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Below are listed the [[Dyadic_chord|dyadic chords]] of 11-limit [[Gamelismic_clan#Miracle|miracle temperament]]. They are listed in order of increasing [[Graham_complexity|Graham complexity]], with [[hash_complexity|hash complexity]] used to break ties. For any linear temperament, if we chose a generator, we may put any octave-equivalent chord of the temperament in a canonical form by representing it as a set of nonnegative integers, starting with 0, which are the number of generator steps giving an octave-equivalent note class in the chord. If S is such a set, the sum Σ 2^s for all s∊S provides a unique odd number encoding the chord, and the logarithm base two of this number is the hash complexity, listed under the heading "Hash" below. The floor of hash complexity, that is, the greatest integer less than the hash complexity, is equal to the Graham complexity.  
Below are listed the [[dyadic chord]]s of [[11-limit]] [[miracle|miracle temperament]]. They are listed in order of increasing [[Graham complexity]], with [[hash complexity]] used to break ties.  


The heading "transversal" shows a JI chord whose intervals temper to the marvel chord. Under "type" it says otonal if it is an essentially just chord best understood in terms of the overtone series, utonal if it is the inversion of an otonal chord, and ambitonal if it can equally well be seen as otonal or utonal.  
For any linear temperament, if we choose a generator, we may put any octave-equivalent chord of the temperament in a canonical form by representing it as a set of nonnegative integers, starting with 0, which are the number of generator steps giving an octave-equivalent note class in the chord. If ''S'' is such a set, the sum Σ 2<sup>''s''</sup> for all ''s'' ∊ ''S'' provides a unique odd number encoding the chord, and the logarithm base two of this number is the hash complexity, listed under the heading "hash" below. The floor of hash complexity, that is, the greatest integer less than the hash complexity, is equal to the Graham complexity.  


The other names denote types of essentially tempered chord, giving the least amount of tempering needed to define the chord, so that if for example it says "werckismic" only 441/440 needs to be tempered out. Also, "marvel" denotes 9 odd limit (7-limit) marvel, whereas "unimarvel" means 11-limit marvel.  
The heading "transversal" shows a JI chord whose intervals temper to the marvel chord. Under "type" it says otonal if it is an essentially just chord best understood in terms of the harmonic series (the overtones) and utonal if it is the inversion of an otonal chord (in other words, fitting the subharmonic series), and ambitonal if it can equally well be seen as otonal or utonal.  


The generator used below is the standard choice for miracle temperament, the secor, 16/15~15/14. However, it should be noted that the choice of generator does not affect the list of chords, only how those chords are interpreted. Does 0-7-13 denote the major triad or the minor triad? It's on the list of chords either way, but with a secor generator it's the major triad.
The other names denote types of essentially tempered chord, giving the least amount of tempering needed to define the chord. These include:
* [[Marvel chords|Marvel]], for the tempering of [[225/224]]
* [[Keenanismic chords|Keenanismic]], for the tempering of [[385/384]]
* [[Swetismic chords|Swetismic]], for the tempering of [[540/539]]
* [[Rastmic chords|Rastmic]], for the tempering of [[243/242]]
* [[Werckismic chords|Werckismic]], for the tempering of [[441/440]]
* [[Undecimal marvel chords|Unimarvel]], for the tempering of any two of 225/224, 385/384 or 540/539
* [[Prodigy chords|Prodigy]], for the tempering of both 225/224 and 441/440
* [[Jove chords|Jove]], for the tempering of any two of 243/242, 441/440 or 540/539
* [[Miracle chords|Miracle]], for the tempering of any three independent commas mentioned above


=Triads=
The generator used below is the standard choice for miracle temperament, the secor, 16/15~15/14. However, it should be noted that the choice of generator does not affect the list of chords, only how those chords are interpreted. Does 0–7–13 denote the major triad or the minor triad? It is on the list of chords either way, but with a secor generator it is the major triad.
<span style="line-height: 1.5;">The chords are ordered by generator steps. This chord ordering is useful because </span>you can tell how often it will occur in a scale of miracle. For instance, Chord 0-2-5, which is 1/1-8/7-7/5, occurs for the first time on the fifth generation, and will therefore occur five times in miracle[10]. Chord 0-3-9, which is 1/1-11/9-11/6, occurs for the first time on the ninth generation, and therefore appears only once in miracle[10].  


Each of the triads generated has three "inversions", i.e., can be written starting on any one of the three tones in the triad.
== Triads ==
The chords are ordered by generator steps. This chord ordering is useful because you can tell how often it will occur in a scale of miracle. For instance, Chord 0–2–5, which is 1–8/7–7/5, occurs for the first time on the fifth generation, and will therefore occur five times in Miracle[10]. Chord 0–3–9, which is 1–11/9–11/6, occurs for the first time on the ninth generation, and therefore appears only once in Miracle[10].  


<span style="line-height: 1.5;">This ordering does create results that may seem surprising: For example, chord #21, 1/1-6/5-8/5, is the first inversion of 1/1-5/4-3/2; in this list, 1/1-5/4-3/2 is the second inversion of chord #21. Unlike in traditional music theory, there is nothing canonical about these orderings and inversions.</span>
Each of the triads generated has three rotations ("inversions"), i.e., can be written starting on any one of the three tones in the triad.


All three inversions for all 63 chords are notated in this [http://soonlabel.com/xenharmonic/wp-content/uploads/2014/11/41-EDO-Miracle-scale-and-triads.pdf PDF] (uses 41 EDO sagittal notation) and can be heard using [http://soonlabel.com/xenharmonic/wp-content/uploads/2014/11/41-EDO-Miracle-scale-and-triads-piano.mp3 piano], [http://soonlabel.com/xenharmonic/wp-content/uploads/2014/11/41-EDO-Miracle-scale-and-triads-oud.mp3 oud], or [http://soonlabel.com/xenharmonic/wp-content/uploads/2014/11/41-EDO-Miracle-scale-and-triads-sine-waves.mp3 sine wave] timbres (all links in MP3 format and tuned to 41 EDO). Finally, here is a [http://soonlabel.com/xenharmonic/wp-content/uploads/2014/11/41-EDO-Miracle-scale-and-triads.mid tuned MIDI file]. The sequence is: chord as outlined in the list below, first inversion, second inversion, quarter-note rest.
This ordering does create results that may seem surprising: for example, chord #21, 1–6/5–8/5, is the first inversion of 1–5/4–3/2; in this list, 1–5/4–3/2 is the second inversion of chord #21. Unlike in traditional music theory, there is nothing canonical about these orderings and inversions.


{| class="wikitable"
All three inversions for all 63 chords are notated in this [[Media:41-EDO-Miracle-scale-and-triads.pdf|PDF]] and can be heard using a [[Media:41 EDO Miracle - scale and triads - piano.mp3|piano]], a [[Media:41 EDO Miracle - scale and triads - steel gtr.mp3|steel-stringed guitar]], a [[Media:41 EDO Miracle - scale and triads - nylon guitar.mp3|nylon-stringed guitar]], and a [[Media:41 EDO Miracle - scale and triads - strings.mp3|string ensemble]]. (All linked files are in MP3 format. They were created in [http://www.mus2.com.tr/en/ Mus2] using 41edo sagittal notation ([[Media:41 EDO Miracle - scale and triads.mus2|get Mus2 file]]), exported to tuned [[MIDI]], and rendered with [[Timidity++]] using soundfonts.) Finally, here is a [[Media:41 EDO Miracle - scale and triads.mid|tuned MIDI file]]. The sequence is: chord as generated, first inversion, second inversion, quarter-note rest.
 
