-5
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15268730396752983028873037877312952898251630399865298251987245993029873127730076924579528253883028312898303995273127825262417312965272516303830372449752686302992536776251872526931279711489665267821478724177251699624576811268526783109824167925197245652924177251787241782538786302873119768312852668312686625268245686752824473216878253830287925175273039778250852831287672527245665263006725397251762529312811498

This is a simpler version of this puzzle.

Look for patterns.

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1

1 Answer 1

5
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Plaintext

Do not go gentle into that good night. Rage, rage against the dying of the light.

Solve Path

Your previous puzzle was deleted. Because I kept notes on my attempts at solving it, I have solved them both by comparing the two texts. This is hardly the intended solution, but a solve is a solve.

By writing the two texts one above the other I could see several common sequences which suggested they had the same plaintext:

15268730396752983028873037877312952898251630399865298251987245993029873127730076 ...
15276883039877526302763039878312652892518993039675262517245878302931278300788724 ...

I added spaces to both texts to line up the common sequences...

152 687303967 529830288730378773129528982516  3039986529825198724599 3029873127730076 ...
15276883039877526 30276 303987831265289 251899303967 526 25172  458783029  3127830078 ...

And inferred that the digits 6789 were meaningless "null" characters. Replacing them with spaces showed that the remaining digits were in small groups.

152   303   52  302   303    312 52   251 303    52  251   245  302   312 ...

I replaced each unique group with a letter...

ABCDBECFBCFGDEHGCIDEBCEJKECFBBLCDIFJEMCNKFGOCPKFGCKFKIDQECEJGCLRIDFCBSCEJGCHIFJEM

Replaced the letter C, which accounted for more than 15% of the text, with a space...

AB DBE FB FGDEHG IDEB EJKE FBBL DIFJEM NKFGO PKFG KFKIDQE EJG LRIDF BS EJG HIFJEM

... and solved it as a simple substitution.

MO NOT GO GENTLE INTO THAT GOOD NIGHTZ WAGER PAGE AGAINST THE DYING OF THE LIGHTZ

Eh, close enough. I corrected the plaintext and recovered the substitution key:

DO NOT GO GENTLE INTO THAT GOOD NIGHT. RAGE, RAGE AGAINST THE DYING OF THE LIGHT.

   52
, 112
. 114
D 152
R 214
A 241
D 244
E 245
F 250
G 251
H 252
I 253
L 300
N 302
O 303
R 310
S 311
T 312
Y 321
  52

I quickly spotted that an ASCII space with value 32 in decimal was represented as 52, which is the same value written in Base 6. With the system known, I recovered the original plaintext:

Do not go gentle into that good night. Rage, rage against the dying of the light.

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4
  • 1
    $\begingroup$ This is a clever (and sneaky!) way to crack this cipher puzzle. Definitely valid, albeit not intended - then again, when presented with a string of numbers: whatcha gonna do?? $\endgroup$
    – Stiv
    Commented Aug 24, 2023 at 8:02
  • $\begingroup$ rot13(Zl bevtvany qvntabfvf jnf "Inevnoyr-fvmr fhofgvghgvba jvgu tebhcf bs sbhe be svir qvtvgf, serryl erbeqrerq" juvpu jnf bayl unys jebat. Vg jnf inevnoyr-fvmrq, ohg V qvqa'g rkcrpg vg gb or svsgl creprag ahyyf ol yratgu!) $\endgroup$ Commented Aug 24, 2023 at 9:00
  • $\begingroup$ @codewarrior0 Thank you for the solution! The message is correct, although ciphering process is totally different xD If anyone is curious - I took unicode character position, converted it into base 6 and put groups of digits from 6 to 9 between them to differentiate between characters. I overdid it with QR codes and reversing, yes... Having more than one string of numbers certainly helped. $\endgroup$ Commented Aug 24, 2023 at 14:40
  • $\begingroup$ Also, randomness of filling groups allowed to make different strings of characters when a string of numbers is split into groups of 3 and then every group is converted into a unicode character. This was a part of the deleted puzzle with QR codes. $\endgroup$ Commented Aug 24, 2023 at 14:52

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