It all started, for me, with watching this video by 12tone:
For a primer on what I'll be investigating here, I really recommend you watch that video first, as it was my own introduction to the subject and the basis for everything I'll be doing to follow up on it. Much of the material on this page is merely a reiteration of the same conclusions 12tone came to, but with more verbose examples and not much additional insight.
Antiscales were invented (or discovered, or reported) by Reuben NebbettBlades, who sent an email describing them to 12tone in March of 2019. Reuben (according to 12tone) made the observation that some, but not all, diatonic modes had antiscales that were essentially other diatonic modes. This concept was formalized by 12tone in the video above. So, don't get any notions that these are wellestablished kernels of music theory  this is fresh, hot steaming stuff that just came out of the oven. Also, I didn't invent any of it and have never met any of the folks who did.
For this exploration, I am rejecting my usual definition of a "scale", by allowing scales that contain leaps greater than a major third. While the omisison of leaps makes musical sense, it introduces gaps into the combinatorial permutations and gets in the way when doing mathematical stuff. So here we will consider a "scale" to be any pitch class set that has a root tone, regardless of its intervallic content. A prerequisite for understanding some of the formulas in this article is understanding how I represent scales as binary words; so if this is unfamiliar territory go and read about it now.
Our first step is to figure out how to compute an antiscale. We know that an antiscale is the complement, with an added root. Finding the complement of a scale is done with a bitwise XOR against the Chromatic Scale (111111111111, which is the binary representation of 2^12 or the decimal number 4095). XOR does what we want: for a binary word with 12 bits, it turns all the ON bits OFF, and turns the OFF bits ON.
Once we have the complement, we add a root tone to it. In our numbering of scales, the root tone has the binary digit 1. This means any legit scale (with a root) will be an odd number, and any complement of a scale (lacking a root) will be even. To create an antiscale, the formula is simple: take the complement of the original scale using that binary XOR, and then add 1 to it.
In code, it looks like this:
function antiscale($scalenum) {
return (4095 ^ $scalenum) + 1;
}
Easy, right? But we can make it even easier.
When we combine a scale and its complement, we get the complete set of 12, aka the 12tone chromatic scale. The binary number for the chromatic scale is 4095, aka the binary 111111111111. When we combine a scale and its antiscale, we've again constructed the whole set of 12 tones, but with an extra root tone added because it is present in both the scales. So, the sum of a scale and its antiscale is 4095 + 1 = 4096. So the easy formula for an antiscale becomes evident:
function antiscale($scalenum) {
return 4096  $scalenum;
}
By this formula it also becomes apparent that every scale will have one and only one antiscale, every antiscale is unique (no scale has more than one antiscale), and the scales and antiscales will be in pairs that sum up to 4096. The relationship is bidirectional: the antiscale of an antiscale of a scale is itself. In the extreme case, the 12 tone chromatic scale (4095) has the antiscale of just a root tone (1), so in essence the antiscale of a 12note scale is a 1note scale, and viceversa.
We can make some more obvious observations about the cardinality of antiscales. For a scale with cardinality d, the cardinality of the complement will be (12  d), and the cardinality of the antiscale will be ((12  d) + 1), or more simply (13  d). Consequently all heptatonic scales will have a hexatonic antiscale, and viceversa. This relationship of cardinality suffices to show that no scale can ever be its own antiscale, because no scale can have a nonintegral cardinality. This assertion is also consistent with the formula A = 4096  S, because the only S that would satisfy A = S is (4096 / 2) = 2048, which has no root tone (which we can see at a glance because it's an even number) and thus is not a scale.
Now we can look at an example. 12tone sprints through it pretty fast, so let me break it down in steps that you can read at a more leisurely pace.
Scale 2741: Major  Scale 1355: Raga Bhavani  Scale 1387: Locrian 




The Major scale is 2741. The antiscale of that is 1355 Aeolorimic, which 12Tone calls "Antimajor". Raga Bhavani is a hexatonic subset of 1387 Locrian; Raga Bhavani is the Locrian scale with one note removed. And... Locrian is a mode of Major. This is the connection that Reuben observed, 12tone correctly observed that this is pretty neat, and gave the relationship a name: Antiscale Equivalence (AE).
The contrary example given by 12tone is 1453 Aeolian, also known as Natural Minor. The antiscale of 1453 is 2643 Raga Hamsanandi. Raga Hamsanandi is not a hexatonic subset of any of the modes of Aeolian, so therefore Aeolian does not have Antiscale Equivalence.
Scale 1453: Aeolian  Scale 2643: Raga Hamsanandi 



12tone says the four diatonic modes with Antiscale Equivalence are Major, Locrian, Lydian, and Phrygian. It's true! Here are the antiscales of each diatonic mode, and the diatonic modes that we can achieve by adding one extra tone to the antiscale:
Scale  Antiscale  Subset of: 

