Keyboard: Difference between revisions

From Xenharmonic Wiki
Jump to navigation Jump to search
Tristanbay (talk | contribs)
Generalized keyboards: updated TS41 entry (link now goes to online store, entry now includes name of my company)
Tags: Mobile edit Mobile web edit
m Improve intro; style
 
(3 intermediate revisions by 3 users not shown)
Line 1: Line 1:
Pianos, harpsichords and organs are suited for microtonal music insofar as the strings/pipes can, within limits, be tuned to anything desired. The probability that tuning issues arise with these instruments is even slightly higher than average since there is often "old" music (baroque and older, from the pre-well-tempered age) being played on them.
'''Keyboard''' instruments such as [[piano]]s, harpsichords and organs are suited for microtonal music insofar as the strings/pipes can, within limits, be tuned to anything desired. The probability that tuning issues arise with these instruments is even slightly higher than average since there is often "old" music (baroque and older, from the pre-well-tempered age) being played on them.


For electronic instruments (synthesizers), there is, in theory, absolute freedom for the pitches anyway not in practice, though. But nowadays, many synthesizers have a built-in retuning functionality.
For electronic instruments (synthesizers), there is, in theory, absolute freedom for the pitches anyway not in practice, though. But nowadays, many synthesizers have a built-in retuning functionality.


A potential source for troubles is the traditional keyboard design, the [[Halberstadt keyboard]], which is optimized for diatonic scales and 12 tones per octave. For microtonal music with not more than 12 tones per octave, this is not such a problem fingerings for non-standard scales can be learned. But it can become a problem if you need more than 12 tones per octave, or even want a [[nonoctave]] tuning, such as [[Bohlen–Pierce]] or one of [[Wendy Carlos]]'s equal-step scales. Fortunately, there exist several solutions to this problem.
A potential source for troubles is the traditional keyboard design, the [[Halberstadt keyboard]], which is optimized for diatonic scales and 12 tones per octave. For microtonal music with not more than 12 tones per octave, this is not such a problem fingerings for non-standard scales can be learned. But it can become a problem if you need more than 12 tones per octave, or even want a [[nonoctave]] tuning, such as [[Bohlen–Pierce]] or one of [[Wendy Carlos]]'s equal-step scales. Fortunately, there exist several solutions to this problem.


== Strategies for more than 12 tones per octave ==
== Strategies for more than 12 tones per octave ==
Line 11: Line 11:
Of course, each keyboard's tuning does not have to be 12edo, but choosing a 12-tone octave-repeating scale has its advantages. The keyboard layout keeps the familiar property that 12 key steps span one octave, and the pitches typically need only minor retuning. This is not unimportant for acoustical instruments, where we usually have physical limits to the amount a pitch can be retuned. For this reason, this approach is widely used, especially in the field of contemporary classical music. As for synthesizers, a compatibility list for various models can be found at [http://www.microtonal-synthesis.com Microtonal Synthesis].
Of course, each keyboard's tuning does not have to be 12edo, but choosing a 12-tone octave-repeating scale has its advantages. The keyboard layout keeps the familiar property that 12 key steps span one octave, and the pitches typically need only minor retuning. This is not unimportant for acoustical instruments, where we usually have physical limits to the amount a pitch can be retuned. For this reason, this approach is widely used, especially in the field of contemporary classical music. As for synthesizers, a compatibility list for various models can be found at [http://www.microtonal-synthesis.com Microtonal Synthesis].


The main disadvantage of this solution is, of course, that you need several keyboards. In the case of acoustic pianos, this means in practice that the maximal number of pitches per octave you can obtain is limited - to the number of pianos you can put on the stage together... [http://www.allmusic.com/composition/arc-en-ciel-for-6-grand-pianos-in-12-tone-tuning-mc0002707751 ''Arc-en-ciel''] by [[Ivan Wyschnegradsky]], for example, a piece in [[72edo]], is written for six (!) pianos, and [http://www.universaledition.com/Georg-Friedrich-Haas/komponisten-und-werke/komponist/278/werk/13386 "Limited approximations" by [[Georg Friedrich Haas]], in 72edo as well, needs the same number of pianos and moreover a whole orchestra...
The main disadvantage of this solution is, of course, that you need several keyboards. In the case of acoustic pianos, this means in practice that the maximal number of pitches per octave you can obtain is limited to the number of pianos you can put on the stage together… [http://www.allmusic.com/composition/arc-en-ciel-for-6-grand-pianos-in-12-tone-tuning-mc0002707751 ''Arc-en-ciel''] by [[Ivan Wyschnegradsky]], for example, a piece in [[72edo]], is written for six (!) pianos, and [http://www.universaledition.com/Georg-Friedrich-Haas/komponisten-und-werke/komponist/278/werk/13386 ''Limited approximations'']{{dead link}} by [[Georg Friedrich Haas]], in 72edo as well, needs the same number of pianos and moreover a whole orchestra…