{| class="wikitable center-1"
|-
|-
| | Number
! #
| | Chord
! Chord
| | Transversal
! Transversal
| | Type
! Type
| | Hash
! Hash
| | As generated
! As generated
| | First inversion
! First inversion
| | Second inversion
! Second inversion
|-
|-
| | 1
| 1
| | 0-2-5
| 0-2-5
| | 1-8/7-7/5
| 1-8/7-7/5
| | werckismic
| werckismic
| | 5.209453
| 5.209453
| | 1/1-8/7-7/5   
| 1/1-8/7-7/5   
| | 1/1-11/9-7/4   
| 1/1-11/9-7/4   
| | 1/1-10/7-18/11  
| 1/1-10/7-18/11  
|-
|-
| | 2
| 2
| | 0-3-5
| 0-3-5
| | 1-11/9-7/5
| 1-11/9-7/5
| | werckismic
| werckismic
| | 5.357552
| 5.357552
| | 1/1-11/9-7/5   
| 1/1-11/9-7/5   
| | 1/1-8/7-18/11  
| 1/1-8/7-18/11  
| | 1/1-10/7-7/4   
| 1/1-10/7-7/4   
|-
|-
| | 3
| 3
| | 0-3-6
| 0-3-6
| | 1-11/9-3/2
| 1-11/9-3/2
| | rastmic
| rastmic
| | 6.189825
| 6.189825
| | 1/1-11/9-3/2   
| 1/1-11/9-3/2   
| | 1/1-11/9-18/11  
| 1/1-11/9-18/11  
| | 1/1-4/3-18/11  
| 1/1-4/3-18/11  
|-
|-
| | 4
| 4
| | 0-2-7
| 0-2-7
| | 1-8/7-8/5
| 1-8/7-8/5
| | utonal
| utonal
| | 7.055282
| 7.055282
| | 1/1-8/7-8/5   
| 1/1-8/7-8/5   
| | 1/1-7/5-7/4   
| 1/1-7/5-7/4   
| | 1/1-5/4-10/7   
| 1/1-5/4-10/7   
|-
|-
| | 5
| 5
| | 0-5-7
| 0-5-7
| | 1-7/5-8/5
| 1-7/5-8/5
| | otonal
| otonal
| | 7.330917
| 7.330917
| | 1/1-7/5-8/5   
| 1/1-7/5-8/5   
| | 1/1-8/7-10/7   
| 1/1-8/7-10/7   
| | 1/1-5/4-7/4   
| 1/1-5/4-7/4   
|-
|-
| | 6
| 6
| | 0-2-8
| 0-2-8
| | 1-8/7-12/7
| 1-8/7-12/7
| | otonal
| otonal
| | 8.027906
| 8.027906
| | 1/1-8/7-12/7   
| 1/1-8/7-12/7   
| | 1/1-3/2-7/4   
| 1/1-3/2-7/4   
| | 1/1-7/6-4/3   
| 1/1-7/6-4/3   
|-
|-
| | 7
| 7
| | 0-3-8
| 0-3-8
| | 1-11/9-12/7
| 1-11/9-12/7
| | swetismic
| swetismic
| | 8.049849
| 8.049849
| | 1/1-11/9-12/7   
| 1/1-11/9-12/7   
| | 1/1-7/5-18/11  
| 1/1-7/5-18/11  
| | 1/1-7/6-10/7   
| 1/1-7/6-10/7   
|-
|-
| | 8
| 8
| | 0-5-8
| 0-5-8
| | 1-7/5-12/7
| 1-7/5-12/7
| | swetismic
| swetismic
| | 8.174926
| 8.174926
| | 1/1-7/5-12/7   
| 1/1-7/5-12/7   
| | 1/1-11/9-10/7   
| 1/1-11/9-10/7   
| | 1/1-7/6-18/11  
| 1/1-7/6-18/11  
|-
|-
| | 9
| 9
| | 0-6-8
| 0-6-8
| | 1-3/2-12/7
| 1-3/2-12/7
| | utonal
| utonal
| | 8.326429
| 8.326429
| | 1/1-3/2-12/7   
| 1/1-3/2-12/7   
| | 1/1-8/7-4/3   
| 1/1-8/7-4/3   
| | 1/1-7/6-7/4   
| 1/1-7/6-7/4   
|-
|-
| | 10
| 10
| | 0-2-9
| 0-2-9
| | 1-8/7-11/6
| 1-8/7-11/6
| | keenanismic
| keenanismic
| | 9.014020
| 9.014020
| | 1/1-8/7-11/6   
| 1/1-8/7-11/6   
| | 1/1-8/5-7/4   
| 1/1-8/5-7/4   
| | 1/1-12/11-5/4   
| 1/1-12/11-5/4   
|-
|-
| | 11
| 11
| | 0-3-9
| 0-3-9
| | 1-11/9-11/6
| 1-11/9-11/6
| | utonal
| utonal
| | 9.025140
| 9.025140
| | 1/1-11/9-11/6   
| 1/1-11/9-11/6   
| | 1/1-3/2-18/11  
| 1/1-3/2-18/11  
| | 1/1-12/11-4/3   
| 1/1-12/11-4/3   
|-
|-
| | 12
| 12
| | 0-6-9
| 0-6-9
| | 1-3/2-11/6
| 1-3/2-11/6
| | otonal
| otonal
| | 9.172428
| 9.172428
| | 1/1-3/2-11/6   
| 1/1-3/2-11/6   
| | 1/1-11/9-4/3   
| 1/1-11/9-4/3   
| | 1/1-12/11-18/11  
| 1/1-12/11-18/11  
|-
|-
| | 13
| 13
| | 0-7-9
| 0-7-9
| | 1-8/5-11/6
| 1-8/5-11/6
| | keenanismic
| keenanismic
| | 9.324181
| 9.324181
| | 1/1-8/5-11/6   
| 1/1-8/5-11/6   
| | 1/1-8/7-5/4   
| 1/1-8/7-5/4   
| | 1/1-12/11-7/4   
| 1/1-12/11-7/4   
|-
|-
| | 14
| 14
| | 0-3-12
| 0-3-12
| | 1-11/9-9/8
| 1-11/9-9/8
| | rastmic
| rastmic
| | 12.003167
| 12.003167
| | 1/1-9/8-11/9   
| 1/1-9/8-11/9   
| | 1/1-12/11-16/9   
| 1/1-12/11-16/9   
| | 1/1-18/11-11/6   
| 1/1-18/11-11/6   
|-
|-
| | 15
| 15
| | 0-5-12
| 0-5-12
| | 1-7/5-9/8
| 1-7/5-9/8
| | marvel
| marvel
| | 12.011577
| 12.011577
| | 1/1-9/8-7/5   
| 1/1-9/8-7/5   
| | 1/1-56/45-16/9   
| 1/1-56/45-16/9   
| | 1/1-10/7-8/5   
| 1/1-10/7-8/5   
|-
|-
| | 16
| 16
| | 0-6-12
| 0-6-12
| | 1-3/2-9/8
| 1-3/2-9/8
| | ambitonal
| ambitonal
| | 12.022715
| 12.022715
| | 1/1-9/8-3/2   
| 1/1-9/8-3/2   
| | 1/1-4/3-16/9   
| 1/1-4/3-16/9   
| | 1/1-4/3-3/2   
| 1/1-4/3-3/2   
|-
|-
| | 17
| 17
| | 0-7-12
| 0-7-12
| | 1-8/5-9/8
| 1-8/5-9/8
| | marvel
| marvel
| | 12.044736
| 12.044736
| | 1/1-9/8-8/5   
| 1/1-9/8-8/5   
| | 1/1-10/7-16/9   
| 1/1-10/7-16/9   
| | 1/1-5/4-7/5   
| 1/1-5/4-7/5   
|-
|-
| | 18
| 18
| | 0-9-12
| 0-9-12
| | 1-11/6-9/8
| 1-11/6-9/8
| | rastmic
| rastmic
| | 12.170238
| 12.170238
| | 1/1-9/8-11/6   
| 1/1-9/8-11/6   
| | 1/1-18/11-16/9   
| 1/1-18/11-16/9   
| | 1/1-12/11-11/9   
| 1/1-12/11-11/9   
|-
|-
| | 19
| 19
| | 0-5-13
| 0-5-13
| | 1-7/5-6/5
| 1-7/5-6/5
| | otonal
| otonal
| | 13.005800
| 13.005800
| | 1/1-6/5-7/5   
| 1/1-6/5-7/5   
| | 1/1-7/6-5/3   
| 1/1-7/6-5/3   
| | 1/1-10/7-12/7   
| 1/1-10/7-12/7   
|-
|-
| | 20
| 20
| | 0-6-13
| 0-6-13
| | 1-3/2-6/5
| 1-3/2-6/5
| | utonal
| utonal
| | 13.011402
| 13.011402
| | 1/1-6/5-3/2   
| 1/1-6/5-3/2   
| | 1/1-5/4-5/3   
| 1/1-5/4-5/3   
| | 1/1-4/3-8/5   
| 1/1-4/3-8/5   
|-
|-
| | 21
| 21
| | 0-7-13
| 0-7-13
| | 1-8/5-6/5
| 1-8/5-6/5
| | otonal
| otonal
| | 13.022541
| 13.022541
| | 1/1-6/5-8/5   
| 1/1-6/5-8/5   
| | 1/1-4/3-5/3   
| 1/1-4/3-5/3   
| | 1/1-5/4-3/2   
| 1/1-5/4-3/2   
|-
|-
| | 22
| 22
| | 0-8-13
| 0-8-13
| | 1-12/7-6/5
| 1-12/7-6/5
| | utonal
| utonal
| | 13.044565
| 13.044565
| | 1/1-6/5-12/7   
| 1/1-6/5-12/7   
| | 1/1-10/7-5/3   
| 1/1-10/7-5/3   
| | 1/1-7/6-7/5   
| 1/1-7/6-7/5   
|-
|-
| | 23
| 23
| | 0-2-14
| 0-2-14
| | 1-8/7-9/7
| 1-8/7-9/7
| | otonal
| otonal
| | 14.000440
| 14.000440
| | 1/1-8/7-9/7   
| 1/1-8/7-9/7   
| | 1/1-9/8-7/4   
| 1/1-9/8-7/4   
| | 1/1-14/9-16/9   
| 1/1-14/9-16/9   
|-
|-
| | 24
| 24
| | 0-5-14
| 0-5-14
| | 1-7/5-9/7
| 1-7/5-9/7
| | swetismic
| swetismic
| | 14.002903
| 14.002903
| | 1/1-9/7-7/5   
| 1/1-9/7-7/5   
| | 1/1-12/11-14/9   
| 1/1-12/11-14/9   
| | 1/1-10/7-11/6   
| 1/1-10/7-11/6   
|-
|-
| | 25
| 25
| | 0-6-14
| 0-6-14
| | 1-3/2-9/7
| 1-3/2-9/7
| | utonal
| utonal
| | 14.005712
| 14.005712
| | 1/1-9/7-3/2   
| 1/1-9/7-3/2   
| | 1/1-7/6-14/9   
| 1/1-7/6-14/9   
| | 1/1-4/3-12/7   
| 1/1-4/3-12/7   
|-
|-
| | 26
| 26
| | 0-7-14
| 0-7-14
| | 1-8/5-9/7
| 1-8/5-9/7
| | marvel
| marvel
| | 14.011315
| 14.011315
| | 1/1-9/7-8/5   
| 1/1-9/7-8/5   
| | 1/1-5/4-14/9   
| 1/1-5/4-14/9   
| | 1/1-5/4-8/5   
| 1/1-5/4-8/5   
|-
|-
| | 27
| 27
| | 0-8-14
| 0-8-14
| | 1-12/7-9/7
| 1-12/7-9/7
| | otonal
| otonal
| | 14.022455
| 14.022455
| | 1/1-9/7-12/7   
| 1/1-9/7-12/7   
| | 1/1-4/3-14/9   
| 1/1-4/3-14/9   
| | 1/1-7/6-3/2   
| 1/1-7/6-3/2   
|-
|-
| | 28
| 28
| | 0-9-14
| 0-9-14
| | 1-11/6-9/7
| 1-11/6-9/7
| | swetismic
| swetismic
| | 14.04448
| 14.04448
| | 1/1-9/7-11/6   
| 1/1-9/7-11/6   
| | 1/1-10/7-14/9   
| 1/1-10/7-14/9   
| | 1/1-12/11-7/5   
| 1/1-12/11-7/5   
|-
|-
| | 29
| 29
| | 0-12-14
| 0-12-14
| | 1-9/8-9/7
| 1-9/8-9/7
| | utonal
| utonal
| | 14.321999
| 14.321999
| | 1/1-9/8-9/7   
| 1/1-9/8-9/7   
| | 1/1-8/7-16/9   
| 1/1-8/7-16/9   
| | 1/1-14/9-7/4   
| 1/1-14/9-7/4   
|-
|-
| | 30
| 30
| | 0-2-15
| 0-2-15
| | 1-8/7-11/8
| 1-8/7-11/8
| | keenanismic
| keenanismic
| | 15.000220
| 15.000220
| | 1/1-8/7-11/8   
| 1/1-8/7-11/8   
| | 1/1-6/5-7/4   
| 1/1-6/5-7/4   
| | 1/1-16/11-5/3   
| 1/1-16/11-5/3   
|-
|-
| | 31
| 31
| | 0-3-15
| 0-3-15
| | 1-11/9-11/8
| 1-11/9-11/8
| | utonal
| utonal
| | 15.000396
| 15.000396
| | 1/1-11/9-11/8   
| 1/1-11/9-11/8   
| | 1/1-9/8-18/11  
| 1/1-9/8-18/11  
| | 1/1-16/11-16/9   
| 1/1-16/11-16/9   
|-
|-
| | 32
| 32
| | 0-6-15
| 0-6-15
| | 1-3/2-11/8
| 1-3/2-11/8
| | otonal
| otonal
| | 15.002859
| 15.002859
