List of interesting fifths: Difference between revisions
A list of interesting fifths |
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661.755708 - Meta-Pelog (Meru #2) | 661.755708 - Meta-Pelog (Meru #2) | ||
683.826730 - "Submariner 95" (just 95/64) | 683.826730 - "Submariner 95" (just 95/64) | ||
------Meantone spectrum starts here | ------(Meantone spectrum starts here) | ||
685.714286 - 4\7ed2 | 685.714286 - 4\7ed2 | ||
689.36170 - 27\47ed2 | 689.36170 - 27\47ed2 | ||
690.000000 - 23\40ed2 | 690.000000 - 23\40ed2 | ||
690.909090 - 19\33ed2 | 690.909090 - 19\33ed2 | ||
691.202 - 1/2 comma Meantone (just 10/9 from +2 5ths) | 691.202 - 1/2 comma Meantone (just 10/9 from +2 5ths) | ||
691.525424 - 34\59ed2 | 691.525424 - 34\59ed2 | ||
692.307692 - 15\26ed2 | 692.307692 - 15\26ed2 | ||
692.35268c - 1/9-comma flattone (just 7/4 from -9 fifths) | 692.35268c - 1/9-comma flattone (just 7/4 from -9 fifths) | ||
692.914594 - just 191/128 | 692.914594 - just 191/128 | ||
692.957747 - 41\71ed2 | 692.957747 - 41\71ed2 | ||
693.31291 - 1/10-comma flattone (just 7/6 from -10 fifths) | 693.31291 - 1/10-comma flattone (just 7/6 from -10 fifths) | ||
693.333333 - 26\45ed2 | 693.333333 - 26\45ed2 | ||
693.750000 - 37\64ed2 | 693.750000 - 37\64ed2 | ||
694.736842 - 11\19ed2 | 694.736842 - 11\19ed2 | ||
694.786 - 1/3 comma Meantone (just 6/5 from -3 5ths) | 694.786 - 1/3 comma Meantone (just 6/5 from -3 5ths) | ||
695.493 - Lucy tuning | 695.493 - Lucy tuning | ||
695.630415 - Meta-Meantone | 695.630415 - Meta-Meantone | ||
695.652174 - 40\69ed2 | 695.652174 - 40\69ed2 | ||
695.810 - 2/7 comma (just 25/24) | 695.810 - 2/7 comma (just 25/24) | ||
695.838 - Ratwolf fifth (just 13/10) | 695.838 - Ratwolf fifth (just 13/10) | ||
695.98 - 5/18 comma Meantone | 695.98 - 5/18 comma Meantone | ||
696.000000 - 29\50ed2 | 696.000000 - 29\50ed2 | ||
696.111 - Just 15/14 | 696.111 - Just 15/14 | ||
696.164846 - 7/26 comma Meantone (Woolhouse) | 696.164846 - 7/26 comma Meantone (Woolhouse) | ||
696.211 - Meanpop 13-limit | 696.211 - Meanpop 13-limit | ||
696.214473954557 - Golden Meantone | 696.214473954557 - Golden Meantone | ||
696.296296 - 47\81ed2 | 696.296296 - 47\81ed2 | ||
696.319 - Just 7/6 | 696.319 - Just 7/6 | ||
696.434 - Meanpop 11-limit | 696.434 - Meanpop 11-limit | ||
696.495 - Meantone 7-limit | 696.495 - Meantone 7-limit | ||
696.578 - 1/4 comma Meantone (just 5/4 from +4 5ths) | 696.578 - 1/4 comma Meantone (just 5/4 from +4 5ths) | ||
696.774194 - 18\31ed2 | 696.774194 - 18\31ed2 | ||
696.883 - Just 8/7 | 696.883 - Just 8/7 | ||
696.967 - "Undecimal" Meantone 11-limit | 696.967 - "Undecimal" Meantone 11-limit | ||
697.085 - Just 7/5 from +6 fifths | 697.085 - Just 7/5 from +6 fifths | ||