Electronic keyboards sometimes have the possibility to play in "split" mode, i.e. the upper and the lower half of the keyboard can send to different midi channels. Some keyboards offer up to 4 split areas. In this case, you need only one keyboard - but you still have the disadvantage of having to jump between the areas.
Electronic keyboards sometimes have the possibility to play in "split" mode, i.e. the upper and the lower half of the keyboard can send to different midi channels. Some keyboards offer up to 4 split areas. In this case, you need only one keyboard but you still have the disadvantage of having to jump between the areas.


* [[SeventeenTonePianoProject#pianotuningdetails|12 note octave scales piano tuning instructions for 17edo]]
* [[SeventeenTonePianoProject#pianotuningdetails|12 note octave scales piano tuning instructions for 17edo]]
Line 35: Line 35:
* [https://www.youtube.com/watch?v=g8gusUyO1Ts Piano cover of ''In the Bleak Midwinter''] by [[Stephen Weigel]] (based on Jacob Collier's cover)
* [https://www.youtube.com/watch?v=g8gusUyO1Ts Piano cover of ''In the Bleak Midwinter''] by [[Stephen Weigel]] (based on Jacob Collier's cover)


This is, however, not a particularly easy way to do it...
This is, however, not a particularly easy way to do it…


=== Dynamic tunings ===
=== Dynamic tunings ===
Line 95: Line 95:


== List of alternative keyboards ==
== List of alternative keyboards ==
'''See also this giant <big>[https://www.kvraudio.com/forum/viewtopic.php?t=594460 List of MPE Hardware Controllers (www.kvraudio.com/forum)]</big>'''
''See also this giant [https://www.kvraudio.com/forum/viewtopic.php?t=594460 List of MPE Hardware Controllers (www.kvraudio.com/forum)]''.