2741 Major  1355 Aeolorimic  1387 Locrian 
1709 Dorian  2387 Paptimic  NONE 
1451 Phrygian  2645 Raga Mruganandana  2773 Lydian 
2773 Lydian  1323 Ritsu  1387 Locrian 1451 Phrygian 
1717 Mixolydian  2379 Raga Gurjari Todi  NONE 
1453 Aeolian  2643 Raga Hamsanandi  NONE 
1387 Locrian  2709 Raga Kumud  2741 Major 2773 Lydian 
For want of a better term, I'll call these the Superantimodes, and they can be plural. For example, notice that Major and Lydian are the superantimodes of Locrian, and Locrian is the superantimode of both Major and Lydian. Representing the superantimode relationship as an arrow , we can build a network graph showing the superantimode relationships between modes:
From our example of the diatonic set it's apparent that within a modal family we may see some scales with AE, and some without; some scales  like Locrian  will have multiple superantimodes. And conversely, some modes  like Lydian  will be the superantimode of more than one of its modal siblings. 12tone mentions this plurality in the video at 7:41.
The diagram above might insinuate that there is a smooth continuum from Major to Phrygian, but that would be a misinterpretation. Connection by an arrow in the network graph really means the modes are very different, and where a node has more than one connection, its adjacent nodes are similar to each other in that they are both additions of a single note to a common antiscale. As a case in point, Phrygian and Locrian are similar scales differing only by the alteration of the 5th, and Major and Lydian are similar to each other differing only by the alteration of the 4th.
A fact that we can accept immediately is that AE will only occur for heptatonic scales. For as we determined above, an antiscale has the cardinality 13  d, and any superset (adding just one tone) will have cardinality (13  d) + 1. For that superset to be an superantimode, the cardinality of the superset must equal the cardinality of the original scale. So (13  d) + 1 = d, which solves as d = 7.
Another observation is that like the pairwise relationship of antiscales, superantimodes are always reciprocal. If Scale A has a superantimode B, then Scale B will have a superantimode A. Superantimode relationships are always reciprocal, even if they're not onetoone.
When a scale has AE, its inverse will also have AE, without exception. We can see in the lists below that pairs of families have the same Forte Class numbers; that's because classes are related by rotation or inversion, whereas our modal families are only related by rotation. For every modal family that has AE scales, its inverted relatives from the same Forte class will have the same pattern. For example, in Figure 5: scale 2143 inverted is 3907, and scale 2017 inverted is 253.
When 12tone says "there are 16 sets represented", he isn't talking about modal families, he means 16 different Forte classes, each of which may be invertible or noninvertible. The property that 12tone calls "invertible" has another name: chirality. A chiral scale has an inverse that is different from itself and all its own modes; the inverse can not be produced by rotation. A chiral scale is like a left glove; no matter how you turn it around (excluding turning it insideout), it cannot be transformed into a right glove. An achiral scale is like a tube sock: it has no left or right handedness, and its reflection looks the same as a rotation of itself. The achiral sets are the ones that have at least one axis of reflective symmetry.
What we see is that in chiral scales (the ones with no symmetry), the AE scales will have an enantiomorph with its own superantimode  like matching fingers on a left and right glove. In scales that are chiral (with symmetry), there is no enantiomorph, and the superantiscales ARE the inverse.
After crunching all the numbers, it turns out that most of the superantimode relationships are between two modes, or in a linear cycle of 3 or 4 modes.
There are 12 modal families that contain a single pair of AE scales that are superantimodes of each other. Most of them are chiral, and their enantiomorphs are superantimodes of each other too. In the achiral ones (that have reflective symmetry)  7Z37 and 7Z17  The AE scales are both inverses and superantimodes of each other.
Forte Class  Chirality  Modal Family  AE modes 

72  YES  191 BEGian 2143 NAPian 3119 TIKian 3607 WOPian 3851 YILian 3973 ZEHian 2017 MEQian  
72  YES  253 BOSian 1087 GOBian 2591 PUWian 3343 VAJian 3719 XOFian 3907 YUTian 4001 ZIYian  
73  YES  319 Epodian 2207 Mygian 3151 Pacrian 3623 Aerocrian 3859 Aeolarian 3977 Kythian 1009 Katyptian  
73  YES  505 Sanian 575 Ionydian 2335 Epydian 3215 Katydian 3655 Mathian 3875 Aeryptian 3985 Thadian  
711  YES  379 Aeragian 2237 Epothian 1583 Salian 2839 Lyptian 3467 Sudhvidhamagini 3781 Gyphian 1969 Zorian  
711  YES  445 Gocrian 1135 Katolian 2615 Thoptian 3355 Bagian 3725 Kyrian 1955 Sonian 3025 Epycrian  
7Z37  NO  443 Kothian 2269 Pygian 1591 Rodian 2843 Sorian 3469 Monian 1891 Thalian 2993 Stythian  
7Z17  NO  631 Zygian 2363 Kataptian 3229 Aeolaptian 1831 Pothian 2963 Bygian 3529 Stalian 953 Mela Yagapriya  
723  YES  701 Mixonyphian 1199 Magian 2647 Dadian 3371 Aeolylian 3733 Gycrian 1957 Pyrian 1513 Stathian  
723  YES  757 Ionyptian 1213 Gyrian 1327 Zalian 2711 Stolian 3403 Bylian 3749 Raga Sorati 1961 Soptian  
727  YES  949 Mela Mararanjani 1261 Modified Blues 1339 Kycrian 2717 Epygian 1703 Mela Vanaspati 2899 Kagian 3497 Phrolian  
727  YES  695 Sarian 2395 Zoptian 3245 Mela Varunapriya 1835 Byptian 2965 Darian 1765 Lonian 1465 Mela Ragavardhani 
There are three modal families with two connected AE pairs. These sets are all achiral (they have reflective symmetry), and exhibit the interesting pattern that the superantimode pairs aren't inverses of each other, but the pairs have one from each inverted couple. For example, in class 78, the scales 381 and 2001 are inverses, as are the scales 3723 and 2607.
Forte Class  Chirality  Modal Family  AE modes 

78  NO  381 Kogian 1119 Rarian 2607 Aerolian 3351 Crater Scale 3723 Myptian 3909 Rydian 2001 Gydian  
722  NO  871 Hungarian Romani Minor 4th Mode 2483 Double Harmonic 3289 Lydian Sharp 2 Sharp 6 923 Ultraphrygian 2509 Double Harmonic Minor 1651 Asian 2873 Ionian Augmented Sharp 2  
734  NO  1371 Superlocrian 2733 Melodic Minor Ascending 1707 Dorian Flat 2 2901 Lydian Augmented 1749 Acoustic 1461 MajorMinor 1389 Minor Locrian 
There are three modal families with a linear cycle of 3 modes. The 77 class has the predictable chiral relationship between the two modal sets. Set 715 is elegant with its scale 1821 being palindromic (so it is its own inverse), and its two superantimodes 2283 and 2787 are inverses of each other.
Forte Class  Chirality  Modal Family  AE modes 

77  YES  463 Zythian 2279 Dyrian 3187 Koptian 3641 Thocrian 967 Mela Salaga 2531 Danian 3313 Aeolacrian  
77  YES  487 Dynian 2291 Zydian 3193 Zathian 911 Radian 2503 Mela Jhalavarali 3299 Syptian 3697 Ionarian  
715  NO  471 Dodian 2283 Aeolyptian 3189 Aeolonian 1821 Aeradian 1479 Mela Jalarnava 2787 Zyrian 3441 Thacrian 
There are two modal families with a linear cycle of 4 modes. It is interesting to note that these are the most evenlyspaced and the least evenlyspaced scales of all the heptatonics, and here we meet with our favourite set, 735 the major aka diatonic. Of the four connected scales, the two middle ones with two superantiscales (eg Locrian and Lydian) are inverses of each other, and the two outer ones (eg Major and Phrygian) are also inverses. You won't find the 71 class mentioned in the Study of Scales due to its large "leap" (disqualifying it from being called a True Scale) but it's included here for the reasons explained in the intro.
Forte Class  Chirality  Modal Family  AE modes 

