Kite's color notation/Temperament names: Difference between revisions
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z<sup>9</sup>g = tritrizo-agu | z<sup>9</sup>g = tritrizo-agu | ||
''<u>Possible solution to the GCD problem</u>: bi- + -a- = double-all, affects the whole name | ''<u>Possible solution to the GCD problem</u>: bi- + -a- = double-all, affects the whole name''<br> | ||
not ideal, because -a- is usually a delimiter, not an extender'' | ''(not ideal, because -a- is usually a delimiter, not an extender)'' | ||
''z<sup>6</sup>g<sup>4</sup> = tribizo-aquadgu* = biatrizo-agugu?<br /> | ''z<sup>6</sup>g<sup>4</sup> = tribizo-aquadgu* = biatrizo-agugu?''<br /> | ||
z<sup>6</sup>gg = tribizo-agugu* = biatrizo-agu?<br /> | ''z<sup>6</sup>gg = tribizo-agugu* = biatrizo-agu?''<br /> | ||
z<sup>6</sup>g<sup>8</sup> = tribizo-aquadbigu* = biatrizo-aquadgu?<br /> | ''z<sup>6</sup>g<sup>8</sup> = tribizo-aquadbigu* = biatrizo-aquadgu?''<br /> | ||
z<sup>8</sup>g<sup>6</sup> = quadbizo-atribigu* = biaquadzo-atrigu?<br /> | ''z<sup>8</sup>g<sup>6</sup> = quadbizo-atribigu* = biaquadzo-atrigu?''<br /> | ||
z<sup>8</sup>gg = quadbizo-agugu* = biaquadzo-agu?<br /> | ''z<sup>8</sup>gg = quadbizo-agugu* = biaquadzo-agu?''<br /> | ||
z<sup>9</sup>g<sup>6</sup> = tritrizo-atribigu* = triatrizo-agugu?<br /> | ''z<sup>9</sup>g<sup>6</sup> = tritrizo-atribigu* = triatrizo-agugu?''<br /> | ||
z<sup>9</sup>g<sup>3</sup> = tritrizo-atrigu* = triatrizo-agu?'' | ''z<sup>9</sup>g<sup>3</sup> = tritrizo-atrigu* = triatrizo-agu? '' | ||
=== Tricolored examples === | === Tricolored examples === | ||
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1u<sup>3</sup>z<sup>3</sup>g = triluzo-agu | 1u<sup>3</sup>z<sup>3</sup>g = triluzo-agu | ||
If the 2nd | If the 2nd prime could be merged with either the 1st prime or the 3rd prime, but not with both, it merges with whichever one has a larger exponent. Thus in 1uuz<sup>6</sup>g<sup>3</sup>, zo merges with the cubed prime, not the squared prime, to make lulu-trizozogu, not bilutrizo-atrigu. | ||
=== Quadricolored examples === | === Quadricolored examples === |