697.175825 - 2/9 comma Meantone | 697.175825 - 2/9 comma Meantone | ||
697.297297 - 43\74ed2 | 697.297297 - 43\74ed2 | ||
697.344 - Just 21/16 from +11 5ths | 697.344 - Just 21/16 from +11 5ths | ||
697.346510 - 3/14 comma Meantone | 697.346510 - 3/14 comma Meantone | ||
697.440698 - just 383/256 | 697.440698 - just 383/256 | ||
697.467021 - Meantone with pure 13/8 (-16 5ths) | 697.467021 - Meantone with pure 13/8 (-16 5ths) | ||
697.654 - 1/5 comma Meantone (pure 16/15 from -5 5ths) | 697.654 - 1/5 comma Meantone (pure 16/15 from -5 5ths) | ||
697.674419 - 25\43ed2 | 697.674419 - 25\43ed2 | ||
698.181818 - 32\55ed2 | 698.181818 - 32\55ed2 | ||
698.371 - 1/6 comma Meantone (just 45/32 from +6 5ths) | 698.371 - 1/6 comma Meantone (just 45/32 from +6 5ths) | ||
700.000000 - | |||
700.000000 - 7\12ed2 | |||
700.6203 - 12&41 2.3.17 | 700.6203 - 12&41 2.3.17 | ||
700.7933 - 12&65 2.3.17.19 | 700.7933 - 12&65 2.3.17.19 | ||
701.3498 - 12&53 2.3.19 | 701.3498 - 12&53 2.3.19 | ||
701.675898 - Just 15/8 from -7 5ths | 701.675898 - Just 15/8 from -7 5ths | ||
701.727824 - Meta-Helmholtz | 701.727824 - Meta-Helmholtz | ||
701.737921 - Schismic, Garibaldi | 701.737921 - Schismic, Garibaldi | ||
701.886792 - 31\53ed2 | 701.886792 - 31\53ed2 | ||
701.955 - Pythagorean | 701.955 - Pythagorean | ||
702.0852 - Garibaldi 7-limit POTE | 702.0852 - Garibaldi 7-limit POTE | ||
702.127659 - 55\94ed2 | 702.127659 - 55\94ed2 | ||
702.439024 - 24\41ed2 | 702.439024 - 24\41ed2 | ||
702.857143 - 41\70ed2 | 702.857143 - 41\70ed2 | ||
703.448276 - 17\29ed2 | 703.448276 - 17\29ed2 | ||
703.499577 (just 11/10 from -10 5ths) | |||
703.57869 George Secor's High Tolerance Temperament (HTT) | 703.499577 - (just 11/10 from -10 5ths) | ||
703.596760 (just 13/11 from -3 5ths) | |||
703.710938 Milder Extended Temperament (MET) (spacing 57.422) | 703.57869 - George Secor's High Tolerance Temperament (HTT) | ||
703.856 | |||
703.596760 - (just 13/11 from -3 5ths) | |||
703.710938 - Milder Extended Temperament (MET) (spacing 57.422) | |||
703.856 - Parapyth POTE (spacing 58.339) | |||
703.908722 - Wide Schismatic Fifth for Parapyth | 703.908722 - Wide Schismatic Fifth for Parapyth | ||
704.000000 - 44\75ed2 | 704.000000 - 44\75ed2 | ||
704.042606 Gene Ward Smith Cantonpenta (with just 14/13 from +7 5ths) | |||
704.059041 Gene Ward Smith Cantonpenta (159\271-ed2) | 704.042606 - Gene Ward Smith Cantonpenta (with just 14/13 from +7 5ths) | ||
704.095607 (Wilson/Pepper Noble 5th; Peppermint) | |||
704.136287 Acoustic Phi after 8 generators | 704.059041 - Gene Ward Smith Cantonpenta (159\271-ed2) | ||
704.166667 (169\288ed2, Scott Dakota Polypyth) | |||
704.095607 - (Wilson/Pepper Noble 5th; Peppermint) | |||
704.136287 - Acoustic Phi after 8 generators | |||