| | 1/1-11/8-3/2   
| 1/1-11/8-3/2   
| | 1/1-12/11-16/11  
| 1/1-12/11-16/11  
| | 1/1-4/3-11/6   
| 1/1-4/3-11/6   
|-
|-
| | 33
| 33
| | 0-7-15
| 0-7-15
| | 1-8/5-11/8
| 1-8/5-11/8
| | keenanismic
| keenanismic
| | 15.005660
| 15.005660
| | 1/1-11/8-8/5   
| 1/1-11/8-8/5   
| | 1/1-7/6-16/11  
| 1/1-7/6-16/11  
| | 1/1-5/4-12/7   
| 1/1-5/4-12/7   
|-
|-
| | 34
| 34
| | 0-8-15
| 0-8-15
| | 1-12/7-11/8
| 1-12/7-11/8
| | keenanismic
| keenanismic
| | 15.011271
| 15.011271
| | 1/1-11/8-12/7   
| 1/1-11/8-12/7   
| | 1/1-5/4-16/11  
| 1/1-5/4-16/11  
| | 1/1-7/6-8/5   
| 1/1-7/6-8/5   
|-
|-
| | 35
| 35
| | 0-9-15
| 0-9-15
| | 1-11/6-11/8
| 1-11/6-11/8
| | utonal
| utonal
| | 15.022411
| 15.022411
| | 1/1-11/8-11/6   
| 1/1-11/8-11/6   
| | 1/1-4/3-16/11  
| 1/1-4/3-16/11  
| | 1/1-12/11-3/2   
| 1/1-12/11-3/2   
|-
|-
| | 36
| 36
| | 0-12-15
| 0-12-15
| | 1-9/8-11/8
| 1-9/8-11/8
| | otonal
| otonal
| | 15.169964
| 15.169964
| | 1/1-9/8-11/8   
| 1/1-9/8-11/8   
| | 1/1-11/9-16/9   
| 1/1-11/9-16/9   
| | 1/1-16/11-18/11  
| 1/1-16/11-18/11  
|-
|-
| | 37
| 37
| | 0-13-15
| 0-13-15
| | 1-6/5-11/8
| 1-6/5-11/8
| | keenanismic
| keenanismic
| | 15.321963
| 15.321963
| | 1/1-6/5-11/8   
| 1/1-6/5-11/8   
| | 1/1-8/7-5/3   
| 1/1-8/7-5/3   
| | 1/1-16/11-7/4   
| 1/1-16/11-7/4   
|-
|-
| | 38
| 38
| | 0-2-17
| 0-2-17
| | 1-8/7-11/7
| 1-8/7-11/7
| | otonal
| otonal
| | 17.000055
| 17.000055
| | 1/1-8/7-11/7   
| 1/1-8/7-11/7   
| | 1/1-11/8-7/4   
| 1/1-11/8-7/4   
| | 1/1-14/11-16/11  
| 1/1-14/11-16/11  
|-
|-
| | 39
| 39
| | 0-3-17
| 0-3-17
| | 1-11/9-11/7
| 1-11/9-11/7
| | utonal
| utonal
| | 17.000099
| 17.000099
| | 1/1-11/9-11/7   
| 1/1-11/9-11/7   
| | 1/1-9/7-18/11  
| 1/1-9/7-18/11  
| | 1/1-14/11-14/9   
| 1/1-14/11-14/9   
|-
|-
| | 40
| 40
| | 0-5-17
| 0-5-17
| | 1-7/5-11/7
| 1-7/5-11/7
| | werckismic
| werckismic
| | 17.000363
| 17.000363
| | 1/1-7/5-11/7   
| 1/1-7/5-11/7   
| | 1/1-9/8-10/7   
| 1/1-9/8-10/7   
| | 1/1-14/11-16/9   
| 1/1-14/11-16/9   
|-
|-
| | 41
| 41
| | 0-8-17
| 0-8-17
| | 1-12/7-11/7
| 1-12/7-11/7
| | otonal
| otonal
| | 17.002826
| 17.002826
| | 1/1-11/7-12/7   
| 1/1-11/7-12/7   
| | 1/1-12/11-14/11  
| 1/1-12/11-14/11  
| | 1/1-7/6-11/6   
| 1/1-7/6-11/6   
|-
|-
| | 42
| 42
| | 0-9-17
| 0-9-17
| | 1-11/6-11/7
| 1-11/6-11/7
| | utonal
| utonal
| | 17.005636
| 17.005636
| | 1/1-11/7-11/6   
| 1/1-11/7-11/6   
| | 1/1-7/6-14/11  
| 1/1-7/6-14/11  
| | 1/1-12/11-12/7   
| 1/1-12/11-12/7   
|-
|-
| | 43
| 43
| | 0-12-17
| 0-12-17
| | 1-9/8-11/7
| 1-9/8-11/7
| | werckismic
| werckismic
| | 17.0444
| 17.0444
| | 1/1-9/8-11/7   
| 1/1-9/8-11/7   
| | 1/1-7/5-16/9   
| 1/1-7/5-16/9   
| | 1/1-14/11-10/7   
| 1/1-14/11-10/7   
|-
|-
| | 44
| 44
| | 0-14-17
| 0-14-17
| | 1-9/7-11/7
| 1-9/7-11/7
| | otonal
| otonal
| | 17.169935
| 17.169935
| | 1/1-9/7-11/7   
| 1/1-9/7-11/7   
| | 1/1-11/9-14/9   
| 1/1-11/9-14/9   
| | 1/1-14/11-18/11  
| 1/1-14/11-18/11  
|-
|-
| | 45
| 45
| | 0-15-17
| 0-15-17
| | 1-11/8-11/7
| 1-11/8-11/7
| | utonal
| utonal
| | 17.321937
| 17.321937
| | 1/1-11/8-11/7   
| 1/1-11/8-11/7   
| | 1/1-8/7-16/11  
| 1/1-8/7-16/11  
| | 1/1-14/11-7/4   
| 1/1-14/11-7/4   
|-
|-
| | 46
| 46
| | 0-2-19
| 0-2-19
| | 1-8/7-9/5
| 1-8/7-9/5
| | werckismic
| werckismic
| | 19.000014
| 19.000014
| | 1/1-8/7-9/5   
| 1/1-8/7-9/5   
| | 1/1-11/7-7/4   
| 1/1-11/7-7/4   
| | 1/1-10/9-14/11  
| 1/1-10/9-14/11  
|-
|-
| | 47
| 47
| | 0-5-19
| 0-5-19
| | 1-7/5-9/5
| 1-7/5-9/5
| | otonal
| otonal
| | 19.000091
| 19.000091
| | 1/1-7/5-9/5   
| 1/1-7/5-9/5   
| | 1/1-9/7-10/7   
| 1/1-9/7-10/7   
| | 1/1-10/9-14/9   
| 1/1-10/9-14/9   
|-
|-
| | 48
| 48
| | 0-6-19
| 0-6-19
| | 1-3/2-9/5
| 1-3/2-9/5
| | utonal
| utonal
| | 19.000179
| 19.000179
| | 1/1-3/2-9/5   
| 1/1-3/2-9/5   
| | 1/1-6/5-4/3   
| 1/1-6/5-4/3   
| | 1/1-10/9-5/3   
| 1/1-10/9-5/3   
|-
|-
| | 49
| 49
| | 0-7-19
| 0-7-19
| | 1-8/5-9/5
| 1-8/5-9/5
| | otonal
| otonal
| | 19.000355
| 19.000355
| | 1/1-8/5-9/5   
| 1/1-8/5-9/5   
| | 1/1-9/8-5/4   
| 1/1-9/8-5/4   
| | 1/1-10/9-16/9   
| 1/1-10/9-16/9   
|-
|-
| | 50
| 50
| | 0-12-19
| 0-12-19
| | 1-9/8-9/5
| 1-9/8-9/5
| | utonal
| utonal
| | 19.011230
| 19.011230
| | 1/1-9/8-9/5   
| 1/1-9/8-9/5   
| | 1/1-8/5-16/9   
| 1/1-8/5-16/9   
| | 1/1-10/9-5/4   
| 1/1-10/9-5/4   
|-
|-
| | 51
| 51
| | 0-13-19
| 0-13-19
| | 1-6/5-9/5
| 1-6/5-9/5
| | otonal
| otonal
| | 19.022371
| 19.022371
| | 1/1-6/5-9/5   
| 1/1-6/5-9/5   
| | 1/1-3/2-5/3   
| 1/1-3/2-5/3   
| | 1/1-10/9-4/3   
| 1/1-10/9-4/3   
|-
|-
| | 52
| 52
| | 0-14-19
| 0-14-19
| | 1-9/7-9/5
| 1-9/7-9/5
| | utonal
| utonal
| | 19.044397
| 19.044397
| | 1/1-9/7-9/5   
| 1/1-9/7-9/5   
| | 1/1-7/5-14/9   
| 1/1-7/5-14/9   
| | 1/1-10/9-10/7   
| 1/1-10/9-10/7   
|-
|-
| | 53
| 53
| | 0-17-19
| 0-17-19
| | 1-11/7-9/5
| 1-11/7-9/5
| | werckismic
| werckismic
| | 19.321930
| 19.321930
| | 1/1-11/7-9/5   
| 1/1-11/7-9/5   
| | 1/1-8/7-14/11  
| 1/1-8/7-14/11  
| | 1/1-10/9-7/4   
| 1/1-10/9-7/4   
|-
|-
| | 54
| 54
| | 0-3-22
| 0-3-22
| | 1-11/9-11/10
| 1-11/9-11/10
| | utonal
| utonal
| | 22.000003
| 22.000003
| | 1/1-11/10-11/9   
| 1/1-11/10-11/9   
| | 1/1-10/9-20/11  
| 1/1-10/9-20/11  
| | 1/1-18/11-9/5   
| 1/1-18/11-9/5   
|-
|-
| | 55
| 55
| | 0-5-22
| 0-5-22
| | 1-7/5-11/10
| 1-7/5-11/10
| | otonal
| otonal
| | 22.000011
| 22.000011
| | 1/1-11/10-7/5   
| 1/1-11/10-7/5   
| | 1/1-14/11-20/11  
| 1/1-14/11-20/11  
| | 1/1-10/7-11/7   
| 1/1-10/7-11/7   
|-
|-
| | 56
| 56
| | 0-7-22
| 0-7-22
| | 1-8/5-11/10
| 1-8/5-11/10
| | otonal
| otonal
| | 22.000044
| 22.000044
| | 1/1-11/10-8/5   
| 1/1-11/10-8/5   
| | 1/1-16/11-20/11  
| 1/1-16/11-20/11  
| | 1/1-5/4-11/8   
| 1/1-5/4-11/8   
|-
|-
| | 57
| 57
| | 0-8-22
| 0-8-22
| | 1-12/7-11/10
| 1-12/7-11/10
| | swetismic
| swetismic
| | 22.000088
| 22.000088
| | 1/1-11/10-12/7   
| 1/1-11/10-12/7   
| | 1/1-14/9-20/11  
| 1/1-14/9-20/11  
| | 1/1-7/6-9/7   
| 1/1-7/6-9/7   
|-
|-
| | 58
| 58
| | 0-9-22
| 0-9-22
| | 1-11/6-11/10
| 1-11/6-11/10
| | utonal
| utonal
| | 22.000176
| 22.000176
| | 1/1-11/10-11/6   
| 1/1-11/10-11/6   
| | 1/1-5/3-20/11  
| 1/1-5/3-20/11  
| | 1/1-12/11-6/5   
| 1/1-12/11-6/5   
|-
|-
| | 59
| 59
| | 0-13-22
| 0-13-22
| | 1-6/5-11/10
| 1-6/5-11/10
| | otonal
| otonal
| | 22.002815
| 22.002815
| | 1/1-11/10-6/5   
| 1/1-11/10-6/5   
| | 1/1-12/11-20/11  
| 1/1-12/11-20/11  
| | 1/1-5/3-11/6   
| 1/1-5/3-11/6   
|-
|-
| | 60
| 60
| | 0-14-22
| 0-14-22
| | 1-9/7-11/10
| 1-9/7-11/10
| | swetismic
| swetismic
| | 22.005625
| 22.005625
| | 1/1-11/10-9/7   
| 1/1-11/10-9/7   
| | 1/1-7/6-20/11  
| 1/1-7/6-20/11  
| | 1/1-14/9-12/7   
| 1/1-14/9-12/7   
|-
|-
| | 61
| 61
| | 0-15-22
| 0-15-22
| | 1-11/8-11/10
| 1-11/8-11/10
| | utonal
| utonal
| | 22.011228
| 22.011228
| | 1/1-11/10-11/8   
| 1/1-11/10-11/8   
| | 1/1-5/4-20/11  
| 1/1-5/4-20/11  
| | 1/1-16/11-8/5   
| 1/1-16/11-8/5   
|-
|-
| | 62
| 62
| | 0-17-22
| 0-17-22
| | 1-11/7-11/10
| 1-11/7-11/10
| | utonal
| utonal
| | 22.044394
| 22.044394
| | 1/1-11/10-11/7   
| 1/1-11/10-11/7   
| | 1/1-10/7-20/11  
| 1/1-10/7-20/11  
| | 1/1-14/11-7/5   
| 1/1-14/11-7/5   
|-
|-
| | 63
| 63
| | 0-19-22
| 0-19-22
| | 1-9/5-11/10
| 1-9/5-11/10
| | otonal
| otonal
| | 22.169925
| 22.169925
| | 1/1-11/10-9/5   
| 1/1-11/10-9/5   
| | 1/1-18/11-20/11  
| 1/1-18/11-20/11  
| | 1/1-10/9-11/9   
| 1/1-10/9-11/9   
|}
|}