71  NO  127 Heptatonic Chromatic 2111 Heptatonic Chromatic 2 3103 Heptatonic Chromatic 3 3599 Heptatonic Chromatic 4 3847 Heptatonic Chromatic 5 3971 Heptatonic Chromatic 6 4033 Heptatonic Chromatic Descending  
735  NO  1387 Locrian 2741 Major 1709 Dorian 1451 Phrygian 2773 Lydian 1717 Mixolydian 1453 Aeolian 
There are two modal families where one mode is related by AE to 3 other modes. Predictably, they are chiral enantiomorphs of each other, from the same Forte class. The central mostconnected mode in each family are inverses; 3277 is the inverse of 1639.
Forte Class  Chirality  Modal Family  AE modes 

721  YES  823 Stodian 2459 Ionocrian 3277 Mela Nitimati 1843 Ionygian 2969 Tholian 883 Ralian 2489 Mela Gangeyabhusani  
721  YES  827 Mixolocrian 2461 Sagian 1639 Aeolothian 2867 Major Romani 3481 Katathian 947 Mela Gayakapriya 2521 Mela Dhatuvardhani 
The last and most impressive modal family is this one. All 7 modes have AE, with Neapolitan Major occupying a central node connected to all others. Its palindromic symmetry means it is its own inverse, and the six others are paired up as inverses too. The elegance of this set is apparent when you observe that it is a whole tone scale with one of the gaps filled. There are six gaps in the whole tone scale, producing 6 scales with similar placement of gaps; but then there is the Neapolitan Major scale where the filled gap acts as the root, allowing the whole tone pattern to shift by a semitone. That shift puts it out of phase with all its siblings, with notes where there are gaps and gaps where there are notes... consequently Neapolitan Major is superantimodal to all its siblings  a quintessential black sheep.
Forte Class  Chirality  Modal Family  AE modes 

733  NO  1367 Leading WholeTone Inverse 2731 Neapolitan Major 3413 Leading Wholetone 1877 Aeroptian 1493 Lydian Minor 1397 Major Locrian 1373 Storian 
Now with our formula for computing superantimodes (the existence of which signifies AE), we can easily iterate through all the modal families and map out the superantimodes. There are a total of 66 heptatonic modal families. 23 of those modal families contain one or more AE scales, and those families belong to 16 pitch class sets. Seven of those sixteen sets are chiral and comprise two enantiomorphic modal families (making 14), the other nine are achiral. This is the potatoes of this article... every heptatonic modal family, with all the superantimodes shown. Enjoy!
Scale family 127: Heptatonic Chromatic  Forte class: 71  

Scale  Antiscale  Superantimodes  
127 Heptatonic Chromatic  3969 Hexatonic Chromatic Descending  3971 Heptatonic Chromatic 6 4033 Heptatonic Chromatic Descending  
2111 Heptatonic Chromatic 2  1985 MEWian  4033 Heptatonic Chromatic Descending  
3103 Heptatonic Chromatic 3  993 GAVian  NONE  
3599 Heptatonic Chromatic 4  497 Kadimic  NONE  
3847 Heptatonic Chromatic 5  249 BOQian  NONE  
3971 Heptatonic Chromatic 6  125 ATWian  127 Heptatonic Chromatic  
4033 Heptatonic Chromatic Descending  63 Hexatonic Chromatic  127 Heptatonic Chromatic 2111 Heptatonic Chromatic 2 
Scale family 191: BEGian  Forte class: 72  

Scale  Antiscale  Superantimodes  
191 BEGian  3905 YUSian  NONE  
2143 NAPian  1953 MACian  2017 MEQian  
3119 TIKian  977 Kocrimic  NONE  
3607 WOPian  489 Phrathimic  NONE  
3851 YILian  245 Raga Dipak  NONE  
3973 ZEHian  123 ASUian  NONE  
2017 MEQian  2079 Hexatonic Chromatic 4  2143 NAPian 
Scale family 223: BIZian  Forte class: 74  

Scale  Antiscale  Superantimodes  
223 BIZian  3873 YOYian  NONE  
2159 NEYian  1937 Galimic  NONE  
3127 TOPian  969 Ionogimic  NONE  
3611 WORian  485 Stoptimic  NONE  
3853 YOMian  243 BOMian  NONE  
1987 MEXian  2109 MUVian  NONE  
3041 TANian  1055 GIHian  NONE 
Scale family 239: BIKian  Forte class: 75  

Scale  Antiscale  Superantimodes  
239 BIKian  3857 Ponimic  NONE  
2167 NEDian  1929 Aeolycrimic  NONE  
3131 TORian  965 Ionothimic  NONE  
3613 WOSian  483 Kygimic  NONE  
1927 LUNian  2169 NEFian  NONE  
3011 SUWian  1085 GOZian  NONE  
3553 WEHian  543 DENian  NONE 
Scale family 247: BOPian  Forte class: 75  

Scale  Antiscale  Superantimodes  
247 BOPian  3849 YIKian  NONE  
2171 NEGian  1925 LUMian  NONE  
3133 TOSian  963 GACian  NONE  
1807 LARian  2289 Mocrimic  NONE  
2951 SILian  1145 Zygimic  NONE  
3523 WAPian  573 Saptimic  NONE  
3809 YELian  287 Gynimic  NONE 
Scale family 251: BORian  Forte class: 74  

Scale  Antiscale  Superantimodes  
251 BORian  3845 YIHian  NONE  
2173 NEHian  1923 LULian  NONE  
1567 JOBian  2529 PIKian  NONE  
2831 RUQian  1265 Pynimic  NONE  
3463 VOFian  633 Kydimic  NONE  
3779 YASian  317 Korimic  NONE  
3937 ZALian  159 BAMian  NONE 
Scale family 253: BOSian  Forte class: 72  

Scale  Antiscale  Superantimodes  
253 BOSian  3843 Hexatonic Chromatic 5  3907 YUTian  
1087 GOBian  3009 SUVian  NONE  
2591 PUWian  1505 JEPian  NONE  
3343 VAJian  753 Kytrimic  NONE  
3719 XOFian  377 Kathimic  NONE  
3907 YUTian  189 BEFian  253 BOSian  
4001 ZIYian  95 ARKian  NONE 
Scale family 319: Epodian  Forte class: 73  

