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Here's a data dump of scales I use. Some of them with funny names because they are in conlangs. I will provide the scales and all their modes, apart from other properties.
Here's a data dump of scales I use. Some of them with funny names because they are in conlangs. I will provide the scales and all their modes, apart from other properties.  


== 7-form ==
== 7-form ==


=== LH Úuñmulu - LH Íegmul ===
=== RH Zarlino [SV3, CS, SP] ===
Best Zarlino. I rarely use LH Zarlino.
{| class="wikitable"
{| class="wikitable"
! colspan="7" |Scale degrees  
! colspan="7" |Scale degrees
|-
!9/8
!5/4
!4/3
!3/2
!5/3
!15/8
! rowspan="7" |2
|-
|<small>10/9</small>
|<small>32/27</small>
|<small>4/3</small>
|<small>40/27</small>
|<small>5/3</small>
|<small>16/9</small>
|-
|<small>16/15</small>
|<small>6/5</small>
|<small>4/3</small>
|<small>3/2</small>
|<small>8/5</small>
|<small>9/5</small>
|-
|<small>9/8</small>
|<small>5/4</small>
|<small>45/32</small>
|<small>3/2</small>
|<small>27/16</small>
|<small>15/8</small>
|-
|<small>10/9</small>
|<small>5/4</small>
|<small>4/3</small>
|<small>3/2</small>
|<small>5/3</small>
|<small>16/9</small>
|-
|<small>9/8</small>
|<small>6/5</small>
|<small>27/20</small>
|<small>3/2</small>
|<small>8/5</small>
|<small>9/5</small>
|-
|<small>16/15</small>
|<small>6/5</small>
|<small>4/3</small>
|<small>64/45</small>
|<small>8/5</small>
|<small>16/9</small>
|}
 
=== Aura's Zarlinoid [MV4, CS, SP] ===
A scale that Aura really likes to use. It's good in some places, but Zarlino is better generally.
{| class="wikitable"
! colspan="7" |Scale degrees
|-
|-
!'''10/9'''
!9/8
!'''11/9'''
!5/4
!'''4/3'''
!4/3
!'''3/2'''
!3/2
!'''5/3'''
!27/16
!'''11/6'''
!15/8
! rowspan="7" |2
! rowspan="7" |2
|-
|-
|<small>11/10</small>
|<small>10/9</small>
|<small>32/27</small>
|<small>4/3</small>
|<small>3/2</small>
|<small>5/3</small>
|<small>16/9</small>
|-
|<small>16/15</small>
|<small>6/5</small>
|<small>6/5</small>
|<small>27/20</small>
|<small>27/20</small>
|<small>3/2</small>
|<small>3/2</small>
|<small>33/20</small>
|<small>8/5</small>
|<small>9/5</small>
|<small>9/5</small>
|-
|-
|<small>12/11</small>
|<small>9/8</small>
|<small>27/22</small>
|<small>81/64</small>
|<small>15/11</small>
|<small>45/32</small>
|<small>3/2</small>
|<small>3/2</small>
|<small>18/11</small>
|<small>27/16</small>
|<small>20/11</small>
|<small>15/8</small>
|-
|-
|<small>9/8</small>
|<small>9/8</small>
|<small>5/4</small>
|<small>5/4</small>
|<small>11/8</small>
|<small>4/3</small>
|<small>3/2</small>
|<small>3/2</small>
|<small>5/3</small>
|<small>5/3</small>
|<small>11/6</small>
|<small>16/9</small>
|-
|-
|<small>10/9</small>
|<small>10/9</small>
|<small>11/9</small>
|<small>32/27</small>
|<small>4/3</small>
|<small>4/3</small>
|<small>40/27</small>
|<small>40/27</small>
|<small>44/27</small>
|<small>128/81</small>
|<small>16/9</small>
|<small>16/9</small>
|-
|-
|<small>11/10</small>
|<small>16/15</small>
|<small>6/5</small>
|<small>6/5</small>
|<small>4/3</small>
|<small>4/3</small>
|<small>22/15</small>
|<small>64/45</small>
|<small>8/5</small>
|<small>8/5</small>
|<small>9/5</small>
|<small>9/5</small>
|-
|<small>12/11</small>
|<small>40/33</small>
|<small>4/3</small>
|<small>16/11</small>
|<small>18/11</small>
|<small>20/11</small>
|}
|}


