I had this idea a while ago: What if I took every hearable audio frequency from 1Hz to 20,000Hz and combined them all into one sound? Well, after what I think is 10 minutes of coding and 20 straight minutes of rendering audio, I have the answer. The sound will play when you click the green flag, and I also left in this project the code used to generate the audio if you want to take a look at that.data:image/png;base64,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I had this idea a while ago: What if I took every hearable audio frequency from 1Hz to 20,000Hz and combined them all into one sound? Well, after what I think is 10 minutes of coding and 20 straight minutes of rendering audio, I have the answer. The sound will play when you click the green flag, and I also left in this project the code used to generate the audio if you want to take a look at 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