=== Generalized keyboards ===
=== Generalized keyboards ===
Line 107: Line 107:
! Price
! Price
|-
|-
| [https://www.lumatone.io/ Lumatone]/[http://www.terpstrakeyboard.com Terpstra Keyboard]
| [https://www.lumatone.io/ Lumatone] / [http://www.terpstrakeyboard.com Terpstra Keyboard]
| Lumatone Inc./Cortex Design
| Lumatone Inc. / Cortex Design
| Hexagonal tiling, customizable layout (default: Bosanquet)
| Hexagonal tiling, customizable layout (default: Bosanquet)
| 280
| 280
Line 114: Line 114:
| $4,250 USD
| $4,250 USD
|-
|-
|[https://deltarational.com/product/ts41-midi-keyboard/ TS41]
| [https://deltarational.com/product/ts41-midi-keyboard/ TS41]
|Delta Rational/Tristan Bay
| Delta Rational / [[Tristan Bay]]
|Bosanquet
| Bosanquet
|126
| 126
|In production
| In production
|$139 USD
| $139 USD
|-
|-
|[https://richiegreene.com/instruments/ Cimbalo Cromatico]
| [https://richiegreene.com/instruments/ Cimbalo Cromatico]
|Richie Greene
| Richie Greene
|Split-key Halberstadt (two layouts, 17-tone and 19-tone)
| Split-key Halberstadt (two layouts, 17-tone and 19-tone)
|32
| 32
|In production
| In production
|$120 USD
| $120 USD<br>$40 USD (Build Kit)
$40 USD (Build Kit)
|-
|-
| [https://www.striso.org/ Striso board]
| [https://www.striso.org/ Striso board]
Line 134: Line 133:
| 61
| 61
| In production
| In production
| €544 (EU + VAT)
| €544 (EU + VAT)<br>€449 (Worldwide)
€449 (Worldwide)
|-
|-
| [https://dualo.com/en/exquis/ Exquis]
| [https://dualo.com/en/exquis/ Exquis]
Line 146: Line 144:
| [http://monome.org/ monome grid one]
| [http://monome.org/ monome grid one]
| monome
| monome
| 16 by 8 square tiling, mapping by coordinates (no default mapping)
| 16×8 square tiling, mapping by coordinates (no default mapping)
| 128
| 128
| In production
| In production
Line 153: Line 151:
| [http://monome.org/ monome grid zero]
| [http://monome.org/ monome grid zero]
| monome
| monome
| 16 by 16 square tiling, mapping by coordinates (no default mapping)
| 16×16 square tiling, mapping by coordinates (no default mapping)
| 256
| 256
| In production
| In production
Line 162: Line 160:
| 1-dimensional, 2 tiers of keys (black/white), with customizable black/white pattern
| 1-dimensional, 2 tiers of keys (black/white), with customizable black/white pattern
| 61, 76 or 88
| 61, 76 or 88
|In production
| In production
|
|
|-
|-
Line 169: Line 167:
| Jankó
| Jankó
| 203
| 203
|In production
| In production
|
|
|-
|-
Line 176: Line 174:
| Jankó
| Jankó
| 243
| 243
|In production
| In production
|
|
|-
|-
Line 204: Line 202:
| Bosanquet
| Bosanquet
| 810
| 810
|In production
| In production
|$9,895 USD
| $9,895 USD
|-
|-
| [http://www.shapeofmusic.com/ Opal Chameleon, Opal Gekko]
| [http://www.shapeofmusic.com/ Opal Chameleon, Opal Gekko]
Line 211: Line 209:
| Harmonic table
| Harmonic table
| 192
| 192
|In production
| In production
|
|
|-
|-
Line 246: Line 244:
| Various (hexagonal, rectangular, 1-dimensional et al.) XXX
| Various (hexagonal, rectangular, 1-dimensional et al.) XXX
| XXX
| XXX
|No longer produced
| No longer produced
|
|
|-
|-
Line 261: Line 259:
| 98
| 98
| No longer produced
| No longer produced
|$495 USD
| $495 USD
|-
|-
| [http://www.c-thru-music.com/cgi/?page=prod_axis-64 AXiS-64]
| [http://www.c-thru-music.com/cgi/?page=prod_axis-64 AXiS-64]
Line 275: Line 273:
| 114
| 114
| Never produced
| Never produced
|N/A
| N/A
|-
|-
| [http://metatonalmusic.com/ Metatonal Keyboard]
| [http://metatonalmusic.com/ Metatonal Keyboard]
Line 282: Line 280:
|  
|  
| Never produced
| Never produced
|N/A
| N/A
|}
|}


Line 291: Line 289:
! Manufacturer
! Manufacturer
!layout
!layout
!No. of "keys"
! No. of "keys"
!Price
! Price
|-
|-
| [https://www.hakenaudio.com/continuum-introduction Continuum Fingerboard]
| [https://www.hakenaudio.com/continuum-introduction Continuum Fingerboard]
| rowspan="2" | Haken Audio
| rowspan="2" | Haken Audio
| rowspan="2" |Halberstadt
| rowspan="2" | Halberstadt
|45 or 69
| 45 or 69
|$4910 or $6510 USD
| $4910 or $6510 USD
|-
|-
|[https://www.hakenaudio.com/continuumini-introduction ContinuuMini]
|[https://www.hakenaudio.com/continuumini-introduction ContinuuMini]
|45
| 45
|$999 USD
| $999 USD
|-
|-
|[https://roli.com/us/product/seaboard-2 Seaboard 2]
| [https://roli.com/us/product/seaboard-2 Seaboard 2]
| rowspan="2" |ROLI
| rowspan="2" |ROLI
| rowspan="2" |Halberstadt
| rowspan="2" |Halberstadt
|49
| 49
|$1399 USD
| $1399 USD
|-
|-
|[https://roli.com/us/experience/seaboard-m Seaboard M]
| [https://roli.com/us/experience/seaboard-m Seaboard M]
|24
| 24
|$349 USD
| $349 USD
|-
|-
| [https://www.rogerlinndesign.com/linnstrument LinnStrument]
| [https://www.rogerlinndesign.com/linnstrument LinnStrument]
| Roger Linn Design
| Roger Linn Design
|Square layout, 8 rows
| Square layout, 8 rows
|128 or 200
| 128 or 200
|$1149 or $1649 USD
| $1149 or $1649 USD
|-
|-
| [http://madronalabs.com/hardware Soundplane Model A]
| [http://madronalabs.com/hardware Soundplane Model A]
| Madrona Labs
| Madrona Labs
|Rectangular layout
| Rectangular layout
|150
| 150
|$1895 CAD
| $1895 CAD
|-
|-
| [http://www.doepfer.de/R2M.htm R2M Ribbon Controller]
| [http://www.doepfer.de/R2M.htm R2M Ribbon Controller]
| Doepfer
| Doepfer
|One-dimensional
| One-dimensional
|N/A
| N/A
|€320
| €320
|}
|}


