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#100daysofpractice days 81-83. The Pythagorean Tetractys, or how multiplying by 2 & 3 gets you all the notes you need, w/ stops at the Pythagorean Comma & Equal Temperament along the way. I love how chance encounters can lead you down rabbit holes like this.

31,442 次观看 • 3 年前 •via X (Twitter)

11 条评论

Dan Tepfer 的头像
Dan Tepfer3 年前

Cc @mannfishh

D.B. Cooper 的头像
D.B. Cooper3 年前

@FHaruspex @FHaruspex I tagged you on this, then noticed you’d retweeted it 😀

✶Xaldor Saltbath 的头像
✶Xaldor Saltbath3 年前

We’re hearing a symbolic reference of the structure of our existence … this was a bit too deep for my 8AM brain. Thanks for your experimentation and exploration man what a trip! 🙌

Donnie Ross 的头像
Donnie Ross3 年前

Thanks for this fascinating and very clear analysis, most enjoyable too!

Davay 的头像
Davay3 年前

Great dive! Wonder if it has some nice chords shapes in the tetractys 👀

Sullam Felixm 的头像
Sullam Felixm3 年前

Thank you!

FAD 的头像
FAD3 年前

Wow, that was a trip.

Stantron 的头像
Stantron3 年前

best presentation of this material i've seen. great work

Dan Tepfer 的头像
Dan Tepfer3 年前

🙏🏻

David Saliamonas 的头像
David Saliamonas3 年前

Fantastic, Dan! Two questions: what about the overtone series of...natural machines, lower case – musical instruments/objects? How does that relate to Pythagorean math? Also, when played in an ascending scale, your first F sounds quite sharp to me, perhaps as sharp as the B#. ,?

Dan Tepfer 的头像
Dan Tepfer3 年前

Hey David! Great question. Pythagorean tuning is a “3-limit” tuning system in which we only use 2 and 3 as multipliers. So we only build things in 5ths. But other tuning systems are “5-limit”, meaning you can also use just thirds to build, and others go higher than that.

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