Balkan Rhythms

davidaustin
England
Guitar & Sequencer:
davidaustin 2417 jams
Remix step I
Krasimir
Bulgaria
Bass, Guitar & Mixer:
Krasimir 2526 jams
no additional instruments available so far
post your remix!
Thumbs:
+ 5
Shared:
Feb 14, 2024
Listened:
149
Downloads:
1
Remixes:
0
Great template Patrick. Rhythm is similar to Balkan Rhythms(2/4,3/4) and inspired me to add bass and guitar.remixed
Tagged as / Sounds like:
Folk
Ernie Ball 2221 Regular Slinky Gitarrensaiten
Ernie Ball 2221 Regular Slinky Gitarrensaiten
Saitensatz für E-Gitarre
5,90 €
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Krasimir
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[/img] +1
davidaustin
Very very cool Krasimir<3 thank you for joining in with the Balkan rhythm<3 +1
JoeOnBass
This is really unique. I will have to learn more about these rhythms. +1
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Wikiloops, the first place for sharing my ideas in music. Meet fantastic musicians all over the world. I'm learning every day! You will love it!!
frankyguitar from Germany

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