Diaconv1029t: Difference between revisions
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<pre> | |||
! diaconv1029t.scl | ! diaconv1029t.scl | ||
! | ! | ||
convex closure of 7-limit diamond with respect to 1029/1024 in 190et | convex closure of 7-limit diamond with respect to 1029/1024 in 190et | ||
19 | 19 | ||
! | ! | ||
82.10526 | 82.10526 | ||
151.57895 | 151.57895 | ||
233.68421 | 233.68421 | ||
265.26316 | 265.26316 | ||
315.78947 | 315.78947 | ||
385.26316 | 385.26316 | ||
467.36842 | 467.36842 | ||
498.94737 | 498.94737 | ||
581.05263 | 581.05263 | ||
618.94737 | 618.94737 | ||
701.05263 | 701.05263 | ||
732.63158 | 732.63158 | ||
814.73684 | 814.73684 | ||
884.21053 | 884.21053 | ||
934.73684 | 934.73684 | ||
966.31579 | 966.31579 | ||
1048.42105 | 1048.42105 | ||
1117.89474 | 1117.89474 | ||
2/1 | 2/1 | ||
!! diaconv1029.scl | !! diaconv1029.scl | ||
!convex closure of 7-limit diamond with respect to 1029/1024 | !convex closure of 7-limit diamond with respect to 1029/1024 | ||
!19 | !19 | ||
!! | !! | ||
!21/20 | !21/20 | ||
!35/32 | !35/32 | ||
!8/7 | !8/7 | ||
!7/6 | !7/6 | ||
!6/5 | !6/5 | ||
!5/4 | !5/4 | ||
!21/16 | !21/16 | ||
!4/3 | !4/3 | ||
!7/5 | !7/5 | ||
!10/7 | !10/7 | ||
!3/2 | !3/2 | ||
!32/21 | !32/21 | ||
!8/5 | !8/5 | ||
!5/3 | !5/3 | ||
!12/7 | !12/7 | ||
!7/4 | !7/4 | ||
!64/35 | !64/35 | ||
!40/21 | !40/21 | ||
!2/1 | !2/1 | ||
</pre> | |||
[[Category:19-tone scales]] | |||
[[Category:Tempered scales]] | |||
[[Category:Just intonation scales]] | |||
[[Category:Diamond]] | |||
[[Category:7-limit]] | |||
[[Category:190edo]] | |||
[[Category:Pages with Scala files]] | |||
Revision as of 06:58, 1 May 2023
! diaconv1029t.scl ! convex closure of 7-limit diamond with respect to 1029/1024 in 190et 19 ! 82.10526 151.57895 233.68421 265.26316 315.78947 385.26316 467.36842 498.94737 581.05263 618.94737 701.05263 732.63158 814.73684 884.21053 934.73684 966.31579 1048.42105 1117.89474 2/1 !! diaconv1029.scl !convex closure of 7-limit diamond with respect to 1029/1024 !19 !! !21/20 !35/32 !8/7 !7/6 !6/5 !5/4 !21/16 !4/3 !7/5 !10/7 !3/2 !32/21 !8/5 !5/3 !12/7 !7/4 !64/35 !40/21 !2/1