=Tetrads=
== Tetrads ==
 
{| class="wikitable center-1"
{| class="wikitable"
|-
|-
| | Number
! #
| | Chord
! Chord
| | Transversal
! Transversal
| | Type
! Type
| | Hash
! Hash
| | As generated
! As generated
| | First inversion
! First inversion
| | Second inversion
! Second inversion
| | Third inversion
! Third inversion
|-
|-
| | 1
| 1
| | 0-2-5-7
| 0-2-5-7
| | 1-8/7-7/5-8/5
| 1-8/7-7/5-8/5
| | werckismic
| werckismic
| | 7.366322
| 7.366322
| | 1/1-8/7-7/5-8/5   
| 1/1-8/7-7/5-8/5   
| | 1/1-11/9-7/5-7/4   
| 1/1-11/9-7/5-7/4   
| | 1/1-8/7-10/7-18/11  
| 1/1-8/7-10/7-18/11  
| | 1/1-5/4-10/7-7/4   
| 1/1-5/4-10/7-7/4   
|-
|-
| | 2
| 2
| | 0-2-5-8
| 0-2-5-8
| | 1-8/7-7/5-12/7
| 1-8/7-7/5-12/7
| | jove
| jove
| | 8.194757
| 8.194757
| | 1/1-8/7-7/5-12/7   
| 1/1-8/7-7/5-12/7   
| | 1/1-11/9-3/2-7/4   
| 1/1-11/9-3/2-7/4   
| | 1/1-11/9-10/7-18/11  
| 1/1-11/9-10/7-18/11  
| | 1/1-7/6-4/3-18/11  
| 1/1-7/6-4/3-18/11  
|-
|-
| | 3
| 3
| | 0-3-5-8
| 0-3-5-8
| | 1-11/9-7/5-12/7
| 1-11/9-7/5-12/7
| | jove
| jove
| | 8.214319
| 8.214319
| | 1/1-11/9-7/5-12/7   
| 1/1-11/9-7/5-12/7   
| | 1/1-8/7-7/5-18/11  
| 1/1-8/7-7/5-18/11  
| | 1/1-11/9-10/7-7/4   
| 1/1-11/9-10/7-7/4   
| | 1/1-7/6-10/7-18/11  
| 1/1-7/6-10/7-18/11  
|-
|-
| | 4
| 4
| | 0-3-6-8
| 0-3-6-8
| | 1-11/9-3/2-12/7
| 1-11/9-3/2-12/7
| | jove
| jove
| | 8.361944
| 8.361944
| | 1/1-11/9-3/2-12/7   
| 1/1-11/9-3/2-12/7   
| | 1/1-11/9-7/5-18/11  
| 1/1-11/9-7/5-18/11  
| | 1/1-8/7-4/3-18/11  
| 1/1-8/7-4/3-18/11  
| | 1/1-7/6-10/7-7/4   
| 1/1-7/6-10/7-7/4   
|-
|-
| | 5
| 5
| | 0-3-6-9
| 0-3-6-9
| | 1-11/9-3/2-11/6
| 1-11/9-3/2-11/6
| | rastmic
| rastmic
| | 9.192293
| 9.192293
| | 1/1-11/9-3/2-11/6   
| 1/1-11/9-3/2-11/6   
| | 1/1-11/9-3/2-18/11  
| 1/1-11/9-3/2-18/11  
| | 1/1-11/9-4/3-18/11  
| 1/1-11/9-4/3-18/11  
| | 1/1-12/11-4/3-18/11  
| 1/1-12/11-4/3-18/11  
|-
|-
| | 6
| 6
| | 0-2-7-9
| 0-2-7-9
| | 1-8/7-8/5-11/6
| 1-8/7-8/5-11/6
| | keenanismic
| keenanismic
| | 9.333155
| 9.333155
| | 1/1-8/7-8/5-11/6   
| 1/1-8/7-8/5-11/6   
| | 1/1-7/5-8/5-7/4   
| 1/1-7/5-8/5-7/4   
| | 1/1-8/7-5/4-10/7   
| 1/1-8/7-5/4-10/7   
| | 1/1-12/11-5/4-7/4   
| 1/1-12/11-5/4-7/4   
|-
|-
| | 7
| 7
| | 0-3-5-12
| 0-3-5-12
| | 1-11/9-7/5-9/8
| 1-11/9-7/5-9/8
| | miracle
| miracle
| | 12.014369
| 12.014369
| | 1/1-9/8-11/9-7/5   
| 1/1-9/8-11/9-7/5   
| | 1/1-12/11-5/4-16/9   
| 1/1-12/11-5/4-16/9   
| | 1/1-8/7-18/11-11/6   
| 1/1-8/7-18/11-11/6   
| | 1/1-10/7-8/5-7/4   
| 1/1-10/7-8/5-7/4   
|-
|-
| | 8
| 8
| | 0-3-6-12
| 0-3-6-12
| | 1-11/9-3/2-9/8
| 1-11/9-3/2-9/8
| | rastmic
| rastmic
| | 12.025486
| 12.025486
| | 1/1-9/8-11/9-3/2   
| 1/1-9/8-11/9-3/2   
| | 1/1-12/11-4/3-16/9   
| 1/1-12/11-4/3-16/9   
| | 1/1-11/9-18/11-11/6   
| 1/1-11/9-18/11-11/6   
| | 1/1-4/3-3/2-18/11  
| 1/1-4/3-3/2-18/11  
|-
|-
| | 9
| 9
| | 0-5-7-12
| 0-5-7-12
| | 1-7/5-8/5-9/8
| 1-7/5-8/5-9/8
| | marvel
| marvel
| | 12.055621
| 12.055621
| | 1/1-9/8-7/5-8/5   
| 1/1-9/8-7/5-8/5   
| | 1/1-5/4-10/7-16/9   
| 1/1-5/4-10/7-16/9   
| | 1/1-8/7-10/7-8/5   
| 1/1-8/7-10/7-8/5   
| | 1/1-5/4-7/5-7/4   
| 1/1-5/4-7/5-7/4   
|-
|-
| | 10
| 10
| | 0-3-9-12
| 0-3-9-12
| | 1-11/9-11/6-9/8
| 1-11/9-11/6-9/8
| | rastmic
| rastmic
| | 12.172740
| 12.172740
| | 1/1-9/8-11/9-11/6   
| 1/1-9/8-11/9-11/6   
| | 1/1-12/11-18/11-16/9   
| 1/1-12/11-18/11-16/9   
| | 1/1-3/2-18/11-11/6   
| 1/1-3/2-18/11-11/6   
| | 1/1-12/11-11/9-4/3   
| 1/1-12/11-11/9-4/3   
|-
|-
| | 11
| 11
| | 0-6-9-12
| 0-6-9-12
| | 1-3/2-11/6-9/8
| 1-3/2-11/6-9/8
| | rastmic
| rastmic
| | 12.190133
| 12.190133
| | 1/1-9/8-3/2-11/6   
| 1/1-9/8-3/2-11/6   
| | 1/1-4/3-18/11-16/9   
| 1/1-4/3-18/11-16/9   
| | 1/1-11/9-4/3-3/2   
| 1/1-11/9-4/3-3/2   
| | 1/1-12/11-11/9-18/11  
| 1/1-12/11-11/9-18/11  
|-
|-
| | 12
| 12
| | 0-7-9-12
| 0-7-9-12
| | 1-8/5-11/6-9/8
| 1-8/5-11/6-9/8
| | miracle
| miracle
| | 12.209758
| 12.209758
| | 1/1-9/8-8/5-11/6   
| 1/1-9/8-8/5-11/6   
| | 1/1-10/7-18/11-16/9   
| 1/1-10/7-18/11-16/9   
| | 1/1-8/7-5/4-7/5   
| 1/1-8/7-5/4-7/5   
| | 1/1-12/11-11/9-7/4   
| 1/1-12/11-11/9-7/4   
|-
|-
| | 13
| 13
| | 0-5-7-13
| 0-5-7-13
| | 1-7/5-8/5-6/5
| 1-7/5-8/5-6/5
| | otonal
| otonal
| | 13.028079
| 13.028079
| | 1/1-6/5-7/5-8/5   
| 1/1-6/5-7/5-8/5   
| | 1/1-7/6-4/3-5/3   
| 1/1-7/6-4/3-5/3   
| | 1/1-8/7-10/7-12/7   
| 1/1-8/7-10/7-12/7   
| | 1/1-5/4-3/2-7/4   
| 1/1-5/4-3/2-7/4   
|-
|-
| | 14
| 14
| | 0-5-8-13
| 0-5-8-13
| | 1-7/5-12/7-6/5
| 1-7/5-12/7-6/5
| | swetismic
| swetismic
| | 13.050019
| 13.050019
| | 1/1-6/5-7/5-12/7   
| 1/1-6/5-7/5-12/7   
| | 1/1-7/6-10/7-5/3   
| 1/1-7/6-10/7-5/3   
| | 1/1-11/9-10/7-12/7   
| 1/1-11/9-10/7-12/7   
| | 1/1-7/6-7/5-18/11  
| 1/1-7/6-7/5-18/11  
|-
|-
| | 15
| 15
| | 0-6-8-13
| 0-6-8-13
| | 1-3/2-12/7-6/5
| 1-3/2-12/7-6/5
| | utonal
| utonal
| | 13.055452
| 13.055452
| | 1/1-6/5-3/2-12/7   
| 1/1-6/5-3/2-12/7   
| | 1/1-5/4-10/7-5/3   
| 1/1-5/4-10/7-5/3   
| | 1/1-8/7-4/3-8/5   
| 1/1-8/7-4/3-8/5   
| | 1/1-7/6-7/5-7/4   
| 1/1-7/6-7/5-7/4   
|-
|-
| | 16
| 16
| | 0-2-5-14
| 0-2-5-14
| | 1-8/7-7/5-9/7
| 1-8/7-7/5-9/7
| | jove
| jove
| | 14.003254
| 14.003254
| | 1/1-8/7-9/7-7/5   
| 1/1-8/7-9/7-7/5   
| | 1/1-9/8-11/9-7/4   
| 1/1-9/8-11/9-7/4   
| | 1/1-12/11-14/9-16/9   
| 1/1-12/11-14/9-16/9   
| | 1/1-10/7-18/11-11/6   
| 1/1-10/7-18/11-11/6   
|-
|-
| | 17
| 17
| | 0-2-7-14
| 0-2-7-14
| | 1-8/7-8/5-9/7
| 1-8/7-8/5-9/7
| | marvel
| marvel
| | 14.011664
| 14.011664
| | 1/1-8/7-9/7-8/5   
| 1/1-8/7-9/7-8/5   
| | 1/1-9/8-7/5-7/4   
| 1/1-9/8-7/5-7/4   
| | 1/1-5/4-14/9-16/9   
| 1/1-5/4-14/9-16/9   
| | 1/1-5/4-10/7-8/5   
| 1/1-5/4-10/7-8/5   
|-
|-
| | 18
| 18
| | 0-5-7-14
| 0-5-7-14
| | 1-7/5-8/5-9/7
| 1-7/5-8/5-9/7
| | unimarvel
| unimarvel
| | 14.014108
| 14.014108
| | 1/1-9/7-7/5-8/5   
| 1/1-9/7-7/5-8/5   
| | 1/1-12/11-5/4-14/9   
| 1/1-12/11-5/4-14/9   
| | 1/1-8/7-10/7-11/6   
| 1/1-8/7-10/7-11/6   
| | 1/1-5/4-8/5-7/4   
| 1/1-5/4-8/5-7/4   
|-
|-
| | 19
| 19
| | 0-2-8-14
| 0-2-8-14
| | 1-8/7-12/7-9/7
| 1-8/7-12/7-9/7
| | otonal
| otonal
| | 14.022801
| 14.022801
| | 1/1-8/7-9/7-12/7   
| 1/1-8/7-9/7-12/7   
| | 1/1-9/8-3/2-7/4   
| 1/1-9/8-3/2-7/4   
| | 1/1-4/3-14/9-16/9   
| 1/1-4/3-14/9-16/9   
| | 1/1-7/6-4/3-3/2   
| 1/1-7/6-4/3-3/2   
|-
|-
| | 20
| 20
| | 0-5-8-14
| 0-5-8-14
| | 1-7/5-12/7-9/7
| 1-7/5-12/7-9/7
| | swetismic
| swetismic
| | 14.025226
| 14.025226
| | 1/1-9/7-7/5-12/7   
| 1/1-9/7-7/5-12/7   
| | 1/1-12/11-4/3-14/9   
| 1/1-12/11-4/3-14/9   
| | 1/1-11/9-10/7-11/6   
| 1/1-11/9-10/7-11/6   
| | 1/1-7/6-3/2-18/11  
| 1/1-7/6-3/2-18/11  
|-
|-
| | 21
| 21
| | 0-6-8-14
| 0-6-8-14
| | 1-3/2-12/7-9/7
| 1-3/2-12/7-9/7
| | ambitonal
| ambitonal
| | 14.027992
| 14.027992
| | 1/1-9/7-3/2-12/7   
| 1/1-9/7-3/2-12/7   
| | 1/1-7/6-4/3-14/9   
| 1/1-7/6-4/3-14/9   
| | 1/1-8/7-4/3-12/7   
| 1/1-8/7-4/3-12/7   
| | 1/1-7/6-3/2-7/4   
| 1/1-7/6-3/2-7/4   
|-
|-
| | 22
| 22
| | 0-2-9-14
| 0-2-9-14
| | 1-8/7-11/6-9/7
| 1-8/7-11/6-9/7
| | unimarvel
| unimarvel
| | 14.044821
| 14.044821
| | 1/1-8/7-9/7-11/6   
| 1/1-8/7-9/7-11/6   
| | 1/1-9/8-8/5-7/4   
| 1/1-9/8-8/5-7/4   
| | 1/1-10/7-14/9-16/9   
| 1/1-10/7-14/9-16/9   
| | 1/1-12/11-5/4-7/5   
| 1/1-12/11-5/4-7/5   
|-
|-
| | 23
| 23
| | 0-6-9-14
| 0-6-9-14
| | 1-3/2-11/6-9/7
| 1-3/2-11/6-9/7
| | swetismic
| swetismic
| | 14.049934
| 14.049934
| | 1/1-9/7-3/2-11/6   
| 1/1-9/7-3/2-11/6   
| | 1/1-7/6-10/7-14/9   
| 1/1-7/6-10/7-14/9   
| | 1/1-11/9-4/3-12/7   
| 1/1-11/9-4/3-12/7   
| | 1/1-12/11-7/5-18/11  
| 1/1-12/11-7/5-18/11  
|-
|-
| | 24
| 24
| | 0-7-9-14
| 0-7-9-14
| | 1-8/5-11/6-9/7
| 1-8/5-11/6-9/7
| | unimarvel
| unimarvel
| | 14.055367
| 14.055367
| | 1/1-9/7-8/5-11/6   
| 1/1-9/7-8/5-11/6   
| | 1/1-5/4-10/7-14/9   
| 1/1-5/4-10/7-14/9   
| | 1/1-8/7-5/4-8/5   
| 1/1-8/7-5/4-8/5   
| | 1/1-12/11-7/5-7/4   
| 1/1-12/11-7/5-7/4   
|-
|-
| | 25
| 25
| | 0-5-12-14
| 0-5-12-14
| | 1-7/5-9/8-9/7
| 1-7/5-9/8-9/7
| | unimarvel
| unimarvel
| | 14.324251
| 14.324251
| | 1/1-9/8-9/7-7/5   
| 1/1-9/8-9/7-7/5   
| | 1/1-8/7-5/4-16/9   
| 1/1-8/7-5/4-16/9   
| | 1/1-12/11-14/9-7/4   
| 1/1-12/11-14/9-7/4   
| | 1/1-10/7-8/5-11/6   
| 1/1-10/7-8/5-11/6   
|-
|-
| | 26
| 26
| | 0-6-12-14
| 0-6-12-14
| | 1-3/2-9/8-9/7
| 1-3/2-9/8-9/7
| | utonal
| utonal
| | 14.326500
| 14.326500
| | 1/1-9/8-9/7-3/2   
| 1/1-9/8-9/7-3/2   
| | 1/1-8/7-4/3-16/9   
| 1/1-8/7-4/3-16/9   
| | 1/1-7/6-14/9-7/4   
| 1/1-7/6-14/9-7/4   
| | 1/1-4/3-3/2-12/7   
| 1/1-4/3-3/2-12/7   
|-
|-
| | 27
| 27
| | 0-7-12-14
| 0-7-12-14
| | 1-8/5-9/8-9/7
| 1-8/5-9/8-9/7
| | marvel
| marvel
| | 14.330987
| 14.330987
| | 1/1-9/8-9/7-8/5   
| 1/1-9/8-9/7-8/5   
| | 1/1-8/7-10/7-16/9   
| 1/1-8/7-10/7-16/9   
| | 1/1-5/4-14/9-7/4   
| 1/1-5/4-14/9-7/4   
| | 1/1-5/4-7/5-8/5   
| 1/1-5/4-7/5-8/5   
|-
|-
| | 28
| 28
| | 0-9-12-14
| 0-9-12-14
| | 1-11/6-9/8-9/7
| 1-11/6-9/8-9/7
| | jove
| jove
| | 14.357621
| 14.357621
| | 1/1-9/8-9/7-11/6   
| 1/1-9/8-9/7-11/6   
| | 1/1-8/7-18/11-16/9   
| 1/1-8/7-18/11-16/9   
| | 1/1-10/7-14/9-7/4   
| 1/1-10/7-14/9-7/4   
