Batman Arkham City Decode Broadcast 2-7-5 3-2-5 Upd -
(Station 200.00 x, 500.00 y).
This disables the broadcast permanently.
But what does it mean? How do you translate those digits into the frequency Batman needs to stop the broadcast? You are not alone. This puzzle has stumped players for over a decade. This article will break down exactly how to , why it works, and what your reward is.
→ B(2), G(7), E(5) → BGE 3-2-5 → C(3), B(2), E(5) → CBE
4. Distinguishing the 2-7-5 3-2-5 Signal from Scarecrow's Secret Numbers Stations batman arkham city decode broadcast 2-7-5 3-2-5
"Be careful, sir," Alfred warned. "If the code is indeed '3-2-5', the subject may be highly unstable."
The rain in Arkham City didn’t wash things clean; it just made the grime slicker. It ran in oily rivulets down the gargoyle perches, dripping onto the neon-soaked asphalt below.
(Caesar) BGE → C H F CBE → D C F → no.
3 = C 2 = B 5 = E
—reveals the location of the next hostage. This process repeats for several hostages as you track down the Riddler’s hideout. Arkham Wiki Note on "Numbers Stations"
"I am a master of secrets, yet I am known by all. What am I?" The Solution
Late in the main storyline of Batman: Arkham City , the player is tasked with disabling several propaganda towers set up by and TYGER . These towers are broadcasting Strange’s chilling psychological manipulation across the prison city. However, one specific tower—often referred to by the community as the "Musical Cipher Tower"—is different.
: Defeat the group of Two-Face thugs occupying the building. Ensure you leave the glowing green Riddler Informant conscious for interrogation. (Station 200
The encryption key shifted, a wall of white noise. Batman adjusted the frequency bandwidth, tuning out the interference of the city. The signal was coming from the processing center in the southeast sector. TYGER territory.
The puzzle does not use binary, hexadecimal, or any advanced cryptography. In true Rocksteady Studios fashion, the developers hid a musical cipher. The numbers and 3-2-5 correspond to frequencies measured in Hertz (Hz) .
You cannot punch this problem. You cannot use an explosive gel. You must decode it.