Line 336: Line 334:
{| class="wikitable"
{| class="wikitable"
|+
|+
!Product
! Product
!Manufacturer
! Manufacturer
!Layout
! Layout
!No. of "keys"
! No. of "keys"
!Price
! Price
|-
|-
|[https://desideratasystems.com/mosaichord.html Seven Limit Mosaichord]
| [https://desideratasystems.com/mosaichord.html Seven Limit Mosaichord]
|Desiderata Systems
| Desiderata Systems
|Voronoi
| Voronoi
|113 (4 octaves)
| 113 (4 octaves)
|$800 USD
| $800 USD
|-
|-
|[https://global.novationmusic.com/en/launch/launchpad-pro Launchpad Pro]
| [https://global.novationmusic.com/en/launch/launchpad-pro Launchpad Pro]
|Novation
| Novation
|8x8
| 8×8
|64 + 17 control keys
| 64 + 17 control keys
|$389 USD
| $389 USD
|-
|-
|[https://www.behringer.com/behringer/product?modelCode=P0AJD CMD LC-1]
| [https://www.behringer.com/behringer/product?modelCode=P0AJD CMD LC-1]
|Behringer
| Behringer
|4x8
| 4×8
|32 + 20 control keys
| 32 + 20 control keys
|$99 USD
| $99 USD
|}
|}


Line 376: Line 374:
Touchscreens in general:
Touchscreens in general:


* [[Wikipedia: Touchscreen#Technologies]]
* [[Wikipedia: Touchscreen #Technologies]]
* Here's an article discussing available touch screen technologies per 2010: http://www.eizoglobal.com/library/basics/basic_understanding_of_touch_panel/
* Here's an article discussing available touch screen technologies per 2010: http://www.eizoglobal.com/library/basics/basic_understanding_of_touch_panel/
* Some more overview: http://www.elotouch.com/Products/detech2.asp
* Some more overview: http://www.elotouch.com/Products/detech2.asp

Latest revision as of 16:40, 2 September 2026

Keyboard instruments such as pianos, harpsichords and organs are suited for microtonal music insofar as the strings/pipes can, within limits, be tuned to anything desired. The probability that tuning issues arise with these instruments is even slightly higher than average since there is often "old" music (baroque and older, from the pre-well-tempered age) being played on them.

For electronic instruments (synthesizers), there is, in theory, absolute freedom for the pitches anyway – not in practice, though. But nowadays, many synthesizers have a built-in retuning functionality.

A potential source for troubles is the traditional keyboard design, the Halberstadt keyboard, which is optimized for diatonic scales and 12 tones per octave. For microtonal music with not more than 12 tones per octave, this is not such a problem – fingerings for non-standard scales can be learned. But it can become a problem if you need more than 12 tones per octave, or even want a nonoctave tuning, such as Bohlen–Pierce or one of Wendy Carlos's equal-step scales. Fortunately, there exist several solutions to this problem.

Strategies for more than 12 tones per octave

Multiple keyboards

One solution is to use several keyboards whose keys are slightly detuned against each other. This solution was namely used by several classical composers in the 20th century, including Alois Hába, Charles Ives and Ivan Wyschnegradsky, usually with a 12edo tuning on each keyboard, but with different reference pitches. 24edo can be achieved by tuning two keyboards a quarter tone apart from each other, 36edo by tuning three keyboards separated by sixth tones, and so on.

Of course, each keyboard's tuning does not have to be 12edo, but choosing a 12-tone octave-repeating scale has its advantages. The keyboard layout keeps the familiar property that 12 key steps span one octave, and the pitches typically need only minor retuning. This is not unimportant for acoustical instruments, where we usually have physical limits to the amount a pitch can be retuned. For this reason, this approach is widely used, especially in the field of contemporary classical music. As for synthesizers, a compatibility list for various models can be found at Microtonal Synthesis.

The main disadvantage of this solution is, of course, that you need several keyboards. In the case of acoustic pianos, this means in practice that the maximal number of pitches per octave you can obtain is limited – to the number of pianos you can put on the stage together… Arc-en-ciel by Ivan Wyschnegradsky, for example, a piece in 72edo, is written for six (!) pianos, and Limited approximations[dead link] by Georg Friedrich Haas, in 72edo as well, needs the same number of pianos and moreover a whole orchestra…

Electronic keyboards sometimes have the possibility to play in "split" mode, i.e. the upper and the lower half of the keyboard can send to different midi channels. Some keyboards offer up to 4 split areas. In this case, you need only one keyboard – but you still have the disadvantage of having to jump between the areas.

