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==Naming mos intervals==
==Naming mos intervals==
Mos intervals are denoted by the number of '''mossteps''' they subtend. An interval that is k mossteps wide is called a ''k-mosstep interval'', or simply a ''k-mosstep'' (abbreviated ''k''ms). Mos intervals are 0-indexed, meaning that the unison is denoted as a 0-mosstep, rather than a 1-mosstep.
Mos intervals are generally named after the number of steps (large or small) they subtend.


The term "mosstep" can be further shortened to "step" if context allows.
The term "mosstep" can be further shortened to "step" if context allows.
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===Specific mos intervals===
===Specific mos intervals===
Specific mos intervals denote the specific sizes an interval has. Per the definition of a moment of symmetry scale (that is, maximum variety 2), every interval, except for the root and multiples of the period, has a large and small size.
The phrase ''k-mosstep'' by itself does not specify the exact size of an interval. To refer to specific intervals, the familiar modifiers of ''major'', ''minor'', ''augmented'', ''diminished'' and ''perfect'' are used. As mosses have [[maximum variety]] 2, every interval (except for the [[1/1|unison]] and multiples of the [[period]] which is usually the [[2/1|octave]]) will be in no more than two sizes.
The phrase ''k-mosstep'' by itself does not specify the exact size of an interval. To refer to specific intervals, the familiar modifiers of ''major'', ''minor'', ''augmented'', ''diminished'' and ''perfect'' are used. As mosses have [[maximum variety]] 2, every interval (except for the [[1/1|unison]] and multiples of the [[period]] which is usually the [[2/1|octave]]) will be in no more than two sizes.