TAMNAMS/Appendix: Difference between revisions

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#### If ''y'' > ''x'', every instance of an L in both intervals is replaced with ''u'' L's and one s, and every s replaced with ''v'' L's and one s. This produces the final scale's generator and complement.

The length of ''gen'' is the number of mossteps for the bright generator, and the length of ''comp'' is the number of mossteps in the dark generator. For our example of 3L 4s, the algorithm returns the step pattern '''Ls''' as the bright generator and '''LsLss''' as its complement, which are 2 and 5 mossteps wide, respectively. Since the large size of a bright generator is perfect and its small size diminished, and the ~~small~~ size of a dark generator is ~~perfect~~ and its small size perfect, the scale's generators can be identified as shown in the table.

The length of ''gen'' is the number of mossteps for the bright generator, and the length of ''comp'' is the number of mossteps in the dark generator. For our example of 3L 4s, the algorithm returns the step pattern '''Ls''' as the bright generator and '''LsLss''' as its complement, which are 2 and 5 mossteps wide, respectively. Since the large size of a bright generator is perfect and its small size diminished, and the large size of a dark generator is augmented and its small size perfect, the scale's generators can be identified as shown in the table.

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 #### If ''y'' > ''x'', every instance of an L in both intervals is replaced with ''u'' L's and one s, and every s replaced with ''v'' L's and one s. This produces the final scale's generator and complement.
-The length of ''gen'' is the number of mossteps for the bright generator, and the length of ''comp'' is the number of mossteps in the dark generator. For our example of 3L 4s, the algorithm returns the step pattern '''Ls''' as the bright generator and '''LsLss''' as its complement, which are 2 and 5 mossteps wide, respectively. Since the large size of a bright generator is perfect and its small size diminished, and the small size of a dark generator is perfect and its small size perfect, the scale's generators can be identified as shown in the table.
+The length of ''gen'' is the number of mossteps for the bright generator, and the length of ''comp'' is the number of mossteps in the dark generator. For our example of 3L 4s, the algorithm returns the step pattern '''Ls''' as the bright generator and '''LsLss''' as its complement, which are 2 and 5 mossteps wide, respectively. Since the large size of a bright generator is perfect and its small size diminished, and the large size of a dark generator is augmented and its small size perfect, the scale's generators can be identified as shown in the table.
 {| class="wikitable"
 !Interval