Full keyboard retuning

Tune each key of the keyboard to a different pitch. The pitches of the keys keep the property of being arranged in ascending order, but the octave pattern will be different, and there are larger amounts of retuning required. In addition, this method usually reduces the interval size you can play with a single hand, because pitches are more spaced out.

Some synthesizers support full keyboard retuning, but not all. A compatibility list for various models can be found at Microtonal Synthesis. Synthesizers supporting only 12-tone octave-repeating scales can be brought to support full keyboard scales with the help of the Midi Integrator software, or the alt-tuner software. Some virtual instruments, such as PianoTeq, also provide support for full keyboard retuning regardless of the physical controller used with it.

A possible "full keyboard scales" piano tuning for 22edo, mapping two keyboard octaves to one acoustic octave, is described in Paul Erlich's paper on 22edo, on page 11.

In the case of acoustic instruments such as pianos, tuning full keyboard scales may even require major changes in construction. It has been done, however, to build instruments such as 96edo pianos.

Modulation wheel

Synthesizers, even without retuning functionality, often have a special functionality that is principally also suited for microtonality: the modulation wheel. Here are a few impressive examples of how to make microtonal music with the modulation wheel:

This is, however, not a particularly easy way to do it…

Dynamic tunings

Some instruments allows their tuning to be changed "on the fly", allowing access to more than 12 notes, although not all at once. The main advantage is that the keyboard layout keeps the familiar property that 12 key steps span one octave. The main disadvantages is that certain melodies will be unplayable, such as a rapid passage using more than 12 notes.

For example, the Turkish kanun is a diatonic instrument like a hammer dulcimer, but plucked, not struck. Each set of strings has a set of mandals, a tiny lever which when flipped changes the length of the string and microtonally changes the pitch. It's analogous to the sharpening levers on the celtic harp, but there are mote than one lever per string, and they sharpen considerably less than a semitone.

The easiest way to experiment with dynamic tunings is with midi keyboards and software. Scala and Lil' Miss Scale Oven have limited dynamic tuning ability. Alt-tuner allows retuning of individual notes (choosing among various ratios or among various EDO degrees), modulating to different keys (either by a specific interval, or to a specific note, or to the current bass note), and switching to completely different tunings. All this can be done via keyswitches, foot pedals, the mod wheel, or any control that generates a midi signal. These midi signals can come from any midi device, such as a 2nd keyboard, or even the computer's QWERTY keyboard. Technique-wise, using keyswitches would be similar to using mandals or sharpening levers, and using footpedals would be similar to using the classical harp's pedals.

Alternative keyboards

English Wikipedia has an article on:
English Wikipedia has an article on:

This is actually quite an old idea, since in many historical temperaments, there was a demand for differing between flats and sharps. Minor variations to the common Halberstadt layout, sometimes known as an enharmonic keyboard, have been used to accommodate extra keys for such purposes, such as split sharp keys. Denzil Wraight's website has some beautiful examples of historical harpsichords with up to 24 keys per octave. A list of existing church organs all over the world with split semitone keys can be found on Ibo Ortgies' homepage.

In modern times, the idea of alternative keyboards has come up again. Most alternative keyboard layouts can host the same fingering for multiple tunings, since most of them have been designed with 12edo in mind and can be generalized using the corresponding diatonic intervals. Many alternative keyboards are isomorphic keyboards, which allow layouts where each interval or chord has the same shape in every key. Any layout may be arranged in multiple ways on an actual instrument by changing the orientation of the layout, the number of keys, the angle between the axes, the key colors, etc.

Isomorphic keyboard layouts
Layout Tiling 1st axis 2nd axis Complementary axis
Bosanquet/Jankó Hexagonal Major 2nd Minor 2nd Augmented 1sn
Harmonic table Hexagonal Perfect 5th Major 3rd Minor 3rd
Wicki-Hayden Hexagonal Perfect 5th Major 2nd Perfect 4th
Chromatic accordion (types B/C) Hexagonal Minor 3rd Major 2nd Minor 2nd
Array mbira Hexagonal-ish Perfect 8ve Perfect 5th Perfect 4th

Another way to generalize the Halberstadt layout is to use a different MOS scale to determine the layout of white and black keys. Stephen Weigel has used such layouts in several of his YouTube videos, including hanson (4L 3s) and porcupine (7L 1s) layout for 15edo, mavila (7L 2s) layout for 16edo, etc.

