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GSMG Duality — Reproducible solution (SalPhaseIon + Cosmic Duality)

A note before we begin

To everyone still exploring this puzzle: I wish you clarity, patience, and a bit of luck. If what you find here becomes the key that finally unlocks your path, consider supporting this effort. With your help I’ll keep publishing new notes and hints that make the path clearer for others.

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This folder contains minimal scripts and instructions to reproduce the final stage of the GSMG.io puzzle using:

  • SalPhaseIon.txt → 7 textual parts
  • cosmic_duality.txt → OpenSSL Salted__ AES‑256‑CBC blob

Phase: SalPhaseIon (how the 7 passwords were derived)

  1. Identify AB blocks → ASCII (p1, p2)

    • Observation: two long sequences composed only of a and b, space-separated.
    • Method: map a→0, b→1, group 8 bits per byte, decode as ASCII.
    • Results: p1=matrixsumlist, p2=enter.
  2. Decode z-separated segments with a restricted alphabet (p3, p4)

    • Observation: segments around the letter z contain tokens only from a..i plus o.
    • Hypothesis: map a..i→1..9, o→0; interpret the resulting decimal string; convert to hex; then to ASCII.
    • Results: p3=lastwordsbeforearchichoice, p4=thispassword.
  3. Resolve inline phrase for p6

    • Literal in text: “our first hint is your last command”.
    • Take the directive literally and compress spacing/case consistently across the puzzle.
    • Result: p6=yourlastcommand.
  4. Interpret “shabefanstoo” for p7

    • Pattern: sha appears across the puzzle as a nudge towards SHA‑256; ans too reads naturally as “answer too”.
    • Semantic resolution: a second answer.
    • Result: p7=secondanswer (alternatives like answertoo, answertwo, answer2, answeralso were tested and rejected).
  5. Determine p5 by constrained search + validation

    • p5 is textually ambiguous; use a compact, reasonable candidate set tied to p1’s theme (e.g., matrixsumlist, sumlist, rowcolsum, ...).
    • Criterion: only one candidate, combined with p1–p4,p6,p7, yields valid PKCS#7 padding on the final decryption and the expected output hash.
    • Result: p5=matrixsumlist.

Phase: Cosmic Duality (why OpenSSL, why AES‑256‑CBC)

  • Input properties
    • File is base64 (valid charset, length multiple of 4).
    • Base64-decoding reveals the header bytes 53 61 6c 74 65 64 5f 5f → ASCII Salted__.
  • OpenSSL convention
    • Salted__ + 8 bytes of salt is the standard envelope used by openssl enc.
    • Key and IV are derived via MD5 EVP_BytesToKey(password, salt).
  • Mode and key size selection
    • Prior phases reference enc -aes-256-cbc -a explicitly.
    • The password we produce (XOR of seven SHA‑256 digests) is 32 bytes, matching AES‑256.
    • Decryption with AES‑256‑CBC yields correct PKCS#7 padding and a stable binary. Other modes/sizes do not validate.

Summary of the method

  • Compute SHA‑256 for each password, XOR the 7 digests (in order) to obtain a 32‑byte hex key.
  • Use that hex as the OpenSSL password (EVP_BytesToKey, MD5) to derive AES‑256 key + IV and decrypt cosmic_duality.txt.
  • A correct key yields valid PKCS#7 padding and a fixed output hash.

Passwords (order is critical)

  1. matrixsumlist
  2. enter
  3. lastwordsbeforearchichoice
  4. thispassword
  5. matrixsumlist
  6. yourlastcommand
  7. secondanswer

Derived key (hex)

a795de117e472590e572dc193130c763e3fb555ee5db9d34494e156152e50735

Expected output

SHA-256(cosmic_decrypted.bin) = 4f7a1e4efe4bf6c5581e32505c019657cb7b030e90232d33f011aca6a5e9c081

Requirements

  • Python 3.8+
  • pip install pycryptodome
  • Place SalPhaseIon.txt and cosmic_duality.txt one directory above GSMG_Duality/.

Usage

  1. Derive key and decrypt:
python .\GSMG_Duality\solver_salphasion_cosmic.py

Outputs:

  • Prints the 7 passwords and the derived hex key
  • Writes cosmic_decrypted.bin at the project root
  • Prints the SHA‑256 of the output
  1. Verify the hash:
Get-FileHash -Algorithm SHA256 .\cosmic_decrypted.bin
# or
certutil -hashfile .\cosmic_decrypted.bin SHA256

Expected:

4f7a1e4efe4bf6c5581e32505c019657cb7b030e90232d33f011aca6a5e9c081
  1. Optional: validate uniqueness for parts 5–7
python .\GSMG_Duality\validate_uniqueness.py

Confirms that, with parts 1–4 fixed and a compact search set for 5–7, exactly one combination yields valid padding and the expected hash.

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