Scale  Antiscale  Superantimodes  
319 Epodian  3777 YARian  NONE  
2207 Mygian  1889 LOQian  NONE  
3151 Pacrian  945 Raga Saravati  1009 Katyptian  
3623 Aerocrian  473 Aeralimic  NONE  
3859 Aeolarian  237 BIJian  NONE  
3977 Kythian  119 SMOian  NONE  
1009 Katyptian  3087 Hexatonic Chromatic 3  3151 Pacrian 
Scale family 351: Epanian  Forte class: 79  

Scale  Antiscale  Superantimodes  
351 Epanian  3745 XUVian  NONE  
2223 Konian  1873 Dathimic  NONE  
3159 Stocrian  937 Stothimic  NONE  
3627 Kalian  469 Katyrimic  NONE  
3861 Phroptian  235 BIHian  NONE  
1989 Dydian  2107 MUTian  NONE  
1521 Stanian  2575 PUMian  NONE 
Scale family 367: Aerodian  Forte class: 7Z36  

Scale  Antiscale  Superantimodes  
367 Aerodian  3729 Starimic  NONE  
2231 Macrian  1865 Thagimic  NONE  
3163 Rogian  933 Dadimic  NONE  
3629 Boptian  467 Raga Dhavalangam  NONE  
1931 Stogian  2165 NECian  NONE  
3013 Thynian  1083 GOYian  NONE  
1777 Saptian  2319 ODUian  NONE 
Scale family 375: Sodian  Forte class: 713  

Scale  Antiscale  Superantimodes  
375 Sodian  3721 Phragimic  NONE  
2235 Bathian  1861 Phrygimic  NONE  
3165 Mylian  931 Raga Kalakanthi  NONE  
1815 Godian  2281 Rathimic  NONE  
2955 Thorian  1141 Rynimic  NONE  
3525 Zocrian  571 Kynimic  NONE  
1905 Katacrian  2191 Thydimic  NONE 
Scale family 379: Aeragian  Forte class: 711  

Scale  Antiscale  Superantimodes  
379 Aeragian  3717 XIDian  3781 Gyphian  
2237 Epothian  1859 LIXian  NONE  
1583 Salian  2513 Aerycrimic  NONE  
2839 Lyptian  1257 Minor Blues  NONE  
3467 Sudhvidhamagini  629 Aeronimic  NONE  
3781 Gyphian  315 Stodimic  379 Aeragian  
1969 Zorian  2127 NAFian  NONE 
Scale family 381: Kogian  Forte class: 78  

Scale  Antiscale  Superantimodes  
381 Kogian  3715 XICian  3723 Myptian  
1119 Rarian  2977 SOBian  NONE  
2607 Aerolian  1489 Raga Jyoti  2001 Gydian  
3351 Crater Scale  745 Kolimic  NONE  
3723 Myptian  373 Epagimic  381 Kogian  
3909 Rydian  187 BEDian  NONE  
2001 Gydian  2095 MUMian  2607 Aerolian 
Scale family 415: Aeoladian  Forte class: 76  

Scale  Antiscale  Superantimodes  
415 Aeoladian  3681 XAHian  NONE  
2255 Dylian  1841 Thogimic  NONE  
3175 Eponian  921 Bogimic  NONE  
3635 Katygian  461 Raga Syamalam  NONE  
3865 Starian  231 BIFian  NONE  
995 Phrathian  3101 TIYian  NONE  
2545 Thycrian  1551 JORian  NONE 
Scale family 431: Epyrian  Forte class: 714  

Scale  Antiscale  Superantimodes  
431 Epyrian  3665 Stalimic  NONE  
2263 Lycrian  1833 Ionacrimic  NONE  
3179 Daptian  917 Dygimic  NONE  
3637 Raga Rageshri  459 Zaptimic  NONE  
1933 Mocrian  2163 NEBian  NONE  
1507 Zynian  2589 PUVian  NONE  
2801 Zogian  1295 HUYian  NONE 
Scale family 439: Bythian  Forte class: 7Z38  

Scale  Antiscale  Superantimodes  
439 Bythian  3657 Epynimic  NONE  
2267 Padian  1829 Pathimic  NONE  
3181 Rolian  915 Raga Kalagada  NONE  
1819 Pydian  2277 Kagimic  NONE  
2957 Thygian  1139 Aerygimic  NONE  
1763 Katalian  2333 Stynimic  NONE  
2929 Aeolathian  1167 Aerodimic  NONE 
Scale family 443: Kothian  Forte class: 7Z37  

Scale  Antiscale  Superantimodes  
443 Kothian  3653 Sathimic  NONE  
2269 Pygian  1827 Katygimic  1891 Thalian  
1591 Rodian  2505 Mydimic  NONE  
2843 Sorian  1253 Zolimic  NONE  
3469 Monian  627 Mogimic  NONE  
1891 Thalian  2205 Ionocrimic  2269 Pygian  
2993 Stythian  1103 Lynimic  NONE 
Scale family 445: Gocrian  Forte class: 711  

Scale  Antiscale  Superantimodes  
445 Gocrian  3651 WUQian  NONE  
1135 Katolian  2961 Bygimic  3025 Epycrian  
2615 Thoptian  1481 Zagimic  NONE  
3355 Bagian  741 Gathimic  NONE  
3725 Kyrian  371 Rythimic  NONE  
1955 Sonian  2141 NANian  NONE  
3025 Epycrian  1071 GORian  1135 Katolian 
Scale family 463: Zythian  Forte class: 77  

Scale  Antiscale  Superantimodes  
463 Zythian  3633 Daptimic  3641 Thocrian  
2279 Dyrian  1817 Phrythimic  NONE  
3187 Koptian  909 Katarimic  NONE  
3641 Thocrian  455 Messiaen Mode 5 Rotation 2  967 Mela Salaga 463 Zythian  
967 Mela Salaga  3129 TOQian  3641 Thocrian  
2531 Danian  1565 JOZian  NONE  
3313 Aeolacrian  783 ETUian  NONE 
Scale family 471: Dodian  Forte class: 715  

Scale  Antiscale  Superantimodes  
471 Dodian  3625 Podimic  NONE  
2283 Aeolyptian  1813 Katothimic  1821 Aeradian  
3189 Aeolonian  907 Tholimic  NONE  
1821 Aeradian  2275 Messiaen Mode 5  2787 Zyrian 2283 Aeolyptian  
1479 Mela Jalarnava  2617 Pylimic  NONE  
2787 Zyrian  1309 Pogimic  1821 Aeradian  
3441 Thacrian  655 Kataptimic  NONE 
Scale family 475: Aeolygian  Forte class: 7Z38  

