Skip fretting system 41 2 11 - Revision history

Yourmusic Productions: Categories.

2023-04-25T21:06:52Z

Categories.

← Older revision		Revision as of 21:06, 25 April 2023
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	From these, the location of any compound interval can be added by vector-summing the string-fret positions of the interval's factors. See [[Skip fretting system 48 2 13]] for details on how that's done.		From these, the location of any compound interval can be added by vector-summing the string-fret positions of the interval's factors. See [[Skip fretting system 48 2 13]] for details on how that's done.

	[[Category:Skip fretting]]		[[Category:Skip fretting]] [[Category:41edo]] [[Category:Guitar]]

Xenwolf: simplify link - the (new) redirect Kite guitar will be kept for easier linking

2021-05-02T17:07:19Z

simplify link - the (new) redirect Kite guitar will be kept for easier linking

← Older revision		Revision as of 17:07, 2 May 2021
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	One way to play 41-edo is on a 20.5-edo guitar, tuning each pair of adjacent strings 11\41 apart. That's about 322 cents, 6.3 cents sharp of a just 6:5.		One way to play 41-edo is on a 20.5-edo guitar, tuning each pair of adjacent strings 11\41 apart. That's about 322 cents, 6.3 cents sharp of a just 6:5.

	A standard [[~~The Kite Guitar\|~~Kite guitar]] can also be played using this system, by simply retuning the strings. (In fact, (41,2,11) is what Kite Giedraitis first used, before eventually settling on (41,2,13). (41,2,11) ccould be called the "narrow Kite guitar". Kite considers it good for lead guitar.)		A standard [[Kite guitar]] can also be played using this system, by simply retuning the strings. (In fact, (41,2,11) is what Kite Giedraitis first used, before eventually settling on (41,2,13). (41,2,11) ccould be called the "narrow Kite guitar". Kite considers it good for lead guitar.)

	In the (41,2,11) system, every interval in the 31-limit spans at most 7 frets. By comparison, in the (41,2,13) system, the corresponding figure is 10 frets. However, octaves are substantially easier to play in the (41,2,13) system, spanning a single fret rather than 4.		In the (41,2,11) system, every interval in the 31-limit spans at most 7 frets. By comparison, in the (41,2,13) system, the corresponding figure is 10 frets. However, octaves are substantially easier to play in the (41,2,13) system, spanning a single fret rather than 4.

Xenwolf: add category

2021-05-02T16:59:15Z

add category

← Older revision		Revision as of 16:59, 2 May 2021
Line 49:		Line 49:

	From these, the location of any compound interval can be added by vector-summing the string-fret positions of the interval's factors. See [[Skip fretting system 48 2 13]] for details on how that's done.		From these, the location of any compound interval can be added by vector-summing the string-fret positions of the interval's factors. See [[Skip fretting system 48 2 13]] for details on how that's done.

			[[Category:Skip fretting]]

Jeff Brown: hardly anything

2021-05-02T04:26:07Z

hardly anything

← Older revision		Revision as of 04:26, 2 May 2021
Line 1:		Line 1:
	One way to play 41-edo is on a 20.5-edo guitar, tuning each pair of adjacent strings 11\41 apart. That's about 322 cents, 6.3 cents sharp of a just 6:5.		One way to play 41-edo is on a 20.5-edo guitar, tuning each pair of adjacent strings 11\41 apart. That's about 322 cents, 6.3 cents sharp of a just 6:5.

	A standard [[The Kite Guitar\|Kite guitar]] can also be played using this system, by simply retuning the strings. (In fact, (41,2,11) is what Kite Giedraitis first used, before eventually settling on (41,2,13). ~~In that spirit,~~ (41,2,11) ccould be called the "narrow Kite guitar". Kite considers it good for lead guitar.		A standard [[The Kite Guitar\|Kite guitar]] can also be played using this system, by simply retuning the strings. (In fact, (41,2,11) is what Kite Giedraitis first used, before eventually settling on (41,2,13). (41,2,11) ccould be called the "narrow Kite guitar". Kite considers it good for lead guitar.)

	In the (41,2,11) system, every interval in the 31-limit spans at most 7 frets. By comparison, in the (41,2,13) system, the corresponding figure is 10 frets. However, octaves are substantially easier to play in the (41,2,13) system, spanning a single fret rather than 4.		In the (41,2,11) system, every interval in the 31-limit spans at most 7 frets. By comparison, in the (41,2,13) system, the corresponding figure is 10 frets. However, octaves are substantially easier to play in the (41,2,13) system, spanning a single fret rather than 4.

Jeff Brown: start page

2021-05-02T04:25:10Z

start page

New page

One way to play 41-edo is on a 20.5-edo guitar, tuning each pair of adjacent strings 11\41 apart. That's about 322 cents, 6.3 cents sharp of a just 6:5.

A standard [[The Kite Guitar|Kite guitar]] can also be played using this system, by simply retuning the strings. (In fact, (41,2,11) is what Kite Giedraitis first used, before eventually settling on (41,2,13). In that spirit, (41,2,11) ccould be called the "narrow Kite guitar". Kite considers it good for lead guitar.

In the (41,2,11) system, every interval in the 31-limit spans at most 7 frets. By comparison, in the (41,2,13) system, the corresponding figure is 10 frets. However, octaves are substantially easier to play in the (41,2,13) system, spanning a single fret rather than 4.

Here is where all the primes intervals lie in the (41,2,11) system:

{| class="wikitable"
! note
! fretboard position
|-
| 0 steps = 1 % 1
| string 0 fret 0
|-
| 41 steps = 2 % 1
| string 3 fret 4
|-
| 24 steps = 3 % 2
| string 2 fret 1
|-
| 13 steps = 5 % 4
| string 1 fret 1
|-
| 33 steps = 7 % 4
| string 3 fret 0
|-
| 19 steps = 11 % 8
| string 1 fret 4
|-
| 29 steps = 13 % 8
| string 3 fret - 2
|-
| 4 steps = 17 % 16
| string 0 fret 2
|-
| 10 steps = 19 % 16
| string 0 fret 5
|-
| 21 steps = 23 % 16
| string 1 fret 5
|-
| 35 steps = 29 % 16
| string 3 fret 1
|-
| 39 steps = 31 % 16
| string 3 fret 3
|}

From these, the location of any compound interval can be added by vector-summing the string-fret positions of the interval's factors. See [[Skip fretting system 48 2 13]] for details on how that's done.