| | 1/1-12/11-11/9-7/5   
| 1/1-12/11-11/9-7/5   
|-
|-
| | 29
| 29
| | 0-3-6-15
| 0-3-6-15
| | 1-11/9-3/2-11/8
| 1-11/9-3/2-11/8
| | rastmic
| rastmic
| | 15.003210
| 15.003210
| | 1/1-11/9-11/8-3/2   
| 1/1-11/9-11/8-3/2   
| | 1/1-9/8-11/9-18/11  
| 1/1-9/8-11/9-18/11  
| | 1/1-12/11-16/11-16/9   
| 1/1-12/11-16/11-16/9   
| | 1/1-4/3-18/11-11/6   
| 1/1-4/3-18/11-11/6   
|-
|-
| | 30
| 30
| | 0-2-7-15
| 0-2-7-15
| | 1-8/7-8/5-11/8
| 1-8/7-8/5-11/8
| | keenanismic
| keenanismic
| | 15.005844
| 15.005844
| | 1/1-8/7-11/8-8/5   
| 1/1-8/7-11/8-8/5   
| | 1/1-6/5-7/5-7/4   
| 1/1-6/5-7/5-7/4   
| | 1/1-7/6-16/11-5/3   
| 1/1-7/6-16/11-5/3   
| | 1/1-5/4-10/7-12/7   
| 1/1-5/4-10/7-12/7   
|-
|-
| | 31
| 31
| | 0-2-8-15
| 0-2-8-15
| | 1-8/7-12/7-11/8
| 1-8/7-12/7-11/8
| | keenanismic
| keenanismic
| | 15.011446
| 15.011446
| | 1/1-8/7-11/8-12/7   
| 1/1-8/7-11/8-12/7   
| | 1/1-6/5-3/2-7/4   
| 1/1-6/5-3/2-7/4   
| | 1/1-5/4-16/11-5/3   
| 1/1-5/4-16/11-5/3   
| | 1/1-7/6-4/3-8/5   
| 1/1-7/6-4/3-8/5   
|-
|-
| | 32
| 32
| | 0-3-8-15
| 0-3-8-15
| | 1-11/9-12/7-11/8
| 1-11/9-12/7-11/8
| | unimarvel
| unimarvel
| | 15.011620
| 15.011620
| | 1/1-11/9-11/8-12/7   
| 1/1-11/9-11/8-12/7   
| | 1/1-9/8-7/5-18/11  
| 1/1-9/8-7/5-18/11  
| | 1/1-5/4-16/11-16/9   
| 1/1-5/4-16/11-16/9   
| | 1/1-7/6-10/7-8/5   
| 1/1-7/6-10/7-8/5   
|-
|-
| | 33
| 33
| | 0-6-8-15
| 0-6-8-15
| | 1-3/2-12/7-11/8
| 1-3/2-12/7-11/8
| | keenanismic
| keenanismic
| | 15.014064
| 15.014064
| | 1/1-11/8-3/2-12/7   
| 1/1-11/8-3/2-12/7   
| | 1/1-12/11-5/4-16/11  
| 1/1-12/11-5/4-16/11  
| | 1/1-8/7-4/3-11/6   
| 1/1-8/7-4/3-11/6   
| | 1/1-7/6-8/5-7/4   
| 1/1-7/6-8/5-7/4   
|-
|-
| | 34
| 34
| | 0-2-9-15
| 0-2-9-15
| | 1-8/7-11/6-11/8
| 1-8/7-11/6-11/8
| | keenanismic
| keenanismic
| | 15.022585
| 15.022585
| | 1/1-8/7-11/8-11/6   
| 1/1-8/7-11/8-11/6   
| | 1/1-6/5-8/5-7/4   
| 1/1-6/5-8/5-7/4   
| | 1/1-4/3-16/11-5/3   
| 1/1-4/3-16/11-5/3   
| | 1/1-12/11-5/4-3/2   
| 1/1-12/11-5/4-3/2   
|-
|-
| | 35
| 35
| | 0-3-9-15
| 0-3-9-15
| | 1-11/9-11/6-11/8
| 1-11/9-11/6-11/8
| | utonal
| utonal
| | 15.022758
| 15.022758
| | 1/1-11/9-11/8-11/6   
| 1/1-11/9-11/8-11/6   
| | 1/1-9/8-3/2-18/11  
| 1/1-9/8-3/2-18/11  
| | 1/1-4/3-16/11-16/9   
| 1/1-4/3-16/11-16/9   
| | 1/1-12/11-4/3-3/2   
| 1/1-12/11-4/3-3/2   
|-
|-
| | 36
| 36
| | 0-6-9-15
| 0-6-9-15
| | 1-3/2-11/6-11/8
| 1-3/2-11/6-11/8
| | ambitonal
| ambitonal
| | 15.025183
| 15.025183
| | 1/1-11/8-3/2-11/6   
| 1/1-11/8-3/2-11/6   
| | 1/1-12/11-4/3-16/11  
| 1/1-12/11-4/3-16/11  
| | 1/1-11/9-4/3-11/6   
| 1/1-11/9-4/3-11/6   
| | 1/1-12/11-3/2-18/11  
| 1/1-12/11-3/2-18/11  
|-
|-
| | 37
| 37
| | 0-7-9-15
| 0-7-9-15
| | 1-8/5-11/6-11/8
| 1-8/5-11/6-11/8
| | keenanismic
| keenanismic
| | 15.027949
| 15.027949
| | 1/1-11/8-8/5-11/6   
| 1/1-11/8-8/5-11/6   
| | 1/1-7/6-4/3-16/11  
| 1/1-7/6-4/3-16/11  
| | 1/1-8/7-5/4-12/7   
| 1/1-8/7-5/4-12/7   
| | 1/1-12/11-3/2-7/4   
| 1/1-12/11-3/2-7/4   
|-
|-
| | 38
| 38
| | 0-3-12-15
| 0-3-12-15
| | 1-11/9-9/8-11/8
| 1-11/9-9/8-11/8
| | rastmic
| rastmic
| | 15.170277
| 15.170277
| | 1/1-9/8-11/9-11/8   
| 1/1-9/8-11/9-11/8   
| | 1/1-11/10-11/9-16/9   
| 1/1-11/10-11/9-16/9   
| | 1/1-9/8-18/11-11/6   
| 1/1-9/8-18/11-11/6   
| | 1/1-16/11-18/11-16/9   
| 1/1-16/11-18/11-16/9   
|-
|-
| | 39
| 39
| | 0-6-12-15
| 0-6-12-15
| | 1-3/2-9/8-11/8
| 1-3/2-9/8-11/8
| | otonal
| otonal
| | 15.172467
| 15.172467
| | 1/1-9/8-11/8-3/2   
| 1/1-9/8-11/8-3/2   
| | 1/1-11/9-4/3-16/9   
| 1/1-11/9-4/3-16/9   
| | 1/1-12/11-16/11-18/11  
| 1/1-12/11-16/11-18/11  
| | 1/1-4/3-3/2-11/6   
| 1/1-4/3-3/2-11/6   
|-
|-
| | 40
| 40
| | 0-7-12-15
| 0-7-12-15
| | 1-8/5-9/8-11/8
| 1-8/5-9/8-11/8
| | unimarvel
| unimarvel
| | 15.174965
| 15.174965
| | 1/1-9/8-11/8-8/5   
| 1/1-9/8-11/8-8/5   
| | 1/1-11/9-10/7-16/9   
| 1/1-11/9-10/7-16/9   
| | 1/1-7/6-16/11-18/11  
| 1/1-7/6-16/11-18/11  
| | 1/1-5/4-7/5-12/7   
| 1/1-5/4-7/5-12/7   
|-
|-
| | 41
| 41
| | 0-9-12-15
| 0-9-12-15
| | 1-11/6-9/8-11/8
| 1-11/6-9/8-11/8
| | rastmic
| rastmic
| | 15.189863
| 15.189863
| | 1/1-9/8-11/8-11/6   
| 1/1-9/8-11/8-11/6   
| | 1/1-11/9-18/11-16/9   
| 1/1-11/9-18/11-16/9   
| | 1/1-4/3-16/11-18/11  
| 1/1-4/3-16/11-18/11  
| | 1/1-12/11-11/9-3/2   
| 1/1-12/11-11/9-3/2   
|-
|-
| | 42
| 42
| | 0-6-13-15
| 0-6-13-15
| | 1-3/2-6/5-11/8
| 1-3/2-6/5-11/8
| | keenanismic
| keenanismic
| | 15.324216
| 15.324216
| | 1/1-6/5-11/8-3/2   
| 1/1-6/5-11/8-3/2   
| | 1/1-8/7-5/4-5/3   
| 1/1-8/7-5/4-5/3   
| | 1/1-12/11-16/11-7/4   
| 1/1-12/11-16/11-7/4   
| | 1/1-4/3-8/5-11/6   
| 1/1-4/3-8/5-11/6   
|-
|-
| | 43
| 43
| | 0-7-13-15
| 0-7-13-15
| | 1-8/5-6/5-11/8
| 1-8/5-6/5-11/8
| | keenanismic
| keenanismic
| | 15.326465
| 15.326465
| | 1/1-6/5-11/8-8/5   
| 1/1-6/5-11/8-8/5   
| | 1/1-8/7-4/3-5/3   
| 1/1-8/7-4/3-5/3   
| | 1/1-7/6-16/11-7/4   
| 1/1-7/6-16/11-7/4   
| | 1/1-5/4-3/2-12/7   
| 1/1-5/4-3/2-12/7   
|-
|-
| | 44
| 44
| | 0-8-13-15
| 0-8-13-15
| | 1-12/7-6/5-11/8
| 1-12/7-6/5-11/8
| | keenanismic
| keenanismic
| | 15.330952
| 15.330952
| | 1/1-6/5-11/8-12/7   
| 1/1-6/5-11/8-12/7   
| | 1/1-8/7-10/7-5/3   
| 1/1-8/7-10/7-5/3   
| | 1/1-5/4-16/11-7/4   
| 1/1-5/4-16/11-7/4   
| | 1/1-7/6-7/5-8/5   
| 1/1-7/6-7/5-8/5   
|-
|-
| | 45
| 45
| | 0-2-5-17
| 0-2-5-17
| | 1-8/7-7/5-11/7
| 1-8/7-7/5-11/7
| | werckismic
| werckismic
| | 17.000407
| 17.000407
| | 1/1-8/7-7/5-11/7   
| 1/1-8/7-7/5-11/7   
| | 1/1-11/9-11/8-7/4   
| 1/1-11/9-11/8-7/4   
| | 1/1-9/8-10/7-18/11  
| 1/1-9/8-10/7-18/11  
| | 1/1-14/11-16/11-16/9   
| 1/1-14/11-16/11-16/9   
|-
|-
| | 46
| 46
| | 0-3-5-17
| 0-3-5-17
| | 1-11/9-7/5-11/7
| 1-11/9-7/5-11/7
| | werckismic
| werckismic
| | 17.000451
| 17.000451
| | 1/1-11/9-7/5-11/7   
| 1/1-11/9-7/5-11/7   
| | 1/1-8/7-9/7-18/11  
| 1/1-8/7-9/7-18/11  
| | 1/1-9/8-10/7-7/4   
| 1/1-9/8-10/7-7/4   
| | 1/1-14/11-14/9-16/9   
| 1/1-14/11-14/9-16/9   
|-
|-
| | 47
| 47
| | 0-2-8-17
| 0-2-8-17
| | 1-8/7-12/7-11/7
| 1-8/7-12/7-11/7
| | otonal
| otonal
| | 17.002870
| 17.002870
| | 1/1-8/7-11/7-12/7   
| 1/1-8/7-11/7-12/7   
| | 1/1-11/8-3/2-7/4   
| 1/1-11/8-3/2-7/4   
| | 1/1-12/11-14/11-16/11  
| 1/1-12/11-14/11-16/11  
| | 1/1-7/6-4/3-11/6   
| 1/1-7/6-4/3-11/6   
|-
|-
| | 48
| 48
| | 0-3-8-17
| 0-3-8-17
| | 1-11/9-12/7-11/7
| 1-11/9-12/7-11/7
| | swetismic
| swetismic
| | 17.002914
| 17.002914
| | 1/1-11/9-11/7-12/7   
| 1/1-11/9-11/7-12/7   
| | 1/1-9/7-7/5-18/11  
| 1/1-9/7-7/5-18/11  
| | 1/1-12/11-14/11-14/9   
| 1/1-12/11-14/11-14/9   
| | 1/1-7/6-10/7-11/6   
| 1/1-7/6-10/7-11/6   
|-
|-
| | 49
| 49
| | 0-5-8-17
| 0-5-8-17
| | 1-7/5-12/7-11/7
| 1-7/5-12/7-11/7
| | jove
| jove
| | 17.003177
| 17.003177
| | 1/1-7/5-11/7-12/7   
| 1/1-7/5-11/7-12/7   
| | 1/1-9/8-11/9-10/7   
| 1/1-9/8-11/9-10/7   
| | 1/1-12/11-14/11-16/9   
| 1/1-12/11-14/11-16/9   
| | 1/1-7/6-18/11-11/6   
| 1/1-7/6-18/11-11/6   
|-
|-
| | 50
| 50
| | 0-2-9-17
| 0-2-9-17
| | 1-8/7-11/6-11/7
| 1-8/7-11/6-11/7
| | keenanismic
| keenanismic
| | 17.005679
| 17.005679
| | 1/1-8/7-11/7-11/6   
| 1/1-8/7-11/7-11/6   
| | 1/1-11/8-8/5-7/4   
| 1/1-11/8-8/5-7/4   
| | 1/1-7/6-14/11-16/11  
| 1/1-7/6-14/11-16/11  
| | 1/1-12/11-5/4-12/7   
| 1/1-12/11-5/4-12/7   
|-
|-
| | 51
| 51
| | 0-3-9-17
| 0-3-9-17
| | 1-11/9-11/6-11/7
| 1-11/9-11/6-11/7
| | utonal
| utonal
| | 17.005723
| 17.005723
| | 1/1-11/9-11/7-11/6   
| 1/1-11/9-11/7-11/6   
| | 1/1-9/7-3/2-18/11  
| 1/1-9/7-3/2-18/11  
| | 1/1-7/6-14/11-14/9   
| 1/1-7/6-14/11-14/9   
| | 1/1-12/11-4/3-12/7   
| 1/1-12/11-4/3-12/7   
|-
|-
| | 52
| 52
| | 0-3-12-17
| 0-3-12-17
| | 1-11/9-9/8-11/7
| 1-11/9-9/8-11/7
| | jove
| jove
| | 17.044490
| 17.044490
| | 1/1-9/8-11/9-11/7   
| 1/1-9/8-11/9-11/7   
| | 1/1-12/11-7/5-16/9   
| 1/1-12/11-7/5-16/9   
| | 1/1-9/7-18/11-11/6   
| 1/1-9/7-18/11-11/6   
| | 1/1-14/11-10/7-14/9   
| 1/1-14/11-10/7-14/9   
|-
|-
| | 53
| 53
| | 0-5-12-17
| 0-5-12-17
| | 1-7/5-9/8-11/7
| 1-7/5-9/8-11/7
| | prodigy
| prodigy
| | 17.044746
| 17.044746
| | 1/1-9/8-7/5-11/7   
| 1/1-9/8-7/5-11/7   
| | 1/1-5/4-7/5-16/9   
| 1/1-5/4-7/5-16/9   
| | 1/1-9/8-10/7-8/5   
| 1/1-9/8-10/7-8/5   
| | 1/1-14/11-10/7-16/9   
| 1/1-14/11-10/7-16/9   
|-
|-
| | 54
| 54
| | 0-9-12-17
| 0-9-12-17
| | 1-11/6-9/8-11/7
| 1-11/6-9/8-11/7
| | jove
| jove
| | 17.049859
| 17.049859
| | 1/1-9/8-11/7-11/6   
| 1/1-9/8-11/7-11/6   
| | 1/1-7/5-18/11-16/9   
| 1/1-7/5-18/11-16/9   
| | 1/1-7/6-14/11-10/7   
| 1/1-7/6-14/11-10/7   
| | 1/1-12/11-11/9-12/7   
| 1/1-12/11-11/9-12/7   
|-
|-
| | 55
| 55
| | 0-2-14-17
| 0-2-14-17
| | 1-8/7-9/7-11/7
| 1-8/7-9/7-11/7
| | otonal
| otonal
| | 17.169974
| 17.169974
| | 1/1-8/7-9/7-11/7   
| 1/1-8/7-9/7-11/7   
| | 1/1-9/8-11/8-7/4   
| 1/1-9/8-11/8-7/4   
| | 1/1-11/9-14/9-16/9   
| 1/1-11/9-14/9-16/9   
| | 1/1-14/11-16/11-18/11  
| 1/1-14/11-16/11-18/11  
|-
|-
| | 56
| 56
| | 0-5-14-17
| 0-5-14-17
| | 1-7/5-9/7-11/7
| 1-7/5-9/7-11/7
| | jove
| jove
| | 17.170248
| 17.170248
| | 1/1-9/7-7/5-11/7   
| 1/1-9/7-7/5-11/7   
| | 1/1-12/11-11/9-14/9   