Scale  Antiscale  Superantimodes  
475 Aeolygian  3621 Gylimic  NONE  
2285 Aerogian  1811 Kyptimic  NONE  
1595 Dacrian  2501 Ralimic  NONE  
2845 Baptian  1251 Sylimic  NONE  
1735 Mela Navanitam  2361 Docrimic  NONE  
2915 Aeolydian  1181 Katagimic  NONE  
3505 Stygian  591 Gaptimic  NONE 
Scale family 477: Stacrian  Forte class: 713  

Scale  Antiscale  Superantimodes  
477 Stacrian  3619 Thanimic  NONE  
1143 Styrian  2953 Ionylimic  NONE  
2619 Ionyrian  1477 Raga Jaganmohanam  NONE  
3357 Phrodian  739 Rorimic  NONE  
1863 Pycrian  2233 Donimic  NONE  
2979 Gyptian  1117 Raptimic  NONE  
3537 Katogian  559 Lylimic  NONE 
Scale family 487: Dynian  Forte class: 77  

Scale  Antiscale  Superantimodes  
487 Dynian  3609 WOQian  NONE  
2291 Zydian  1805 LAQian  NONE  
3193 Zathian  903 FOSian  911 Radian  
911 Radian  3185 Messiaen Mode 5 Rotation 1  3697 Ionarian 3193 Zathian  
2503 Mela Jhalavarali  1593 Zogimic  NONE  
3299 Syptian  797 Katocrimic  NONE  
3697 Ionarian  399 Zynimic  911 Radian 
Scale family 491: Aeolyrian  Forte class: 714  

Scale  Antiscale  Superantimodes  
491 Aeolyrian  3605 OLKian  NONE  
2293 Gorian  1803 LAPian  NONE  
1597 Aeolodian  2499 PIRian  NONE  
1423 Doptian  2673 Mythimic  NONE  
2759 Mela Pavani  1337 Epogimic  NONE  
3427 Zacrian  669 Major Blues  NONE  
3761 Raga Madhuri  335 Zanimic  NONE 
Scale family 493: Rygian  Forte class: 7Z36  

Scale  Antiscale  Superantimodes  
493 Rygian  3603 WOMian  NONE  
1147 Epynian  2949 SIKian  NONE  
2621 Ionogian  1475 UFFian  NONE  
1679 Kydian  2417 Kanimic  NONE  
2887 Gaptian  1209 Raga Bhanumanjari  NONE  
3491 Tharian  605 Dycrimic  NONE  
3793 Aeopian  303 Golimic  NONE 
Scale family 499: Ionaptian  Forte class: 76  

Scale  Antiscale  Superantimodes  
499 Ionaptian  3597 WIJian  NONE  
2297 Thylian  1799 LAMian  NONE  
799 Lolian  3297 ULLian  NONE  
2447 Thagian  1649 Bolimic  NONE  
3271 Mela Raghupriya  825 Thyptimic  NONE  
3683 Dycrian  413 Ganimic  NONE  
3889 Parian  207 BEQian  NONE 
Scale family 501: Katylian  Forte class: 79  

Scale  Antiscale  Superantimodes  
501 Katylian  3595 WIHian  NONE  
1149 Bydian  2947 SIJian  NONE  
1311 Bynian  2785 RONian  NONE  
2703 Galian  1393 Mycrimic  NONE  
3399 Zonian  697 Lagimic  NONE  
3747 Myrian  349 Borimic  NONE  
3921 Pythian  175 BEWian  NONE 
Scale family 505: Sanian  Forte class: 73  

Scale  Antiscale  Superantimodes  
505 Sanian  3591 WIFian  3655 Mathian  
575 Ionydian  3521 WANian  NONE  
2335 Epydian  1761 KUQian  NONE  
3215 Katydian  881 Aerothimic  NONE  
3655 Mathian  441 Thycrimic  505 Sanian  
3875 Aeryptian  221 BIYian  NONE  
3985 Thadian  111 AROian  NONE 
Scale family 607: Kadian  Forte class: 710  

Scale  Antiscale  Superantimodes  
607 Kadian  3489 VUVian  NONE  
2351 Gynian  1745 Raga Vutari  NONE  
3223 Thyphian  873 Bagimic  NONE  
3659 Polian  437 Ronimic  NONE  
3877 Thanian  219 Istrian  NONE  
1993 Katoptian  2103 MURian  NONE  
761 Ponian  3335 VADian  NONE 
Scale family 623: Sycrian  Forte class: 716  

Scale  Antiscale  Superantimodes  
623 Sycrian  3473 Lathimic  NONE  
2359 Gadian  1737 Raga Madhukauns  NONE  
3227 Aeolocrian  869 Kothimic  NONE  
3661 Mixodorian  435 Raga Purna Pancama  NONE  
1939 Dathian  2157 NEXian  NONE  
3017 Gacrian  1079 GOWian  NONE  
889 Borian  3207 UCOian  NONE 
Scale family 631: Zygian  Forte class: 7Z17  

Scale  Antiscale  Superantimodes  
631 Zygian  3465 Katathimic  3529 Stalian  
2363 Kataptian  1733 Raga Sarasvati  NONE  
3229 Aeolaptian  867 Phrocrimic  NONE  
1831 Pothian  2265 Raga Rasamanjari  NONE  
2963 Bygian  1133 Stycrimic  NONE  
3529 Stalian  567 Aeoladimic  631 Zygian  
953 Mela Yagapriya  3143 Polimic  NONE 
Scale family 635: Epolian  Forte class: 716  

Scale  Antiscale  Superantimodes  
635 Epolian  3461 VODian  NONE  
2365 Sythian  1731 KOXian  NONE  
1615 Sydian  2481 Raga Paraju  NONE  
2855 Epocrian  1241 Pygimic  NONE  
3475 Kylian  621 Pyramid Hexatonic  NONE  
3785 Epagian  311 Stagimic  NONE  
985 Mela Sucaritra  3111 TIFian  NONE 
Scale family 637: Debussy's Heptatonic  Forte class: 710  

Scale  Antiscale  Superantimodes  
637 Debussy's Heptatonic  3459 VOCian  NONE  
1183 Sadian  2913 SENian  NONE  
2639 Dothian  1457 Raga Kamalamanohari  NONE  
3367 Moptian  729 Stygimic  NONE  
3731 Aeryrian  365 Marimic  NONE  
3913 Bonian  183 BEBian  NONE  
1001 Badian  3095 TIVian  NONE 
Scale family 671: Stycrian  Forte class: 7Z12  

