How to match dotted 8th delay to BPM in track

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Hi all,
I have a track that is 125 BPM
How many milliseconds do I set my delay on guitar pedal for dotted 8th to match 125 BPM?
There must be a way to calculate the milliseconds?

Hopefully the question makes sense, thanks!

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125 bpm => 125 beats in one minute.
With one minute being 60 seconds, you have 60 / 125 = 0.48 secs per beat being a quarter note each.

A dotted eighth is one-and-a-half eighth, thus 3/16th.
With one beat being 0.48 secs being a quarter note, 1/16th is 0.48 divided by 4 = 0.12 seconds.
That times three is 0.36 seconds.
Last edited by BertKoor on Thu Sep 14, 2023 2:24 pm, edited 1 time in total.
We are the KVR collective. Resistance is futile. You will be assimilated. Image
My MusicCalc is served over https!!

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You said: 125 bpm

Even note values:
60 ms (32nd notes)
120 ms (16th notes)
240 ms (8th notes)
480 ms (Quarter notes)
960 ms (Half notes)
1920 ms (Whole notes)

Dotted note values:
90 ms (32nd notes)
180 ms (16th notes)
360 ms (8th notes)
720 ms (Quarter notes)
1440 ms (Half notes)
2880 ms (Whole notes)

So the answer is: 360ms!

Oh I see: Bertkoor was faster.
free mp3s + info: andy-enroe.de songs + weird stuff: enroe.de

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if you don't care how the calculation exactly works, then use this:
https://www.bertkoor.nl/MusicCalc.html
Screenshot 2023-09-14 at 16.27.21.png
I know there is a bug in the long sample calculator somewhere, but I'm too lazy to find & fix it ;-)
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We are the KVR collective. Resistance is futile. You will be assimilated. Image
My MusicCalc is served over https!!

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great, thanks for your responses, I will check out the calculator as well! :)

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