| 1/1-12/11-11/9-14/9   
| | 1/1-9/8-10/7-11/6   
| 1/1-9/8-10/7-11/6   
| | 1/1-14/11-18/11-16/9   
| 1/1-14/11-18/11-16/9   
|-
|-
| | 57
| 57
| | 0-8-14-17
| 0-8-14-17
| | 1-12/7-9/7-11/7
| 1-12/7-9/7-11/7
| | otonal
| otonal
| | 17.172437
| 17.172437
| | 1/1-9/7-11/7-12/7   
| 1/1-9/7-11/7-12/7   
| | 1/1-11/9-4/3-14/9   
| 1/1-11/9-4/3-14/9   
| | 1/1-12/11-14/11-18/11  
| 1/1-12/11-14/11-18/11  
| | 1/1-7/6-3/2-11/6   
| 1/1-7/6-3/2-11/6   
|-
|-
| | 58
| 58
| | 0-9-14-17
| 0-9-14-17
| | 1-11/6-9/7-11/7
| 1-11/6-9/7-11/7
| | swetismic
| swetismic
| | 17.174935
| 17.174935
| | 1/1-9/7-11/7-11/6   
| 1/1-9/7-11/7-11/6   
| | 1/1-11/9-10/7-14/9   
| 1/1-11/9-10/7-14/9   
| | 1/1-7/6-14/11-18/11  
| 1/1-7/6-14/11-18/11  
| | 1/1-12/11-7/5-12/7   
| 1/1-12/11-7/5-12/7   
|-
|-
| | 59
| 59
| | 0-12-14-17
| 0-12-14-17
| | 1-9/8-9/7-11/7
| 1-9/8-9/7-11/7
| | werckismic
| werckismic
| | 17.209463
| 17.209463
| | 1/1-9/8-9/7-11/7   
| 1/1-9/8-9/7-11/7   
| | 1/1-8/7-7/5-16/9   
| 1/1-8/7-7/5-16/9   
| | 1/1-11/9-14/9-7/4   
| 1/1-11/9-14/9-7/4   
| | 1/1-14/11-10/7-18/11  
| 1/1-14/11-10/7-18/11  
|-
|-
| | 60
| 60
| | 0-2-15-17
| 0-2-15-17
| | 1-8/7-11/8-11/7
| 1-8/7-11/8-11/7
| | keenanismic
| keenanismic
| | 17.321972
| 17.321972
| | 1/1-8/7-11/8-11/7   
| 1/1-8/7-11/8-11/7   
| | 1/1-6/5-11/8-7/4   
| 1/1-6/5-11/8-7/4   
| | 1/1-8/7-16/11-5/3   
| 1/1-8/7-16/11-5/3   
| | 1/1-14/11-16/11-7/4   
| 1/1-14/11-16/11-7/4   
|-
|-
| | 61
| 61
| | 0-3-15-17
| 0-3-15-17
| | 1-11/9-11/8-11/7
| 1-11/9-11/8-11/7
| | utonal
| utonal
| | 17.322007
| 17.322007
| | 1/1-11/9-11/8-11/7   
| 1/1-11/9-11/8-11/7   
| | 1/1-9/8-9/7-18/11  
| 1/1-9/8-9/7-18/11  
| | 1/1-8/7-16/11-16/9   
| 1/1-8/7-16/11-16/9   
| | 1/1-14/11-14/9-7/4   
| 1/1-14/11-14/9-7/4   
|-
|-
| | 62
| 62
| | 0-8-15-17
| 0-8-15-17
| | 1-12/7-11/8-11/7
| 1-12/7-11/8-11/7
| | keenanismic
| keenanismic
| | 17.324189
| 17.324189
| | 1/1-11/8-11/7-12/7   
| 1/1-11/8-11/7-12/7   
| | 1/1-8/7-5/4-16/11  
| 1/1-8/7-5/4-16/11  
| | 1/1-12/11-14/11-7/4   
| 1/1-12/11-14/11-7/4   
| | 1/1-7/6-8/5-11/6   
| 1/1-7/6-8/5-11/6   
|-
|-
| | 63
| 63
| | 0-9-15-17
| 0-9-15-17
| | 1-11/6-11/8-11/7
| 1-11/6-11/8-11/7
| | utonal
| utonal
| | 17.326438
| 17.326438
| | 1/1-11/8-11/7-11/6   
| 1/1-11/8-11/7-11/6   
| | 1/1-8/7-4/3-16/11  
| 1/1-8/7-4/3-16/11  
| | 1/1-7/6-14/11-7/4   
| 1/1-7/6-14/11-7/4   
| | 1/1-12/11-3/2-12/7   
| 1/1-12/11-3/2-12/7   
|-
|-
| | 64
| 64
| | 0-12-15-17
| 0-12-15-17
| | 1-9/8-11/8-11/7
| 1-9/8-11/8-11/7
| | werckismic
| werckismic
| | 17.357561
| 17.357561
| | 1/1-9/8-11/8-11/7   
| 1/1-9/8-11/8-11/7   
| | 1/1-11/9-7/5-16/9   
| 1/1-11/9-7/5-16/9   
| | 1/1-8/7-16/11-18/11  
| 1/1-8/7-16/11-18/11  
| | 1/1-14/11-10/7-7/4   
| 1/1-14/11-10/7-7/4   
|-
|-
| | 65
| 65
| | 0-2-5-19
| 0-2-5-19
| | 1-8/7-7/5-9/5
| 1-8/7-7/5-9/5
| | werckismic
| werckismic
| | 19.000102
| 19.000102
| | 1/1-8/7-7/5-9/5   
| 1/1-8/7-7/5-9/5   
| | 1/1-11/9-11/7-7/4   
| 1/1-11/9-11/7-7/4   
| | 1/1-9/7-10/7-18/11  
| 1/1-9/7-10/7-18/11  
| | 1/1-10/9-14/11-14/9   
| 1/1-10/9-14/11-14/9   
|-
|-
| | 66
| 66
| | 0-2-7-19
| 0-2-7-19
| | 1-8/7-8/5-9/5
| 1-8/7-8/5-9/5
| | werckismic
| werckismic
| | 19.000366
| 19.000366
| | 1/1-8/7-8/5-9/5   
| 1/1-8/7-8/5-9/5   
| | 1/1-7/5-11/7-7/4   
| 1/1-7/5-11/7-7/4   
| | 1/1-9/8-5/4-10/7   
| 1/1-9/8-5/4-10/7   
| | 1/1-10/9-14/11-16/9   
| 1/1-10/9-14/11-16/9   
|-
|-
| | 67
| 67
| | 0-5-7-19
| 0-5-7-19
| | 1-7/5-8/5-9/5
| 1-7/5-8/5-9/5
| | otonal
| otonal
| | 19.000443
| 19.000443
| | 1/1-7/5-8/5-9/5   
| 1/1-7/5-8/5-9/5   
| | 1/1-8/7-9/7-10/7   
| 1/1-8/7-9/7-10/7   
| | 1/1-9/8-5/4-7/4   
| 1/1-9/8-5/4-7/4   
| | 1/1-10/9-14/9-16/9   
| 1/1-10/9-14/9-16/9   
|-
|-
| | 68
| 68
| | 0-5-12-19
| 0-5-12-19
| | 1-7/5-9/8-9/5
| 1-7/5-9/8-9/5
| | marvel
| marvel
| | 19.011317
| 19.011317
| | 1/1-9/8-7/5-9/5   
| 1/1-9/8-7/5-9/5   
| | 1/1-5/4-8/5-16/9   
| 1/1-5/4-8/5-16/9   
| | 1/1-9/7-10/7-8/5   
| 1/1-9/7-10/7-8/5   
| | 1/1-10/9-5/4-14/9   
| 1/1-10/9-5/4-14/9   
|-
|-
| | 69
| 69
| | 0-6-12-19
| 0-6-12-19
| | 1-3/2-9/8-9/5
| 1-3/2-9/8-9/5
| | utonal
| utonal
| | 19.011405
| 19.011405
| | 1/1-9/8-3/2-9/5   
| 1/1-9/8-3/2-9/5   
| | 1/1-4/3-8/5-16/9   
| 1/1-4/3-8/5-16/9   
| | 1/1-6/5-4/3-3/2   
| 1/1-6/5-4/3-3/2   
| | 1/1-10/9-5/4-5/3   
| 1/1-10/9-5/4-5/3   
|-
|-
| | 70
| 70
| | 0-7-12-19
| 0-7-12-19
| | 1-8/5-9/8-9/5
| 1-8/5-9/8-9/5
| | marvel
| marvel
| | 19.011579
| 19.011579
| | 1/1-9/8-8/5-9/5   
| 1/1-9/8-8/5-9/5   
| | 1/1-10/7-8/5-16/9   
| 1/1-10/7-8/5-16/9   
| | 1/1-9/8-5/4-7/5   
| 1/1-9/8-5/4-7/5   
| | 1/1-10/9-5/4-16/9   
| 1/1-10/9-5/4-16/9   
|-
|-
| | 71
| 71
| | 0-5-13-19
| 0-5-13-19
| | 1-7/5-6/5-9/5
| 1-7/5-6/5-9/5
| | otonal
| otonal
| | 19.022457
| 19.022457
| | 1/1-6/5-7/5-9/5   
| 1/1-6/5-7/5-9/5   
| | 1/1-7/6-3/2-5/3   
| 1/1-7/6-3/2-5/3   
| | 1/1-9/7-10/7-12/7   
| 1/1-9/7-10/7-12/7   
| | 1/1-10/9-4/3-14/9   
| 1/1-10/9-4/3-14/9   
|-
|-
| | 72
| 72
| | 0-6-13-19
| 0-6-13-19
| | 1-3/2-6/5-9/5
| 1-3/2-6/5-9/5
| | ambitonal
| ambitonal
| | 19.022544
| 19.022544
| | 1/1-6/5-3/2-9/5   
| 1/1-6/5-3/2-9/5   
| | 1/1-5/4-3/2-5/3   
| 1/1-5/4-3/2-5/3   
| | 1/1-6/5-4/3-8/5   
| 1/1-6/5-4/3-8/5   
| | 1/1-10/9-4/3-5/3   
| 1/1-10/9-4/3-5/3   
|-
|-
| | 73
| 73
| | 0-7-13-19
| 0-7-13-19
| | 1-8/5-6/5-9/5
| 1-8/5-6/5-9/5
| | otonal
| otonal
| | 19.022717
| 19.022717
| | 1/1-6/5-8/5-9/5   
| 1/1-6/5-8/5-9/5   
| | 1/1-4/3-3/2-5/3   
| 1/1-4/3-3/2-5/3   
| | 1/1-9/8-5/4-3/2   
| 1/1-9/8-5/4-3/2   
| | 1/1-10/9-4/3-16/9   
| 1/1-10/9-4/3-16/9   
|-
|-
| | 74
| 74
| | 0-2-14-19
| 0-2-14-19
| | 1-8/7-9/7-9/5
| 1-8/7-9/7-9/5
| | werckismic
| werckismic
| | 19.044407
| 19.044407
| | 1/1-8/7-9/7-9/5   
| 1/1-8/7-9/7-9/5   
| | 1/1-9/8-11/7-7/4   
| 1/1-9/8-11/7-7/4   
| | 1/1-7/5-14/9-16/9   
| 1/1-7/5-14/9-16/9   
| | 1/1-10/9-14/11-10/7   
| 1/1-10/9-14/11-10/7   
|-
|-
| | 75
| 75
| | 0-5-14-19
| 0-5-14-19
| | 1-7/5-9/7-9/5
| 1-7/5-9/7-9/5
| | swetismic
| swetismic
| | 19.044482
| 19.044482
| | 1/1-9/7-7/5-9/5   
| 1/1-9/7-7/5-9/5   
| | 1/1-12/11-7/5-14/9   
| 1/1-12/11-7/5-14/9   
| | 1/1-9/7-10/7-11/6   
| 1/1-9/7-10/7-11/6   
| | 1/1-10/9-10/7-14/9   
| 1/1-10/9-10/7-14/9   
|-
|-
| | 76
| 76
| | 0-6-14-19
| 0-6-14-19
| | 1-3/2-9/7-9/5
| 1-3/2-9/7-9/5
| | utonal
| utonal
| | 19.044568
| 19.044568
| | 1/1-9/7-3/2-9/5   
| 1/1-9/7-3/2-9/5   
| | 1/1-7/6-7/5-14/9   
| 1/1-7/6-7/5-14/9   
| | 1/1-6/5-4/3-12/7   
| 1/1-6/5-4/3-12/7   
| | 1/1-10/9-10/7-5/3   
| 1/1-10/9-10/7-5/3   
|-
|-
| | 77
| 77
| | 0-7-14-19
| 0-7-14-19
| | 1-8/5-9/7-9/5
| 1-8/5-9/7-9/5
| | marvel
| marvel
| | 19.044738
| 19.044738
| | 1/1-9/7-8/5-9/5   
| 1/1-9/7-8/5-9/5   
| | 1/1-5/4-7/5-14/9   
| 1/1-5/4-7/5-14/9   
| | 1/1-9/8-5/4-8/5   
| 1/1-9/8-5/4-8/5   
| | 1/1-10/9-10/7-16/9   
| 1/1-10/9-10/7-16/9   
|-
|-
| | 78
| 78
| | 0-12-14-19
| 0-12-14-19
| | 1-9/8-9/7-9/5
| 1-9/8-9/7-9/5
| | utonal
| utonal
| | 19.055285
| 19.055285
| | 1/1-9/8-9/7-9/5   
| 1/1-9/8-9/7-9/5   
| | 1/1-8/7-8/5-16/9   
| 1/1-8/7-8/5-16/9   
| | 1/1-7/5-14/9-7/4   
| 1/1-7/5-14/9-7/4   
| | 1/1-10/9-5/4-10/7   
| 1/1-10/9-5/4-10/7   
|-
|-
| | 79
| 79
| | 0-2-17-19
| 0-2-17-19
| | 1-8/7-11/7-9/5
| 1-8/7-11/7-9/5
| | werckismic
| werckismic
| | 19.321939
| 19.321939
| | 1/1-8/7-11/7-9/5   
| 1/1-8/7-11/7-9/5   
| | 1/1-11/8-11/7-7/4   
| 1/1-11/8-11/7-7/4   
| | 1/1-8/7-14/11-16/11  
| 1/1-8/7-14/11-16/11  
| | 1/1-10/9-14/11-7/4   
| 1/1-10/9-14/11-7/4   
|-
|-
| | 80
| 80
| | 0-5-17-19
| 0-5-17-19
| | 1-7/5-11/7-9/5
| 1-7/5-11/7-9/5
| | werckismic
| werckismic
| | 19.322001
| 19.322001
| | 1/1-7/5-11/7-9/5   
| 1/1-7/5-11/7-9/5   
| | 1/1-9/8-9/7-10/7   
| 1/1-9/8-9/7-10/7   
| | 1/1-8/7-14/11-16/9   
| 1/1-8/7-14/11-16/9   
| | 1/1-10/9-14/9-7/4   
| 1/1-10/9-14/9-7/4   
|-
|-
| | 81
| 81
| | 0-12-17-19
| 0-12-17-19
| | 1-9/8-11/7-9/5
| 1-9/8-11/7-9/5
| | werckismic
| werckismic
| | 19.330919
| 19.330919
| | 1/1-9/8-11/7-9/5   
| 1/1-9/8-11/7-9/5   
| | 1/1-7/5-8/5-16/9   
| 1/1-7/5-8/5-16/9   
| | 1/1-8/7-14/11-10/7   
| 1/1-8/7-14/11-10/7   
| | 1/1-10/9-5/4-7/4   
| 1/1-10/9-5/4-7/4   
|-
|-
| | 82
| 82
| | 0-14-17-19
| 0-14-17-19
| | 1-9/7-11/7-9/5
| 1-9/7-11/7-9/5
| | werckismic
| werckismic
| | 19.357554
| 19.357554
| | 1/1-9/7-11/7-9/5   
| 1/1-9/7-11/7-9/5   
| | 1/1-11/9-7/5-14/9   
| 1/1-11/9-7/5-14/9   
| | 1/1-8/7-14/11-18/11  
| 1/1-8/7-14/11-18/11  
| | 1/1-10/9-10/7-7/4   
| 1/1-10/9-10/7-7/4   
|-
|-
| | 83
| 83
| | 0-3-5-22
| 0-3-5-22
| | 1-11/9-7/5-11/10
| 1-11/9-7/5-11/10
| | werckismic
| werckismic
| | 22.000014
| 22.000014
| | 1/1-11/10-11/9-7/5   
| 1/1-11/10-11/9-7/5   
| | 1/1-10/9-14/11-20/11  
| 1/1-10/9-14/11-20/11  
| | 1/1-8/7-18/11-9/5   
| 1/1-8/7-18/11-9/5   
| | 1/1-10/7-11/7-7/4   
| 1/1-10/7-11/7-7/4   
|-
|-
| | 84
| 84
| | 0-5-7-22
| 0-5-7-22
| | 1-7/5-8/5-11/10
| 1-7/5-8/5-11/10
| | otonal
| otonal
| | 22.000055
| 22.000055
| | 1/1-11/10-7/5-8/5   
| 1/1-11/10-7/5-8/5   
| | 1/1-14/11-16/11-20/11  
| 1/1-14/11-16/11-20/11  
| | 1/1-8/7-10/7-11/7   
| 1/1-8/7-10/7-11/7   