Scale  Antiscale  Superantimodes  
671 Stycrian  3425 VIHian  NONE  
2383 Katorian  1713 Raga Khamas  NONE  
3239 Mela Tanarupi  857 Aeolydimic  NONE  
3667 Kaptian  429 Koptimic  NONE  
3881 Morian  215 BIVian  NONE  
997 Rycrian  3099 TIXian  NONE  
1273 Heptatonic Blues  2823 RULian  NONE 
Scale family 687: Aeolythian  Forte class: 724  

Scale  Antiscale  Superantimodes  
687 Aeolythian  3409 Katanimic  NONE  
2391 Molian  1705 Raga Manohari  NONE  
3243 Mela Rupavati  853 Epothimic  NONE  
3669 Mothian  427 Raga Suddha Simantini  NONE  
1941 Aeranian  2155 NEWian  NONE  
1509 Ragian  2587 PUTian  NONE  
1401 Pagian  2695 RAKian  NONE 
Scale family 695: Sarian  Forte class: 727  

Scale  Antiscale  Superantimodes  
695 Sarian  3401 Palimic  NONE  
2395 Zoptian  1701 Mixolydian Hexatonic  1765 Lonian  
3245 Mela Varunapriya  851 Raga Hejjajji  NONE  
1835 Byptian  2261 Raga Caturangini  NONE  
2965 Darian  1131 Honchoshi Plagal Form  NONE  
1765 Lonian  2331 Dylimic  2395 Zoptian  
1465 Mela Ragavardhani  2631 Macrimic  NONE 
Scale family 699: Aerothian  Forte class: 726  

Scale  Antiscale  Superantimodes  
699 Aerothian  3397 Sydimic  NONE  
2397 Stagian  1699 Raga Rasavali  NONE  
1623 Lothian  2473 Raga Takka  NONE  
2859 Phrycrian  1237 Salimic  NONE  
3477 Kyptian  619 DoublePhrygian Hexatonic  NONE  
1893 Ionylian  2203 Dorimic  NONE  
1497 Mela Jyotisvarupini  2599 Malimic  NONE 
Scale family 701: Mixonyphian  Forte class: 723  

Scale  Antiscale  Superantimodes  
701 Mixonyphian  3395 VEPian  NONE  
1199 Magian  2897 Rycrimic  NONE  
2647 Dadian  1449 Raga Gopikavasantam  1513 Stathian  
3371 Aeolylian  725 Raga Yamuna Kalyani  NONE  
3733 Gycrian  363 Soptimic  NONE  
1957 Pyrian  2139 NAMian  NONE  
1513 Stathian  2583 PURian  2647 Dadian 
Scale family 719: Kanian  Forte class: 719  

Scale  Antiscale  Superantimodes  
719 Kanian  3377 Phralimic  NONE  
2407 Zylian  1689 Lorimic  NONE  
3251 Mela Hatakambari  845 Raga Neelangi  NONE  
3673 Ranian  423 Sogimic  NONE  
971 Mela Gavambodhi  3125 TONian  NONE  
2533 Podian  1563 JOYian  NONE  
1657 Ionothian  2439 PAGian  NONE 
Scale family 727: Phradian  Forte class: 729  

Scale  Antiscale  Superantimodes  
727 Phradian  3369 Mixolimic  NONE  
2411 Aeolorian  1685 Zeracrimic  NONE  
3253 Mela Naganandini  843 Molimic  NONE  
1837 Dalian  2259 Raga Mandari  NONE  
1483 Mela Bhavapriya  2613 Raga Hamsa Vinodini  NONE  
2789 Zolian  1307 Katorimic  NONE  
1721 Mela Vagadhisvari  2375 Aeolaptimic  NONE 
Scale family 731: Alternating Heptamode  Forte class: 731  

Scale  Antiscale  Superantimodes  
731 Alternating Heptamode  3365 Katolimic  NONE  
2413 Harmonic Minor Flat 5  1683 Raga Malayamarutam  NONE  
1627 Hungarian Major 4th Mode  2469 Raga Bhinna Pancama  NONE  
2861 Hungarian Major 5th Mode  1235 Tritone Scale  NONE  
1739 Mela Sadvidhamargini  2357 Raga Sarasanana  NONE  
2917 Nohkan Flute Scale  1179 Sonimic  NONE  
1753 Hungarian Major  2343 Tharimic  NONE 
Scale family 733: Donian  Forte class: 725  

Scale  Antiscale  Superantimodes  
733 Donian  3363 Rogimic  NONE  
1207 Aeoloptian  2889 Thoptimic  NONE  
2651 Panian  1445 Raga Navamanohari  NONE  
3373 Lodian  723 Ionadimic  NONE  
1867 Solian  2229 Raga Nalinakanti  NONE  
2981 Ionolian  1115 Superlocrian Hexamirror  NONE  
1769 Blues Heptatonic II  2327 Epalimic  NONE 
Scale family 743: Chromatic Hypophrygian Inverse  Forte class: 720  

Scale  Antiscale  Superantimodes  
743 Chromatic Hypophrygian Inverse  3353 Phraptimic  NONE  
2419 Raga Lalita  1677 Raga Manavi  NONE  
3257 Mela Calanata  839 Ionathimic  NONE  
919 Chromatic Phrygian Inverse  3177 Rothimic  NONE  
2507 Todi That  1589 Raga Rageshri  NONE  
3301 Chromatic Mixolydian Inverse  795 Aeologimic  NONE  
1849 Chromatic Hypodorian Inverse  2247 Raga Vijayasri  NONE 
Scale family 747: Lynian  Forte class: 728  

Scale  Antiscale  Superantimodes  
747 Lynian  3349 Aeolocrimic  NONE  
2421 Malian  1675 Raga Salagavarali  NONE  
1629 Synian  2467 Raga Padi  NONE  
1431 Phragian  2665 Messiaen Mode 2 Truncation 1  NONE  
2763 Mela Suvarnangi  1333 Lyptimic  NONE  
3429 Marian  667 Rodimic  NONE  
1881 Korian  2215 Ranimic  NONE 
Scale family 749: Aeologian  Forte class: 725  