For electronic music, there is meanwhile a number of generalized keyboards, see following list.

List of alternative keyboards

See also this giant List of MPE Hardware Controllers (www.kvraudio.com/forum).

Generalized keyboards

Product Manufacturer Layout No. of keys Availability Price
Lumatone / Terpstra Keyboard Lumatone Inc. / Cortex Design Hexagonal tiling, customizable layout (default: Bosanquet) 280 In production $4,250 USD
TS41 Delta Rational / Tristan Bay Bosanquet 126 In production $139 USD
Cimbalo Cromatico Richie Greene Split-key Halberstadt (two layouts, 17-tone and 19-tone) 32 In production $120 USD
$40 USD (Build Kit)
Striso board Striso Wicki-Hayden (but the tiling angle is not 60°) 61 In production €544 (EU + VAT)
€449 (Worldwide)
Exquis Intuitive Instruments Hexagonal tiling, Dualo layout (major 3rd × semitone) 61 In production €299
monome grid one monome 16×8 square tiling, mapping by coordinates (no default mapping) 128 In production $800
monome grid zero monome 16×16 square tiling, mapping by coordinates (no default mapping) 256 In production $1500
Vertical keyboard (Elaine Walker) Elaine Walker 1-dimensional, 2 tiers of keys (black/white), with customizable black/white pattern 61, 76 or 88 In production
Daskin 5 Daskin Manufacturing Jankó 203 In production
Daskin 6 Daskin Manufacturing Jankó 243 In production
ZBoard 12x24 Starr Labs Square tiling, customizable layout (default: perfect 4th × semitone) 288 In production $3,995 USD
ZBoard 24×24 Starr Labs Square tiling, customizable layout (default: perfect 4th × semitone) 576 In production $9,495 USD
MicroZone U-648 Starr Labs Bosanquet 288 In production $3,495 USD
MicroZone U-990 Starr Labs Bosanquet 810 In production $9,895 USD
Opal Chameleon, Opal Gekko Opal Harmonic table 192 In production
Dualo Du-Touch S Intuitive Instruments Hexagonal tiling, multiple layouts: dualo (major 3rd × semitone), diatonic dualo, Jankó, chromatic accordion 52 In production €499
Tonal Plexus U-PLEX, TPX2, TPX2s Hπ Instruments Square tiling, 17\205 × 1\205 422 No longer produced
Tonal Plexus TPX4 Hπ Instruments Square tiling, 17\205 × 1\205 844 No longer produced
Tonal Plexus TPX6, TPX6s Hπ Instruments Square tiling, 17\205 × 1\205 1266 No longer produced
MiniMod Hπ Instruments Various (hexagonal, rectangular, 1-dimensional et al.) XXX XXX No longer produced
Lippens Keyboard Lippens Jankó 198 No longer produced
AXiS-49 C-Thru Music Harmonic table 98 No longer produced $495 USD
AXiS-64 C-Thru Music Harmonic table 192 No longer produced
Thummer Thumtronics Wicki-Hayden 114 Never produced N/A
Metatonal Keyboard Metatonal Music (Ron Sword) 1-dimensional, 2 tiers of keys (black/white), with customizable black/white pattern Never produced N/A

Keyless controllers

Product Manufacturer layout No. of "keys" Price
Continuum Fingerboard Haken Audio Halberstadt 45 or 69 $4910 or $6510 USD
ContinuuMini 45 $999 USD
Seaboard 2 ROLI Halberstadt 49 $1399 USD
Seaboard M 24 $349 USD
LinnStrument Roger Linn Design Square layout, 8 rows 128 or 200 $1149 or $1649 USD
Soundplane Model A Madrona Labs Rectangular layout 150 $1895 CAD
R2M Ribbon Controller Doepfer One-dimensional N/A €320

Pad controllers

Product Manufacturer Layout No. of "keys" Price
Seven Limit Mosaichord Desiderata Systems Voronoi 113 (4 octaves) $800 USD
Launchpad Pro Novation 8×8 64 + 17 control keys $389 USD
CMD LC-1 Behringer 4×8 32 + 20 control keys $99 USD

External links

DIY links

Touchscreens in general:

Touchscreen approaches:

Gesture-based controllers:

Apple Magic Trackpad:

Mechanical keyboard switches:

Programming:

Hardware:

Other MIDI controllers:

Keyboard concepts