Tags: morse audio analysis 

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![Farting Unicorn](data:image/png;base64,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)

CTF Gandalf here, with another writeup - this time it's about Hackover CTF 2018's `Hummel Hummel - Fart Fart` challenge.

This odd challenge, tagged `misc`, presented us with a mp4 video file containing a farting unicorn and accompanying noises.

We immediately jumped to the conclusion that it's most likely morse, judging by the low point incentive and constant timing of farts.

Because nobody wants to listen to almost 5 minutes of farting noise to decode this by hand, we analyzed the audio - noticing that the "fart" samples do not have perfect silence in them, and that the rest of the audio is silent - so we don't have to bother with noise filtering.

At this point it was merely a job of programmatically counting the gaps and noise timings, and then reading it as morse. The morse is encoded with a WPM rate of about 1, by the way.

After decoding, we're met with the flag:
`poetry inspired by baked beans`

That's all, folks!

__CTF Gandalf__