inspired by some others, who already fiddled around with the speakers, I decided to give it a shot myself.
I've created a setup, which is pretty easy to copy sheet music with:
This represents 1 measure with 8 notes, but it can pretty easily expanded to 16, 32, etc...
Here you can see the control unit. From here you can start the music and adjust the speed at which it is played by simply editting some values in the constant combinators. I also added an optional combinator to set at which measure the song should start. This comes in handy, when creating one.
The actual notes have to be put into the measures somehow and fiddling aroung with the dropdown for the notes is tedious. So I made this:
Heres a picture of a whole song (I made tetris):
Blueprint
To make creating music easier, I made this: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
Blueprint
These are the piano notes (not all of them, but quite a few). You just put down the blueprint for a single measure, go to this thing and copy the settings(shift+ right click) from the speaker, that sits in this system, where the actual notes would be. This way you dont need to scroll through the dropdown and guess which note you might want. After that, you just paste(shift + left click on the speaker) the note to the measure and boom! You are done! Well at least almost. Just a few more notes to go 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
I didn't put in all the blueprints, because you can just create the others from the big one.
For further information on how to operate this, check out my imgur album (contains descriptions and more blueprints!): http://imgur.com/a/Fxugx
Unfortunatly I'm untalented, when it comes down to making videos. But you could use my setup and create one of your own! I'm interested in what people might come up with. Hope this might be a tool of use to you
What do you guys think?
Greetings,
Schorty
*Edit:
Just made Aha - Take on me:
Aha - Take on Me
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