Scale  Antiscale  Superantimodes  
749 Aeologian  3347 Synimic  NONE  
1211 Ceiling Scale  2885 Byrimic  NONE  
2653 Sygian  1443 Raga Phenadyuti  NONE  
1687 Phralian  2409 Zacrimic  NONE  
2891 Phrogian  1205 Raga Siva Kambhoji  NONE  
3493 Rathian  603 Aeolygimic  NONE  
1897 Ionopian  2199 Dyptimic  NONE 
Scale family 755: Phrythian  Forte class: 7Z18  

Scale  Antiscale  Superantimodes  
755 Phrythian  3341 VAHian  NONE  
2425 Rorian  1671 KEMian  NONE  
815 Bolian  3281 Raga Vijayavasanta  NONE  
2455 Bothian  1641 Bocrimic  NONE  
3275 Mela Divyamani  821 Aeranimic  NONE  
3685 Kodian  411 Lygimic  NONE  
1945 Zarian  2151 NATian  NONE 
Scale family 757: Ionyptian  Forte class: 723  

Scale  Antiscale  Superantimodes  
757 Ionyptian  3339 SMUian  3403 Bylian  
1213 Gyrian  2883 SAVian  NONE  
1327 Zalian  2769 Dyrimic  NONE  
2711 Stolian  1385 Phracrimic  NONE  
3403 Bylian  693 Arezzo Major Diatonic Hexachord  757 Ionyptian  
3749 Raga Sorati  347 Barimic  NONE  
1961 Soptian  2135 NAKian  NONE 
Scale family 823: Stodian  Forte class: 721  

Scale  Antiscale  Superantimodes  
823 Stodian  3273 Raga Jivantini  3277 Mela Nitimati  
2459 Ionocrian  1637 Syptimic  NONE  
3277 Mela Nitimati  819 Augmented Inverse  1843 Ionygian 883 Ralian 823 Stodian  
1843 Ionygian  2253 Raga Amarasenapriya  3277 Mela Nitimati  
2969 Tholian  1127 Eparimic  NONE  
883 Ralian  3213 Eponimic  3277 Mela Nitimati  
2489 Mela Gangeyabhusani  1607 Epytimic  NONE 
Scale family 827: Mixolocrian  Forte class: 721  

Scale  Antiscale  Superantimodes  
827 Mixolocrian  3269 Raga Malarani  NONE  
2461 Sagian  1635 Sygimic  1639 Aeolothian  
1639 Aeolothian  2457 Augmented  3481 Katathian 2521 Mela Dhatuvardhani 2461 Sagian  
2867 Major Romani  1229 Raga Simharava  NONE  
3481 Katathian  615 Schoenberg Hexachord  1639 Aeolothian  
947 Mela Gayakapriya  3149 Phrycrimic  NONE  
2521 Mela Dhatuvardhani  1575 Zycrimic  1639 Aeolothian 
Scale family 829: Lygian  Forte class: 7Z18  

Scale  Antiscale  Superantimodes  
829 Lygian  3267 URFian  NONE  
1231 Logian  2865 Solimic  NONE  
2663 Lalian  1433 Dynimic  NONE  
3379 Verdi's Scala Enigmatica Descending  717 Raga Vijayanagari  NONE  
3737 Phrocrian  359 Bothimic  NONE  
979 Mela Dhavalambari  3117 TIJian  NONE  
2537 Laptian  1559 JOWian  NONE 
Scale family 847: Ganian  Forte class: 719  

Scale  Antiscale  Superantimodes  
847 Ganian  3249 Raga Tilang  NONE  
2471 Mela Ganamurti  1625 Hungarian Major No5  NONE  
3283 Mela Visvambhari  813 Larimic  NONE  
3689 Katocrian  407 AllTrichord Hexachord  NONE  
973 Mela Syamalangi  3123 TOMian  NONE  
1267 Katynian  2829 RUPian  NONE  
2681 Aerycrian  1415 IMPian  NONE 
Scale family 855: Porian  Forte class: 730  

Scale  Antiscale  Superantimodes  
855 Porian  3241 Dalimic  NONE  
2475 Neapolitan Minor  1621 Scriabin's Prometheus  NONE  
3285 Lydian #6  811 Radimic  NONE  
1845 Mixolydian Augmented  2251 Zodimic  NONE  
1485 Minor Romani  2611 Raga Vasanta  NONE  
1395 Locrian Dominant  2701 Hawaiian  NONE  
2745 Mela Sulini  1351 Aeraptimic  NONE 
Scale family 859: Ultralocrian  Forte class: 732  

Scale  Antiscale  Superantimodes  
859 Ultralocrian  3237 Raga Brindabani Sarang  NONE  
2477 Harmonic Minor  1619 Prometheus Neapolitan  NONE  
1643 Locrian Natural 6  2453 Raga Latika  NONE  
2869 Major Augmented  1227 Thacrimic  NONE  
1741 Lydian Diminished  2355 Raga Lalita  NONE  
1459 Phrygian Dominant  2637 Raga Ranjani  NONE  
2777 Aeolian Harmonic  1319 Phronimic  NONE 
Scale family 861: Rylian  Forte class: 728  

Scale  Antiscale  Superantimodes  
861 Rylian  3235 Pothimic  NONE  
1239 Epaptian  2857 Stythimic  NONE  
2667 Byrian  1429 Bythimic  NONE  
3381 Katanian  715 T4 Prime Mode  NONE  
1869 Katyrian  2227 Raga Gaula  NONE  
1491 Namanarayani  2605 Rylimic  NONE  
2793 Eporian  1303 Epolimic  NONE 
Scale family 871: Hungarian Romani Minor 4th Mode  Forte class: 722  

Scale  Antiscale  Superantimodes  
871 Hungarian Romani Minor 4th Mode  3225 Ionalimic  3289 Lydian Sharp 2 Sharp 6  
2483 Double Harmonic  1613 Thylimic  NONE  
3289 Lydian Sharp 2 Sharp 6  807 Raga Suddha Mukhari  871 Hungarian Romani Minor 4th Mode  
923 Ultraphrygian  3173 Zarimic  NONE  
2509 Double Harmonic Minor  1587 Raga Rudra Pancama  1651 Asian  
1651 Asian  2445 Zadimic  2509 Double Harmonic Minor  
2873 Ionian Augmented Sharp 2  1223 Phryptimic  NONE 
Scale family 875: Locrian Doubleflat 7  Forte class: 732  