=== RH Úuñmulu - RH Íegmul ===
=== LH Úuñmulu - LH Íegmul [MV3, CS, SP] ===
An 7et detemper that is easy to use and has delectable sonorities, based on the 10::12 trichord.
{| class="wikitable"
{| class="wikitable"
! colspan="7" |Scale degrees
! colspan="7" |Scale degrees
Line 111: Line 169:
|<small>5/3</small>
|<small>5/3</small>
|<small>11/6</small>
|<small>11/6</small>
|}
=== RH Úuñmulu - RH Íegmul [MV3, CS, P] ===
The simplest 7et detemper, based on the 9::12 tetrachord, that is also easy to use, but I prefer LH.
{| class="wikitable"
! colspan="7" |Scale degrees
|-
!'''10/9'''
!'''11/9'''
!'''4/3'''
!'''3/2'''
!'''5/3'''
!'''11/6'''
! rowspan="7" |2
|-
|<small>11/10</small>
|<small>6/5</small>
|<small>27/20</small>
|<small>3/2</small>
|<small>33/20</small>
|<small>9/5</small>
|-
|<small>12/11</small>
|<small>27/22</small>
|<small>15/11</small>
|<small>3/2</small>
|<small>18/11</small>
|<small>20/11</small>
|-
|<small>9/8</small>
|<small>5/4</small>
|<small>11/8</small>
|<small>3/2</small>
|<small>5/3</small>
|<small>11/6</small>
|-
|<small>10/9</small>
|<small>11/9</small>
|<small>4/3</small>
|<small>40/27</small>
|<small>44/27</small>
|<small>16/9</small>
|-
|<small>11/10</small>
|<small>6/5</small>
|<small>4/3</small>
|<small>22/15</small>
|<small>8/5</small>
|<small>9/5</small>
|-
|<small>12/11</small>
|<small>40/33</small>
|<small>4/3</small>
|<small>16/11</small>
|<small>18/11</small>
|<small>20/11</small>
|}
|}


== 10-form ==
== 10-form ==


=== Ngwóoghe - Góqäi ===
=== Ngwóoghe - Góqäi [MV5 (''MV10''), CS, SP] ===
24:26:28:30:32:''34'':36:39:42:45:48. 12::18 repeated and cut at the octave, or alternatively, two 12::16 pentachords, with another a fifth up and with the addition of 17/12 to fill out the scale into a proper 10-form. I personally don't use the 17/ intervals as much, instead I change between the modes to pick what I need, but 17 is undoubtedly the most natural rendition of the 5-step of the scale.
24:26:28:30:32:''34'':36:39:42:45:48. 12::18 repeated and cut at the octave, or alternatively, two 12::16 pentachords, with another a fifth up and with the addition of 17/12 to fill out the scale into a proper 10-form. I personally don't use the 17/ intervals as much, instead I change between the modes to pick what I need, but 17 is undoubtedly the most natural rendition of the 5-step of the scale.


Line 226: Line 340:
== 12-form ==
== 12-form ==


=== Duodene ===
=== Duodene [MV4, CS, SP] ===
{| class="wikitable"
{| class="wikitable"
! colspan="12" |Scale degrees
! colspan="12" |Scale degrees
Line 376: Line 490:
|}
|}