| | 1/1-5/4-11/8-7/4   
| 1/1-5/4-11/8-7/4   
|-
|-
| | 85
| 85
| | 0-3-8-22
| 0-3-8-22
| | 1-11/9-12/7-11/10
| 1-11/9-12/7-11/10
| | swetismic
| swetismic
| | 22.000091
| 22.000091
| | 1/1-11/10-11/9-12/7   
| 1/1-11/10-11/9-12/7   
| | 1/1-10/9-14/9-20/11  
| 1/1-10/9-14/9-20/11  
| | 1/1-7/5-18/11-9/5   
| 1/1-7/5-18/11-9/5   
| | 1/1-7/6-9/7-10/7   
| 1/1-7/6-9/7-10/7   
|-
|-
| | 86
| 86
| | 0-5-8-22
| 0-5-8-22
| | 1-7/5-12/7-11/10
| 1-7/5-12/7-11/10
| | swetismic
| swetismic
| | 22.000099
| 22.000099
| | 1/1-11/10-7/5-12/7   
| 1/1-11/10-7/5-12/7   
| | 1/1-14/11-14/9-20/11  
| 1/1-14/11-14/9-20/11  
| | 1/1-11/9-10/7-11/7   
| 1/1-11/9-10/7-11/7   
| | 1/1-7/6-9/7-18/11  
| 1/1-7/6-9/7-18/11  
|-
|-
| | 87
| 87
| | 0-3-9-22
| 0-3-9-22
| | 1-11/9-11/6-11/10
| 1-11/9-11/6-11/10
| | utonal
| utonal
| | 22.000179
| 22.000179
| | 1/1-11/10-11/9-11/6   
| 1/1-11/10-11/9-11/6   
| | 1/1-10/9-5/3-20/11  
| 1/1-10/9-5/3-20/11  
| | 1/1-3/2-18/11-9/5   
| 1/1-3/2-18/11-9/5   
| | 1/1-12/11-6/5-4/3   
| 1/1-12/11-6/5-4/3   
|-
|-
| | 88
| 88
| | 0-7-9-22
| 0-7-9-22
| | 1-8/5-11/6-11/10
| 1-8/5-11/6-11/10
| | keenanismic
| keenanismic
| | 22.000220
| 22.000220
| | 1/1-11/10-8/5-11/6   
| 1/1-11/10-8/5-11/6   
| | 1/1-16/11-5/3-20/11  
| 1/1-16/11-5/3-20/11  
| | 1/1-8/7-5/4-11/8   
| 1/1-8/7-5/4-11/8   
| | 1/1-12/11-6/5-7/4   
| 1/1-12/11-6/5-7/4   
|-
|-
| | 89
| 89
| | 0-5-13-22
| 0-5-13-22
| | 1-7/5-6/5-11/10
| 1-7/5-6/5-11/10
| | otonal
| otonal
| | 22.002826
| 22.002826
| | 1/1-11/10-6/5-7/5   
| 1/1-11/10-6/5-7/5   
| | 1/1-12/11-14/11-20/11  
| 1/1-12/11-14/11-20/11  
| | 1/1-7/6-5/3-11/6   
| 1/1-7/6-5/3-11/6   
| | 1/1-10/7-11/7-12/7   
| 1/1-10/7-11/7-12/7   
|-
|-
| | 90
| 90
| | 0-7-13-22
| 0-7-13-22
| | 1-8/5-6/5-11/10
| 1-8/5-6/5-11/10
| | otonal
| otonal
| | 22.002859
| 22.002859
| | 1/1-11/10-6/5-8/5   
| 1/1-11/10-6/5-8/5   
| | 1/1-12/11-16/11-20/11  
| 1/1-12/11-16/11-20/11  
| | 1/1-4/3-5/3-11/6   
| 1/1-4/3-5/3-11/6   
| | 1/1-5/4-11/8-3/2   
| 1/1-5/4-11/8-3/2   
|-
|-
| | 91
| 91
| | 0-8-13-22
| 0-8-13-22
| | 1-12/7-6/5-11/10
| 1-12/7-6/5-11/10
| | swetismic
| swetismic
| | 22.002903
| 22.002903
| | 1/1-11/10-6/5-12/7   
| 1/1-11/10-6/5-12/7   
| | 1/1-12/11-14/9-20/11  
| 1/1-12/11-14/9-20/11  
| | 1/1-10/7-5/3-11/6   
| 1/1-10/7-5/3-11/6   
| | 1/1-7/6-9/7-7/5   
| 1/1-7/6-9/7-7/5   
|-
|-
| | 92
| 92
| | 0-5-14-22
| 0-5-14-22
| | 1-7/5-9/7-11/10
| 1-7/5-9/7-11/10
| | swetismic
| swetismic
| | 22.005636
| 22.005636
| | 1/1-11/10-9/7-7/5   
| 1/1-11/10-9/7-7/5   
| | 1/1-7/6-14/11-20/11  
| 1/1-7/6-14/11-20/11  
| | 1/1-12/11-14/9-12/7   
| 1/1-12/11-14/9-12/7   
| | 1/1-10/7-11/7-11/6   
| 1/1-10/7-11/7-11/6   
|-
|-
| | 93
| 93
| | 0-7-14-22
| 0-7-14-22
| | 1-8/5-9/7-11/10
| 1-8/5-9/7-11/10
| | unimarvel
| unimarvel
| | 22.005669
| 22.005669
| | 1/1-11/10-9/7-8/5   
| 1/1-11/10-9/7-8/5   
| | 1/1-7/6-16/11-20/11  
| 1/1-7/6-16/11-20/11  
| | 1/1-5/4-14/9-12/7   
| 1/1-5/4-14/9-12/7   
| | 1/1-5/4-11/8-8/5   
| 1/1-5/4-11/8-8/5   
|-
|-
| | 94
| 94
| | 0-8-14-22
| 0-8-14-22
| | 1-12/7-9/7-11/10
| 1-12/7-9/7-11/10
| | swetismic
| swetismic
| | 22.005713
| 22.005713
| | 1/1-11/10-9/7-12/7   
| 1/1-11/10-9/7-12/7   
| | 1/1-7/6-14/9-20/11  
| 1/1-7/6-14/9-20/11  
| | 1/1-4/3-14/9-12/7   
| 1/1-4/3-14/9-12/7   
| | 1/1-7/6-9/7-3/2   
| 1/1-7/6-9/7-3/2   
|-
|-
| | 95
| 95
| | 0-9-14-22
| 0-9-14-22
| | 1-11/6-9/7-11/10
| 1-11/6-9/7-11/10
| | swetismic
| swetismic
| | 22.005800
| 22.005800
| | 1/1-11/10-9/7-11/6   
| 1/1-11/10-9/7-11/6   
| | 1/1-7/6-5/3-20/11  
| 1/1-7/6-5/3-20/11  
| | 1/1-10/7-14/9-12/7   
| 1/1-10/7-14/9-12/7   
| | 1/1-12/11-6/5-7/5   
| 1/1-12/11-6/5-7/5   
|-
|-
| | 96
| 96
| | 0-3-15-22
| 0-3-15-22
| | 1-11/9-11/8-11/10
| 1-11/9-11/8-11/10
| | utonal
| utonal
| | 22.011230
| 22.011230
| | 1/1-11/10-11/9-11/8   
| 1/1-11/10-11/9-11/8   
| | 1/1-10/9-5/4-20/11  
| 1/1-10/9-5/4-20/11  
| | 1/1-9/8-18/11-9/5   
| 1/1-9/8-18/11-9/5   
| | 1/1-16/11-8/5-16/9   
| 1/1-16/11-8/5-16/9   
|-
|-
| | 97
| 97
| | 0-7-15-22
| 0-7-15-22
| | 1-8/5-11/8-11/10
| 1-8/5-11/8-11/10
| | keenanismic
| keenanismic
| | 22.011271
| 22.011271
| | 1/1-11/10-11/8-8/5   
| 1/1-11/10-11/8-8/5   
| | 1/1-5/4-16/11-20/11  
| 1/1-5/4-16/11-20/11  
| | 1/1-7/6-16/11-8/5   
| 1/1-7/6-16/11-8/5   
| | 1/1-5/4-11/8-12/7   
| 1/1-5/4-11/8-12/7   
|-
|-
| | 98
| 98
| | 0-8-15-22
| 0-8-15-22
| | 1-12/7-11/8-11/10
| 1-12/7-11/8-11/10
| | unimarvel
| unimarvel
| | 22.011315
| 22.011315
| | 1/1-11/10-11/8-12/7   
| 1/1-11/10-11/8-12/7   
| | 1/1-5/4-14/9-20/11  
| 1/1-5/4-14/9-20/11  
| | 1/1-5/4-16/11-8/5   
| 1/1-5/4-16/11-8/5   
| | 1/1-7/6-9/7-8/5   
| 1/1-7/6-9/7-8/5   
|-
|-
| | 99
| 99
| | 0-9-15-22
| 0-9-15-22
| | 1-11/6-11/8-11/10
| 1-11/6-11/8-11/10
| | utonal
| utonal
| | 22.011402
| 22.011402
| | 1/1-11/10-11/8-11/6   
| 1/1-11/10-11/8-11/6   
| | 1/1-5/4-5/3-20/11  
| 1/1-5/4-5/3-20/11  
| | 1/1-4/3-16/11-8/5   
| 1/1-4/3-16/11-8/5   
| | 1/1-12/11-6/5-3/2   
| 1/1-12/11-6/5-3/2   
|-
|-
| | 100
| 100
| | 0-13-15-22
| 0-13-15-22
| | 1-6/5-11/8-11/10
| 1-6/5-11/8-11/10
| | keenanismic
| keenanismic
| | 22.014021
| 22.014021
| | 1/1-11/10-6/5-11/8   
| 1/1-11/10-6/5-11/8   
| | 1/1-12/11-5/4-20/11  
| 1/1-12/11-5/4-20/11  
| | 1/1-8/7-5/3-11/6   
| 1/1-8/7-5/3-11/6   
| | 1/1-16/11-8/5-7/4   
| 1/1-16/11-8/5-7/4   
|-
|-
| | 101
| 101
| | 0-3-17-22
| 0-3-17-22
| | 1-11/9-11/7-11/10
| 1-11/9-11/7-11/10
| | utonal
| utonal
| | 22.044397
| 22.044397
| | 1/1-11/10-11/9-11/7   
| 1/1-11/10-11/9-11/7   
| | 1/1-10/9-10/7-20/11  
| 1/1-10/9-10/7-20/11  
| | 1/1-9/7-18/11-9/5   
| 1/1-9/7-18/11-9/5   
| | 1/1-14/11-7/5-14/9   
| 1/1-14/11-7/5-14/9   
|-
|-
| | 102
| 102
| | 0-5-17-22
| 0-5-17-22
| | 1-7/5-11/7-11/10
| 1-7/5-11/7-11/10
| | werckismic
| werckismic
| | 22.044405
| 22.044405
| | 1/1-11/10-7/5-11/7   
| 1/1-11/10-7/5-11/7   
| | 1/1-14/11-10/7-20/11  
| 1/1-14/11-10/7-20/11  
| | 1/1-9/8-10/7-11/7   
| 1/1-9/8-10/7-11/7   
| | 1/1-14/11-7/5-16/9   
| 1/1-14/11-7/5-16/9   
|-
|-
| | 103
| 103
| | 0-8-17-22
| 0-8-17-22
| | 1-12/7-11/7-11/10
| 1-12/7-11/7-11/10
| | swetismic
| swetismic
| | 22.044480
| 22.044480
| | 1/1-11/10-11/7-12/7   
| 1/1-11/10-11/7-12/7   
| | 1/1-10/7-14/9-20/11  
| 1/1-10/7-14/9-20/11  
| | 1/1-12/11-14/11-7/5   
| 1/1-12/11-14/11-7/5   
| | 1/1-7/6-9/7-11/6   
| 1/1-7/6-9/7-11/6   
|-
|-
| | 104
| 104
| | 0-9-17-22
| 0-9-17-22
| | 1-11/6-11/7-11/10
| 1-11/6-11/7-11/10
| | utonal
| utonal
| | 22.044565
| 22.044565
| | 1/1-11/10-11/7-11/6   
| 1/1-11/10-11/7-11/6   
| | 1/1-10/7-5/3-20/11  
| 1/1-10/7-5/3-20/11  
| | 1/1-7/6-14/11-7/5   
| 1/1-7/6-14/11-7/5   
| | 1/1-12/11-6/5-12/7   
| 1/1-12/11-6/5-12/7   
|-
|-
| | 105
| 105
| | 0-14-17-22
| 0-14-17-22
| | 1-9/7-11/7-11/10
| 1-9/7-11/7-11/10
| | swetismic
| swetismic
| | 22.049849
| 22.049849
| | 1/1-11/10-9/7-11/7   
| 1/1-11/10-9/7-11/7   
| | 1/1-7/6-10/7-20/11  
| 1/1-7/6-10/7-20/11  
| | 1/1-11/9-14/9-12/7   
| 1/1-11/9-14/9-12/7   
| | 1/1-14/11-7/5-18/11  
| 1/1-14/11-7/5-18/11  
|-
|-
| | 106
| 106
| | 0-15-17-22
| 0-15-17-22
| | 1-11/8-11/7-11/10
| 1-11/8-11/7-11/10
| | utonal
| utonal
| | 22.055283
| 22.055283
| | 1/1-11/10-11/8-11/7   
| 1/1-11/10-11/8-11/7   
| | 1/1-5/4-10/7-20/11  
| 1/1-5/4-10/7-20/11  
| | 1/1-8/7-16/11-8/5   
| 1/1-8/7-16/11-8/5   
| | 1/1-14/11-7/5-7/4   
| 1/1-14/11-7/5-7/4   
|-
|-
| | 107
| 107
| | 0-5-19-22
| 0-5-19-22
| | 1-7/5-9/5-11/10
| 1-7/5-9/5-11/10
| | otonal
| otonal
| | 22.169935
| 22.169935
| | 1/1-11/10-7/5-9/5   
| 1/1-11/10-7/5-9/5   
| | 1/1-14/11-18/11-20/11  
| 1/1-14/11-18/11-20/11  
| | 1/1-9/7-10/7-11/7   
| 1/1-9/7-10/7-11/7   
| | 1/1-10/9-11/9-14/9   
| 1/1-10/9-11/9-14/9   
|-
|-
| | 108
| 108
| | 0-7-19-22
| 0-7-19-22
| | 1-8/5-9/5-11/10
| 1-8/5-9/5-11/10
| | otonal
| otonal
| | 22.169964
| 22.169964
| | 1/1-11/10-8/5-9/5   
| 1/1-11/10-8/5-9/5   
| | 1/1-16/11-18/11-20/11  
| 1/1-16/11-18/11-20/11  
| | 1/1-9/8-5/4-11/8   
| 1/1-9/8-5/4-11/8   
| | 1/1-10/9-11/9-16/9   
| 1/1-10/9-11/9-16/9   
|-
|-
| | 109
| 109
| | 0-13-19-22
| 0-13-19-22
| | 1-6/5-9/5-11/10
| 1-6/5-9/5-11/10
| | otonal
| otonal
| | 22.172428
| 22.172428
| | 1/1-11/10-6/5-9/5   
| 1/1-11/10-6/5-9/5   
| | 1/1-12/11-18/11-20/11  
| 1/1-12/11-18/11-20/11  
| | 1/1-3/2-5/3-11/6   
| 1/1-3/2-5/3-11/6   
| | 1/1-10/9-11/9-4/3   
| 1/1-10/9-11/9-4/3   
|-
|-
| | 110
| 110
| | 0-14-19-22
| 0-14-19-22
| | 1-9/7-9/5-11/10
| 1-9/7-9/5-11/10
| | swetismic
| swetismic
| | 22.174926
| 22.174926
| | 1/1-11/10-9/7-9/5   
| 1/1-11/10-9/7-9/5   
| | 1/1-7/6-18/11-20/11  
| 1/1-7/6-18/11-20/11  
| | 1/1-7/5-14/9-12/7   
| 1/1-7/5-14/9-12/7   
| | 1/1-10/9-11/9-10/7   
| 1/1-10/9-11/9-10/7   
|-
|-
| | 111
| 111
| | 0-17-19-22
| 0-17-19-22
| | 1-11/7-9/5-11/10
| 1-11/7-9/5-11/10
| | werckismic
| werckismic
| | 22.209454
| 22.209454
| | 1/1-11/10-11/7-9/5   
| 1/1-11/10-11/7-9/5   
| | 1/1-10/7-18/11-20/11  
| 1/1-10/7-18/11-20/11  
| | 1/1-8/7-14/11-7/5   
| 1/1-8/7-14/11-7/5   
| | 1/1-10/9-11/9-7/4   
| 1/1-10/9-11/9-7/4   
|}
|}