Scale  Antiscale  Superantimodes  
875 Locrian Doubleflat 7  3221 Bycrimic  NONE  
2485 Harmonic Major  1611 Dacrimic  NONE  
1645 Dorian Flat 5  2451 Raga Bauli  NONE  
1435 Phrygian Flat 4  2661 Stydimic  NONE  
2765 Lydian Flat 3  1331 Raga Vasantabhairavi  NONE  
1715 Harmonic Minor Inverse  2381 Takemitsu Linea Mode 1  NONE  
2905 Lydian Augmented Sharp 2  1191 Pyrimic  NONE 
Scale family 877: Moravian Pistalkova  Forte class: 731  

Scale  Antiscale  Superantimodes  
877 Moravian Pistalkova  3219 Ionaphimic  NONE  
1243 Epylian  2853 Baptimic  NONE  
2669 Jeths' Mode  1427 Lolimic  NONE  
1691 Kathian  2405 T4 First Rotation  NONE  
2893 Lylian  1203 Pagimic  NONE  
1747 Mela Ramapriya  2349 Raga Ghantana  NONE  
2921 Pogian  1175 Epycrimic  NONE 
Scale family 885: Sathian  Forte class: 726  

Scale  Antiscale  Superantimodes  
885 Sathian  3211 Epacrimic  NONE  
1245 Lathian  2851 Katoptimic  NONE  
1335 Elephant Scale  2761 Dagimic  NONE  
2715 Kynian  1381 Padimic  NONE  
3405 Stynian  691 Raga Kalavati  NONE  
1875 Persichetti Scale  2221 Raga Sindhura Kafi  NONE  
2985 Epacrian  1111 Sycrimic  NONE 
Scale family 925: Chromatic Hypodorian  Forte class: 720  

Scale  Antiscale  Superantimodes  
925 Chromatic Hypodorian  3171 Zythimic  NONE  
1255 Chromatic Mixolydian  2841 African Pentatonic 3  NONE  
2675 Chromatic Lydian  1421 Raga Trimurti  NONE  
3385 Chromatic Phrygian  711 Raga Chandrajyoti  NONE  
935 Chromatic Dorian  3161 Kodimic  NONE  
2515 Chromatic Hypolydian  1581 Raga Bagesri  NONE  
3305 Chromatic Hypophrygian  791 Aeoloptimic  NONE 
Scale family 939: Mela Senavati  Forte class: 730  

Scale  Antiscale  Superantimodes  
939 Mela Senavati  3157 Zyptimic  NONE  
2517 Harmonic Lydian  1579 Sagimic  NONE  
1653 Minor Romani Inverse  2443 Panimic  NONE  
1437 Sabach ascending  2659 Katynimic  NONE  
1383 Pynian  2713 Porimic  NONE  
2739 Mela Suryakanta  1357 Takemitsu Linea Mode 2  NONE  
3417 Golian  679 Lanimic  NONE 
Scale family 941: Mela Jhankaradhvani  Forte class: 729  

Scale  Antiscale  Superantimodes  
941 Mela Jhankaradhvani  3155 Ladimic  NONE  
1259 Stadian  2837 Aelothimic  NONE  
2677 Thodian  1419 Raga Kashyapi  NONE  
1693 Dogian  2403 Lycrimic  NONE  
1447 Mela Ratnangi  2649 Aeolythimic  NONE  
2771 Marva That  1325 Phradimic  NONE  
3433 Thonian  663 Phrynimic  NONE 
Scale family 949: Mela Mararanjani  Forte class: 727  

Scale  Antiscale  Superantimodes  
949 Mela Mararanjani  3147 Ryrimic  NONE  
1261 Modified Blues  2835 Ionygimic  2899 Kagian  
1339 Kycrian  2757 Raga Nishadi  NONE  
2717 Epygian  1379 Kycrimic  NONE  
1703 Mela Vanaspati  2393 Zathimic  NONE  
2899 Kagian  1197 Minor Hexatonic  1261 Modified Blues  
3497 Phrolian  599 Thyrimic  NONE 
Scale family 981: Mela Kantamani  Forte class: 724  

Scale  Antiscale  Superantimodes  
981 Mela Kantamani  3115 TIHian  NONE  
1269 Katythian  2827 RUNian  NONE  
1341 Madian  2755 RIVian  NONE  
1359 Aerygian  2737 Raga Hari Nata  NONE  
2727 Mela Manavati  1369 Boptimic  NONE  
3411 Enigmatic  685 Raga Suddha Bangala  NONE  
3753 Phraptian  343 Ionorimic  NONE 
Scale family 1367: Leading WholeTone Inverse  Forte class: 733  

Scale  Antiscale  Superantimodes  
1367 Leading WholeTone Inverse  2729 Aeragimic  2731 Neapolitan Major  
2731 Neapolitan Major  1365 Whole Tone  3413 Leading Wholetone 1877 Aeroptian 1493 Lydian Minor 1397 Major Locrian 1373 Storian 1367 Leading WholeTone Inverse  
3413 Leading Wholetone  683 Stogimic  2731 Neapolitan Major  
1877 Aeroptian  2219 Phrydimic  2731 Neapolitan Major  
1493 Lydian Minor  2603 Gadimic  2731 Neapolitan Major  
1397 Major Locrian  2699 Sythimic  2731 Neapolitan Major  
1373 Storian  2723 Raga Jivantika  2731 Neapolitan Major 
Scale family 1371: Superlocrian  Forte class: 734  

Scale  Antiscale  Superantimodes  
1371 Superlocrian  2725 Raga Nagagandhari  2733 Melodic Minor Ascending  
2733 Melodic Minor Ascending  1363 Gygimic  1371 Superlocrian  
1707 Dorian Flat 2  2389 Eskimo Hexatonic 2  2901 Lydian Augmented  
2901 Lydian Augmented  1195 Raga Gandharavam  1707 Dorian Flat 2  
1749 Acoustic  2347 Raga Viyogavarali  NONE  
1461 MajorMinor  2635 Gocrimic  NONE  
1389 Minor Locrian  2707 Banimic  NONE 
Scale family 1387: Locrian  Forte class: 735  

Scale  Antiscale  Superantimodes  
1387 Locrian  2709 Raga Kumud  2741 Major 2773 Lydian  
2741 Major  1355 Aeolorimic  1387 Locrian  
1709 Dorian  2387 Paptimic  NONE  
1451 Phrygian  2645 Raga Mruganandana  2773 Lydian  
2773 Lydian  1323 Ritsu  1387 Locrian 1451 Phrygian  
1717 Mixolydian  2379 Raga Gurjari Todi  NONE  
1453 Aeolian  2643 Raga Hamsanandi  NONE 