=== Nelaá - Jälg ===
=== Nelaá - Jälg [MV4, CS, SP] ===
{| class="wikitable"
{| class="wikitable"
! colspan="12" |Scale degrees
! colspan="12" |Scale degrees
Line 524: Line 638:
|<small>9/5</small>
|<small>9/5</small>
|<small>48/25</small>
|<small>48/25</small>
|}
=== Carlos Harmonic [MV12, CS] ===
19-limit realized into an easy 12-note scale, and a very easy way to
{| class="wikitable"
! colspan="12" |Scale degrees
|-
!'''17/16'''
!'''9/8'''
!'''19/16'''
!'''5/4'''
!'''21/16'''
!'''11/8'''
!'''3/2'''
!'''13/8'''
!'''27/16'''
!'''7/4'''
!'''15/8'''
! rowspan="12" |2
|-
|<small>18/17</small>
|<small>19/17</small>
|<small>20/17</small>
|<small>21/17</small>
|<small>22/17</small>
|<small>24/17</small>
|<small>26/17</small>
|<small>27/17</small>
|<small>28/17</small>
|<small>30/17</small>
|<small>32/17</small>
|-
|<small>19/18</small>
|<small>10/9</small>
|<small>7/6</small>
|<small>11/9</small>
|<small>4/3</small>
|<small>13/9</small>
|<small>3/2</small>
|<small>14/9</small>
|<small>5/3</small>
|<small>16/9</small>
|<small>17/9</small>
|-
|<small>20/19</small>
|<small>21/19</small>
|<small>22/19</small>
|<small>24/19</small>
|<small>26/19</small>
|<small>27/19</small>
|<small>28/19</small>
|<small>30/19</small>
|<small>32/19</small>
|<small>34/19</small>
|<small>36/19</small>
|-
|<small>21/20</small>
|<small>11/10</small>
|<small>6/5</small>
|<small>13/10</small>
|<small>27/20</small>
|<small>7/5</small>
|<small>3/2</small>
|<small>8/5</small>
|<small>17/10</small>
|<small>9/5</small>
|<small>19/10</small>
|-
|<small>22/21</small>
|<small>8/7</small>
|<small>26/21</small>
|<small>9/7</small>
|<small>4/3</small>
|<small>10/7</small>
|<small>32/21</small>
|<small>34/21</small>
|<small>12/7</small>
|<small>38/21</small>
|<small>40/21</small>
|-
|<small>12/11</small>
|<small>13/11</small>
|<small>27/22</small>
|<small>14/11</small>
|<small>15/11</small>
|<small>16/11</small>
|<small>17/11</small>
|<small>18/11</small>
|<small>19/11</small>
|<small>20/11</small>
|<small>21/11</small>
|-
|<small>13/12</small>
|<small>9/8</small>
|<small>7/6</small>
|<small>5/4</small>
|<small>4/3</small>
|<small>17/12</small>
|<small>3/2</small>
|<small>19/12</small>
|<small>5/3</small>
|<small>7/4</small>
|<small>11/6</small>
|-
|<small>27/26</small>
|<small>14/13</small>
|<small>15/13</small>
|<small>16/13</small>
|<small>17/13</small>
|<small>18/13</small>
|<small>19/13</small>
|<small>20/13</small>
|<small>21/13</small>
|<small>22/13</small>
|<small>24/13</small>
|-
|<small>28/27</small>
|<small>10/9</small>
|<small>32/27</small>
|<small>34/27</small>
|<small>4/3</small>
|<small>38/27</small>
|<small>40/27</small>
|<small>14/9</small>
|<small>44/27</small>
|<small>16/9</small>
|<small>52/27</small>
|-
|<small>15/14</small>
|<small>8/7</small>
|<small>17/14</small>
|<small>9/7</small>
|<small>19/14</small>
|<small>10/7</small>
|<small>3/2</small>
|<small>11/7</small>
|<small>12/7</small>
|<small>13/7</small>
|<small>27/14</small>
|-
|<small>16/15</small>
|<small>17/15</small>
|<small>6/5</small>
|<small>19/15</small>
|<small>4/3</small>
|<small>7/5</small>
|<small>22/15</small>
|<small>8/5</small>
|<small>26/15</small>
|<small>9/5</small>
|<small>28/15</small>
|}
|}
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