=Pentads=
== Pentads ==
 
{| class="wikitable center-1"
{| class="wikitable"
|-
|-
| | Number
! #
| | Chord
! Chord
| | Transversal
! Transversal
| | Type
! Type
| | Hash
! Hash
|-
|-
| | 1
| 1
| | 0-3-6-9-12
| 0-3-6-9-12
| | 1-11/9-3/2-11/6-9/8
| 1-11/9-3/2-11/6-9/8
| | rastmic
| rastmic
| | 12.192601
| 12.192601
|-
|-
| | 2
| 2
| | 0-2-5-7-14
| 0-2-5-7-14
| | 1-8/7-7/5-8/5-9/7
| 1-8/7-7/5-8/5-9/7
| | miracle
| miracle
| | 14.014456
| 14.014456
|-
|-
| | 3
| 3
| | 0-2-5-8-14
| 0-2-5-8-14
| | 1-8/7-7/5-12/7-9/7
| 1-8/7-7/5-12/7-9/7
| | jove
| jove
| | 14.025572
| 14.025572
|-
|-
| | 4
| 4
| | 0-2-7-9-14
| 0-2-7-9-14
| | 1-8/7-8/5-11/6-9/7
| 1-8/7-8/5-11/6-9/7
| | unimarvel
| unimarvel
| | 14.055706
| 14.055706
|-
|-
| | 5
| 5
| | 0-5-7-12-14
| 0-5-7-12-14
| | 1-7/5-8/5-9/8-9/7
| 1-7/5-8/5-9/8-9/7
| | unimarvel
| unimarvel
| | 14.333225
| 14.333225
|-
|-
| | 6
| 6
| | 0-6-9-12-14
| 0-6-9-12-14
| | 1-3/2-11/6-9/8-9/7
| 1-3/2-11/6-9/8-9/7
| | jove
| jove
| | 14.362012
| 14.362012
|-
|-
| | 7
| 7
| | 0-7-9-12-14
| 0-7-9-12-14
| | 1-8/5-11/6-9/8-9/7
| 1-8/5-11/6-9/8-9/7
| | miracle
| miracle
| | 14.366391
| 14.366391
|-
|-
| | 8
| 8
| | 0-3-6-8-15
| 0-3-6-8-15
| | 1-11/9-3/2-12/7-11/8
| 1-11/9-3/2-12/7-11/8
| | miracle
| miracle
| | 15.014413
| 15.014413
|-
|-
| | 9
| 9
| | 0-3-6-9-15
| 0-3-6-9-15
| | 1-11/9-3/2-11/6-11/8
| 1-11/9-3/2-11/6-11/8
| | rastmic
| rastmic
| | 15.025529
| 15.025529
|-
|-
| | 10
| 10
| | 0-2-7-9-15
| 0-2-7-9-15
| | 1-8/7-8/5-11/6-11/8
| 1-8/7-8/5-11/6-11/8
| | keenanismic
| keenanismic
| | 15.028122
| 15.028122
|-
|-
| | 11
| 11
| | 0-3-6-12-15
| 0-3-6-12-15
| | 1-11/9-3/2-9/8-11/8
| 1-11/9-3/2-9/8-11/8
| | rastmic
| rastmic
| | 15.172779
| 15.172779
|-
|-
| | 12
| 12
| | 0-3-9-12-15
| 0-3-9-12-15
| | 1-11/9-11/6-9/8-11/8
| 1-11/9-11/6-9/8-11/8
| | rastmic
| rastmic
| | 15.190172
| 15.190172
|-
|-
| | 13
| 13
| | 0-6-9-12-15
| 0-6-9-12-15
| | 1-3/2-11/6-9/8-11/8
| 1-3/2-11/6-9/8-11/8
| | rastmic
| rastmic
| | 15.192331
| 15.192331
|-
|-
| | 14
| 14
| | 0-7-9-12-15
| 0-7-9-12-15
| | 1-8/5-11/6-9/8-11/8
| 1-8/5-11/6-9/8-11/8
| | miracle
| miracle
| | 15.194795
| 15.194795
|-
|-
| | 15
| 15
| | 0-6-8-13-15
| 0-6-8-13-15
| | 1-3/2-12/7-6/5-11/8
| 1-3/2-12/7-6/5-11/8
| | keenanismic
| keenanismic
| | 15.333190
| 15.333190
|-
|-
| | 16
| 16
| | 0-2-5-8-17
| 0-2-5-8-17
| | 1-8/7-7/5-12/7-11/7
| 1-8/7-7/5-12/7-11/7
| | jove
| jove
| | 17.003221
| 17.003221
|-
|-
| | 17
| 17
| | 0-3-5-8-17
| 0-3-5-8-17
| | 1-11/9-7/5-12/7-11/7
| 1-11/9-7/5-12/7-11/7
| | jove
| jove
| | 17.003265
| 17.003265
|-
|-
| | 18
| 18
| | 0-3-5-12-17
| 0-3-5-12-17
| | 1-11/9-7/5-9/8-11/7
| 1-11/9-7/5-9/8-11/7
| | miracle
| miracle
| | 17.044832
| 17.044832
|-
|-
| | 19
| 19
| | 0-3-9-12-17
| 0-3-9-12-17
| | 1-11/9-11/6-9/8-11/7
| 1-11/9-11/6-9/8-11/7
| | jove
| jove
| | 17.049944
| 17.049944
|-
|-
| | 20
| 20
| | 0-2-5-14-17
| 0-2-5-14-17
| | 1-8/7-7/5-9/7-11/7
| 1-8/7-7/5-9/7-11/7
| | jove
| jove
| | 17.170287
| 17.170287
|-
|-
| | 21
| 21
| | 0-2-8-14-17
| 0-2-8-14-17
| | 1-8/7-12/7-9/7-11/7
| 1-8/7-12/7-9/7-11/7
| | otonal
| otonal
| | 17.172476
| 17.172476
|-
|-
| | 22
| 22
| | 0-5-8-14-17
| 0-5-8-14-17
| | 1-7/5-12/7-9/7-11/7
| 1-7/5-12/7-9/7-11/7
| | jove
| jove
| | 17.172750
| 17.172750
|-
|-
| | 23
| 23
| | 0-2-9-14-17
| 0-2-9-14-17
| | 1-8/7-11/6-9/7-11/7
| 1-8/7-11/6-9/7-11/7
| | unimarvel
| unimarvel
| | 17.174974
| 17.174974
|-
|-
| | 24
| 24
| | 0-5-12-14-17
| 0-5-12-14-17
| | 1-7/5-9/8-9/7-11/7
| 1-7/5-9/8-9/7-11/7
| | miracle
| miracle
| | 17.209767
| 17.209767
|-
|-
| | 25
| 25
| | 0-9-12-14-17
| 0-9-12-14-17
| | 1-11/6-9/8-9/7-11/7
| 1-11/6-9/8-9/7-11/7
| | jove
| jove
| | 17.214329
| 17.214329
|-
|-
| | 26
| 26
| | 0-2-8-15-17
| 0-2-8-15-17
| | 1-8/7-12/7-11/8-11/7
| 1-8/7-12/7-11/8-11/7
| | keenanismic
| keenanismic
| | 17.324225
| 17.324225
|-
|-
| | 27
| 27
| | 0-3-8-15-17
| 0-3-8-15-17
| | 1-11/9-12/7-11/8-11/7
| 1-11/9-12/7-11/8-11/7
| | unimarvel
| unimarvel
| | 17.324260
| 17.324260
|-
|-
| | 28
| 28
| | 0-2-9-15-17
| 0-2-9-15-17
| | 1-8/7-11/6-11/8-11/7
| 1-8/7-11/6-11/8-11/7
| | keenanismic
| keenanismic
| | 17.326473
| 17.326473
|-
|-
| | 29
| 29
| | 0-3-9-15-17
| 0-3-9-15-17
| | 1-11/9-11/6-11/8-11/7
| 1-11/9-11/6-11/8-11/7
| | utonal
| utonal
| | 17.326508
| 17.326508
|-
|-
| | 30
| 30
| | 0-3-12-15-17
| 0-3-12-15-17
| | 1-11/9-9/8-11/8-11/7
| 1-11/9-9/8-11/8-11/7
| | jove
| jove
| | 17.357629
| 17.357629
|-
|-
| | 31
| 31
| | 0-9-12-15-17
| 0-9-12-15-17
| | 1-11/6-9/8-11/8-11/7
| 1-11/6-9/8-11/8-11/7
| | jove
| jove
| | 17.361952
| 17.361952
|-
|-
| | 32
| 32
| | 0-2-5-7-19
| 0-2-5-7-19
| | 1-8/7-7/5-8/5-9/5
| 1-8/7-7/5-8/5-9/5
| | werckismic
| werckismic
| | 19.000454
| 19.000454
|-
|-
| | 33
| 33
| | 0-5-7-12-19
| 0-5-7-12-19
| | 1-7/5-8/5-9/8-9/5
| 1-7/5-8/5-9/8-9/5
| | marvel
| marvel
| | 19.011667
| 19.011667
|-
|-
| | 34
| 34
| | 0-5-7-13-19
| 0-5-7-13-19
| | 1-7/5-8/5-6/5-9/5
| 1-7/5-8/5-6/5-9/5
| | otonal
| otonal
| | 19.022804
| 19.022804
|-
|-
| | 35
| 35
| | 0-2-5-14-19
| 0-2-5-14-19
| | 1-8/7-7/5-9/7-9/5
| 1-8/7-7/5-9/7-9/5
| | jove
| jove
| | 19.044493
| 19.044493
|-
|-
| | 36
| 36
| | 0-2-7-14-19
| 0-2-7-14-19
| | 1-8/7-8/5-9/7-9/5
| 1-8/7-8/5-9/7-9/5
| | prodigy
| prodigy
| | 19.044749
| 19.044749
|-
|-
| | 37
| 37
| | 0-5-7-14-19
| 0-5-7-14-19
| | 1-7/5-8/5-9/7-9/5
| 1-7/5-8/5-9/7-9/5
| | unimarvel
| unimarvel
| | 19.044824
| 19.044824
|-
|-
| | 38
| 38
| | 0-5-12-14-19
| 0-5-12-14-19
| | 1-7/5-9/8-9/7-9/5
| 1-7/5-9/8-9/7-9/5
| | unimarvel
| unimarvel
| | 19.055370
| 19.055370
|-
|-
| | 39
| 39
| | 0-6-12-14-19
| 0-6-12-14-19
| | 1-3/2-9/8-9/7-9/5
| 1-3/2-9/8-9/7-9/5
| | utonal
| utonal
| | 19.055455
| 19.055455
|-
|-
| | 40
| 40
| | 0-7-12-14-19
| 0-7-12-14-19
| | 1-8/5-9/8-9/7-9/5
| 1-8/5-9/8-9/7-9/5
| | marvel
| marvel
| | 19.055624
| 19.055624
|-
|-
| | 41
| 41
| | 0-2-5-17-19
| 0-2-5-17-19
| | 1-8/7-7/5-11/7-9/5
| 1-8/7-7/5-11/7-9/5
| | werckismic
| werckismic
| | 19.322010
| 19.322010
|-
|-
| | 42
| 42
| | 0-5-12-17-19
| 0-5-12-17-19
| | 1-7/5-9/8-11/7-9/5
| 1-7/5-9/8-11/7-9/5
| | prodigy
| prodigy
| | 19.330989
| 19.330989
|-
|-
| | 43
| 43
| | 0-2-14-17-19
| 0-2-14-17-19
| | 1-8/7-9/7-11/7-9/5
| 1-8/7-9/7-11/7-9/5
| | werckismic
| werckismic
| | 19.357563
| 19.357563
|-
|-
| | 44
| 44
| | 0-5-14-17-19
| 0-5-14-17-19
| | 1-7/5-9/7-11/7-9/5
| 1-7/5-9/7-11/7-9/5
| | jove
| jove
| | 19.357623
| 19.357623
|-
|-
| | 45
| 45
| | 0-12-14-17-19
| 0-12-14-17-19
| | 1-9/8-9/7-11/7-9/5
| 1-9/8-9/7-11/7-9/5
| | werckismic
| werckismic
| | 19.366324
| 19.366324
|-
|-
| | 46
| 46
| | 0-3-5-8-22
| 0-3-5-8-22
| | 1-11/9-7/5-12/7-11/10
| 1-11/9-7/5-12/7-11/10
| | jove
| jove
| | 22.000102
| 22.000102
|-
|-
| | 47
| 47
| | 0-5-7-13-22
| 0-5-7-13-22
| | 1-7/5-8/5-6/5-11/10
| 1-7/5-8/5-6/5-11/10
| | otonal
| otonal
| | 22.002870
| 22.002870
|-
|-
| | 48
| 48
| | 0-5-8-13-22
| 0-5-8-13-22
| | 1-7/5-12/7-6/5-11/10
| 1-7/5-12/7-6/5-11/10
| | swetismic
| swetismic
| | 22.002914
| 22.002914
|-
|-
| | 49
| 49
| | 0-5-7-14-22
| 0-5-7-14-22
| | 1-7/5-8/5-9/7-11/10
| 1-7/5-8/5-9/7-11/10
| | unimarvel
| unimarvel
| | 22.005680
| 22.005680
|-
|-
| | 50
| 50
| | 0-5-8-14-22
| 0-5-8-14-22
| | 1-7/5-12/7-9/7-11/10
| 1-7/5-12/7-9/7-11/10
| | swetismic
| swetismic
| | 22.005724
| 22.005724
|-
|-
| | 51
| 51
| | 0-7-9-14-22
| 0-7-9-14-22
| | 1-8/5-11/6-9/7-11/10
| 1-8/5-11/6-9/7-11/10
| | unimarvel
| unimarvel
| | 22.005844
| 22.005844
|-
|-
| | 52
| 52
| | 0-3-8-15-22
| 0-3-8-15-22
| | 1-11/9-12/7-11/8-11/10
| 1-11/9-12/7-11/8-11/10
| | unimarvel
| unimarvel
| | 22.011318
| 22.011318
|-
|-
| | 53
| 53
| | 0-3-9-15-22
| 0-3-9-15-22
| | 1-11/9-11/6-11/8-11/10
| 1-11/9-11/6-11/8-11/10
| | utonal
| utonal
| | 22.011405
| 22.011405
|-
|-
| | 54
| 54
| | 0-7-9-15-22
| 0-7-9-15-22
| | 1-8/5-11/6-11/8-11/10
| 1-8/5-11/6-11/8-11/10
| | keenanismic
| keenanismic
| | 22.011446
| 22.011446
|-
|-
| | 55
| 55
| | 0-7-13-15-22
| 0-7-13-15-22
| | 1-8/5-6/5-11/8-11/10
| 1-8/5-6/5-11/8-11/10
| | keenanismic
| keenanismic
| | 22.014064
| 22.014064
|-
|-
| | 56
| 56
| | 0-8-13-15-22
| 0-8-13-15-22
| | 1-12/7-6/5-11/8-11/10
| 1-12/7-6/5-11/8-11/10
| | unimarvel
| unimarvel
| | 22.014108
| 22.014108
|-
|-
| | 57
| 57
| | 0-3-5-17-22
| 0-3-5-17-22
| | 1-11/9-7/5-11/7-11/10
| 1-11/9-7/5-11/7-11/10
| | werckismic
| werckismic
| | 22.044408
| 22.044408
|-
|-
| | 58
| 58
| | 0-3-8-17-22
| 0-3-8-17-22
| | 1-11/9-12/7-11/7-11/10
| 1-11/9-12/7-11/7-11/10
| | swetismic
| swetismic
| | 22.044483
| 22.044483
|-
|-
| | 59
| 59
| | 0-5-8-17-22
| 0-5-8-17-22
| | 1-7/5-12/7-11/7-11/10
| 1-7/5-12/7-11/7-11/10
| | jove
| jove
| | 22.044491
| 22.044491
|-
|-
| | 60
| 60
| | 0-3-9-17-22
| 0-3-9-17-22
| | 1-11/9-11/6-11/7-11/10
| 1-11/9-11/6-11/7-11/10
| | utonal
| utonal
| | 22.044568
| 22.044568
|-
|-
| | 61
| 61
| | 0-5-14-17-22
| 0-5-14-17-22
| | 1-7/5-9/7-11/7-11/10
| 1-7/5-9/7-11/7-11/10
| | jove
| jove
| | 22.049860
| 22.049860
|-
|-
| | 62
| 62
| | 0-8-14-17-22
| 0-8-14-17-22
| | 1-12/7-9/7-11/7-11/10
| 1-12/7-9/7-11/7-11/10
| | swetismic
| swetismic
| | 22.049934
| 22.049934
|-
|-
| | 63
| 63
| | 0-9-14-17-22
| 0-9-14-17-22
| | 1-11/6-9/7-11/7-11/10
| 1-11/6-9/7-11/7-11/10
| | swetismic
| swetismic
| | 22.050019
| 22.050019
|-
|-
| | 64
| 64
| | 0-3-15-17-22
| 0-3-15-17-22
| | 1-11/9-11/8-11/7-11/10
| 1-11/9-11/8-11/7-11/10
| | utonal
| utonal
| | 22.055285
| 22.055285
|-
|-
| | 65
| 65
| | 0-8-15-17-22
| 0-8-15-17-22
| | 1-12/7-11/8-11/7-11/10
| 1-12/7-11/8-11/7-11/10
| | unimarvel
| unimarvel
| | 22.055368
| 22.055368
|-
|-
| | 66
| 66
| | 0-9-15-17-22
| 0-9-15-17-22
| | 1-11/6-11/8-11/7-11/10
| 1-11/6-11/8-11/7-11/10
| | utonal
| utonal
| | 22.055452
| 22.055452
|-
|-
| | 67
| 67
| | 0-5-7-19-22
| 0-5-7-19-22
| | 1-7/5-8/5-9/5-11/10
| 1-7/5-8/5-9/5-11/10
| | otonal
| otonal
| | 22.169974
| 22.169974
|-
|-
| | 68
| 68
| | 0-5-13-19-22
| 0-5-13-19-22
| | 1-7/5-6/5-9/5-11/10
| 1-7/5-6/5-9/5-11/10
| | otonal
| otonal
| | 22.172438
| 22.172438
|-
|-
| | 69
| 69
| | 0-7-13-19-22
| 0-7-13-19-22
| | 1-8/5-6/5-9/5-11/10
| 1-8/5-6/5-9/5-11/10
| | otonal
| otonal
| | 22.172467
| 22.172467
|-
|-
| | 70
| 70
| | 0-5-14-19-22
| 0-5-14-19-22
| | 1-7/5-9/7-9/5-11/10
| 1-7/5-9/7-9/5-11/10
| | swetismic
| swetismic
| | 22.174936
| 22.174936
|-
|-
| | 71
| 71
| | 0-7-14-19-22
| 0-7-14-19-22
| | 1-8/5-9/7-9/5-11/10
| 1-8/5-9/7-9/5-11/10
| | unimarvel
| unimarvel
| | 22.174965
| 22.174965
|-
|-
| | 72
| 72
| | 0-5-17-19-22
| 0-5-17-19-22
| | 1-7/5-11/7-9/5-11/10
| 1-7/5-11/7-9/5-11/10
| | werckismic
| werckismic
| | 22.209463
| 22.209463
|-
|-
| | 73
| 73
| | 0-14-17-19-22
| 0-14-17-19-22
| | 1-9/7-11/7-9/5-11/10
| 1-9/7-11/7-9/5-11/10
| | jove
| jove
| | 22.214319
| 22.214319
|}
|}


=Hexads=
== Hexads ==
 
{| class="wikitable center-1"
{| class="wikitable"
|-
|-
| | Number
! #
| | Chord
! Chord
| | Transversal
! Transversal
| | Type
! Type
| | Hash
! Hash
|-
|-
| | 1
| 1
| | 0-3-6-9-12-15
| 0-3-6-9-12-15
| | 1-11/9-3/2-11/6-9/8-11/8
| 1-11/9-3/2-11/6-9/8-11/8
| | rastmic
| rastmic
| | 15.192640
| 15.192640
|-
|-
| | 2
| 2
| | 0-2-5-8-14-17
| 0-2-5-8-14-17
| | 1-8/7-7/5-12/7-9/7-11/7
| 1-8/7-7/5-12/7-9/7-11/7
| | jove
| jove
| | 17.172789
| 17.172789
|-
|-
| | 3
| 3
| | 0-3-9-12-15-17
| 0-3-9-12-15-17
| | 1-11/9-11/6-9/8-11/8-11/7
| 1-11/9-11/6-9/8-11/8-11/7
| | jove
| jove
| | 17.362021
| 17.362021
|-
|-
| | 4
| 4
| | 0-2-5-7-14-19
| 0-2-5-7-14-19
| | 1-8/7-7/5-8/5-9/7-9/5
| 1-8/7-7/5-8/5-9/7-9/5
| | miracle
| miracle
| | 19.044834
| 19.044834
|-
|-
| | 5
| 5
| | 0-5-7-12-14-19
| 0-5-7-12-14-19
| | 1-7/5-8/5-9/8-9/7-9/5
| 1-7/5-8/5-9/8-9/7-9/5
| | unimarvel
| unimarvel
| | 19.055709
| 19.055709
|-
|-
| | 6
| 6
| | 0-2-5-14-17-19
| 0-2-5-14-17-19
| | 1-8/7-7/5-9/7-11/7-9/5
| 1-8/7-7/5-9/7-11/7-9/5
| | jove
| jove
| | 19.357631
| 19.357631
|-
|-
| | 7
| 7
| | 0-5-12-14-17-19
| 0-5-12-14-17-19
| | 1-7/5-9/8-9/7-11/7-9/5
| 1-7/5-9/8-9/7-11/7-9/5
| | miracle
| miracle
| | 19.366393
| 19.366393
|-
|-
| | 8
| 8
| | 0-3-5-8-17-22
| 0-3-5-8-17-22
| | 1-11/9-7/5-12/7-11/7-11/10
| 1-11/9-7/5-12/7-11/7-11/10
| | jove
| jove
| | 22.044493
| 22.044493
|-
|-
| | 9
| 9
| | 0-5-8-14-17-22
| 0-5-8-14-17-22
| | 1-7/5-12/7-9/7-11/7-11/10
| 1-7/5-12/7-9/7-11/7-11/10
| | jove
| jove
| | 22.049945
| 22.049945
|-
|-
| | 10
| 10
| | 0-3-8-15-17-22
| 0-3-8-15-17-22
| | 1-11/9-12/7-11/8-11/7-11/10
| 1-11/9-12/7-11/8-11/7-11/10
| | unimarvel
| unimarvel
| | 22.055370
| 22.055370
|-
|-
| | 11
| 11
| | 0-3-9-15-17-22
| 0-3-9-15-17-22
| | 1-11/9-11/6-11/8-11/7-11/10
| 1-11/9-11/6-11/8-11/7-11/10
| | utonal
| utonal
| | 22.055455
| 22.055455
|-
|-
| | 12
| 12
| | 0-5-7-13-19-22
| 0-5-7-13-19-22
| | 1-7/5-8/5-6/5-9/5-11/10
| 1-7/5-8/5-6/5-9/5-11/10
| | otonal
| otonal
| | 22.172477
| 22.172477
|-
|-
| | 13
| 13
| | 0-5-7-14-19-22
| 0-5-7-14-19-22
| | 1-7/5-8/5-9/7-9/5-11/10
| 1-7/5-8/5-9/7-9/5-11/10
| | unimarvel
| unimarvel
| | 22.174975
| 22.174975
|-
|-
| | 14
| 14
| | 0-5-14-17-19-22
| 0-5-14-17-19-22
| | 1-7/5-9/7-11/7-9/5-11/10
| 1-7/5-9/7-11/7-9/5-11/10
| | jove
| jove
| | 22.214329
| 22.214329
|}
|}
[[Category:chord]]
 
[[Category:listen]]
[[Category:Lists of chords]]
[[Category:miracle]]
[[Category:Listen]]
[[Category:pentad]]
[[Category:Miracle]]
[[Category:tetrad]]
[[Category:Triads]]
[[Category:triad]]
[[Category:Tetrads]]
[[Category:Pentads]]
[[Category:Hexads]]
Retrieved from "https://en.xen.wiki/w/Miracle/Chords"