizio
Fallen Inizio
Risen Inizio
Angelic Due
Demonic Due
...and so on
sorting the filenames shows us a few easy patterns (adress and file ending has been omitted)
NOTE: Hexadecimal sorting, not normal sorting. Should be obvious since every character in the filename is a hexadecimal number ranging from 0-15 (0-f).
First, every filename is 13 characters long (or 12 because computers dislike leading zeroes)
76ceabf01268b (Angelic Inizio)
f98e5e501268d (Demonic Inizio)
834e0d301268f (Celestial Inizio)
3c7eb35112691 (Devilish Inizio)
c7522b3512693 (Fallen Inizio)
bd92785512695 (Risen Inizio)
32d28df512697 (Angelic Due)
4812de9512699 (Demonic Due)
????????????? (Celestial Due)
41c6599b1269d (Devilish Due)
3b060afb1269f (Fallen Due)
b446ff5b126a1 (Risen Due)
ce86ac3b126a3 (Angelic Tre)
71b6125a126a5 (Demonic Tre)
????????????? (Celestial Tre)
f05ad95e126a9 (Devilish Tre)
7f1a2cfe126ab (Fallen Tre)
5da7f9e126ad (techically 05da7f...) (Risen Tre)
Second, the 5th and 4th (counting from the right) character is always 1 and 2
76ceabf0 [12] 68b. Just check the list, it's always the same.
Third, the rightmost three digits goes up by 2 for every new file
3c7eb351 [12] 691 (Devilish Inizio)
c7522b35 [12] 693 (Fallen Inizio)
bd927855 [12] 695 (Risen Inizio)
32d28df5 [12] 697 (Angelic Due)
4812de95 [12] 699 (Demonic Due)
See what I mean?
That's the easy ones. After that each character slot has a different pattern some are real easy to see, some are not.
Like the 6th character from the right (put in a row instead of a column):
00015555?bbbba?eeef?6667... and so on
Anyone see the pattern here?
10th from the right is even easier to see, it goes:
eeee2222266666aaaaafffff
It goes on like that for each column of characters and it gets more and more difficult to see the patterns.
Still, we've solved 7 of the 13 characters already only 6 to go (really only need 4 or 5 more before we can guess our way there with only 16^1=16 or 16^2=256 different possible filenames (as opposed to 16^13=4.503.599.627.370.496, 4.5 quadrillion possibilities)
That helpful or did I just make someone fall asleep?
*looks around*
Hellooooo?