The harry minor semitone makes for a good tuning for [[Gravity family#Harry|harry temperament]], and in particular is only 0.001 cents flat of the POTE generator for 13-limit harry. It also makes for an excellent tuning for the generator of [[Kleismic family#Tritikleismic|tritikleismic temperament]]; hence, harry consists of two parallel tracks of 64/61 steps and tritikleismic of three parallel tracks. As a fraction of an octave 64/61 falls between 9\130 and 7\101. It can also be described as the octave reduced 61st subharmonic.</pre></div>
The harry minor semitone makes for a good tuning for [[Gravity_family#Harry|harry temperament]], and in particular is only 0.001 cents flat of the POTE generator for 13-limit harry. It also makes for an excellent tuning for the generator of [[Kleismic_family#Tritikleismic|tritikleismic temperament]]; hence, harry consists of two parallel tracks of 64/61 steps and tritikleismic of three parallel tracks. As a fraction of an octave 64/61 falls between 9\130 and 7\101. It can also be described as the octave reduced 61st subharmonic.
The harry minor semitone makes for a good tuning for <a class="wiki_link" href="/Gravity%20family#Harry">harry temperament</a>, and in particular is only 0.001 cents flat of the POTE generator for 13-limit harry. It also makes for an excellent tuning for the generator of <a class="wiki_link" href="/Kleismic%20family#Tritikleismic">tritikleismic temperament</a>; hence, harry consists of two parallel tracks of 64/61 steps and tritikleismic of three parallel tracks. As a fraction of an octave 64/61 falls between 9\130 and 7\101. It can also be described as the octave reduced 61st subharmonic.</body></html></pre></div>
The harry minor semitone makes for a good tuning for harry temperament, and in particular is only 0.001 cents flat of the POTE generator for 13-limit harry. It also makes for an excellent tuning for the generator of tritikleismic temperament; hence, harry consists of two parallel tracks of 64/61 steps and tritikleismic of three parallel tracks. As a fraction of an octave 64/61 falls between 9\130 and 7\101. It can also be described as the octave reduced 61st subharmonic.