704.166667 - (169\288ed2, Scott Dakota Polypyth) | |||
704.347826 - 27\46ed2 | 704.347826 - 27\46ed2 | ||
704.376991 (just 14/11 major 3rd) | 704.376991 (just 14/11 major 3rd) | ||
704.588394 (just 7/4 from +15 5ths) | 704.588394 (just 7/4 from +15 5ths) | ||
704.60691 (e-based, Blackwood's R=e) | 704.60691 (e-based, Blackwood's R=e) | ||
704.665267 (just 11/8 from +11 5ths) | 704.665267 (just 11/8 from +11 5ths) | ||
704.712391 (just 23/16 from +6 5ths) | 704.712391 (just 23/16 from +6 5ths) | ||
704.720296 (just 39/32 from +9 5ths) | 704.720296 (just 39/32 from +9 5ths) | ||
704.761905 - 37\63ed2 | 704.761905 - 37\63ed2 | ||
704.776493 (just 7/6 from +14 5ths) | 704.776493 (just 7/6 from +14 5ths) | ||
704.993531 (just 9/7 from -13 5ths) | 704.993531 (just 9/7 from -13 5ths) | ||
705.000000 - 47\80-ed2) | 705.000000 - 47\80-ed2) | ||
705.065958 (just 13/8 from +8 5ths) | 705.065958 (just 13/8 from +8 5ths) | ||
705.882353 - 10\17ed2 | 705.882353 - 10\17ed2 | ||
706.457563 - just 385/256 | 706.457563 - just 385/256 | ||
707.142857 - 33\56ed2 | 707.142857 - 33\56ed2 | ||
707.692308 - 23\39ed2 | 707.692308 - 23\39ed2 | ||
708.053859 - Golden Horagram #25 | 708.053859 - Golden Horagram #25 | ||
708.196721 - 36\61ed2 | 708.196721 - 36\61ed2 | ||
708.4021 - Archagall POTE. 2.75.85 subgroup | 708.4021 - Archagall POTE. 2.75.85 subgroup | ||
708.704460 - Chagall target (just 771/512) | 708.704460 - Chagall target (just 771/512) | ||
708.730877 - Chagall target (just 128/85) | 708.730877 - Chagall target (just 128/85) | ||
708.771024 - Archy 3.7.9 | 708.771024 - Archy 3.7.9 | ||
708.826871 - Superpyth 5-limit | 708.826871 - Superpyth 5-limit | ||
709.090909 - 13\22ed2 | 709.090909 - 13\22ed2 | ||
709.111716 - Meta-Superpyth | 709.111716 - Meta-Superpyth | ||
709.982019 - Suprapyth 11-limit | 709.982019 - Suprapyth 11-limit | ||
710.136351 - Meta-Superpyth | 710.136351 - Meta-Superpyth | ||
710.138446 - Superpyth 13-limit | 710.138446 - Superpyth 13-limit | ||
710.204082 - 29\49ed2 | 710.204082 - 29\49ed2 | ||
710.434501 - Golden Superpyth | 710.434501 - Golden Superpyth | ||
710.680710 - Superpyth 7-limit | 710.680710 - Superpyth 7-limit | ||
710.948445 - just 193/128 | 710.948445 - just 193/128 | ||
711.043031 - Archy | 711.043031 - Archy | ||
711.111111 - 16\27ed2 | 711.111111 - 16\27ed2 | ||
712.500000 - 19\32ed2 | 712.500000 - 19\32ed2 | ||
713.177722 - Meta-Slendro (Meru #3) | 713.177722 - Meta-Slendro (Meru #3) | ||
713.513514 - 22/37ed3 | 713.513514 - 22/37ed3 | ||
713.553 - 1/4-comma Ultrapyth (just 13:10) | 713.553 - 1/4-comma Ultrapyth (just 13:10) | ||
714.285714 - 25\42ed2 | 714.285714 - 25\42ed2 | ||
714.89362 - 28\47ed2 | 714.89362 - 28\47ed2 | ||
715.427707 - just 387/256 | 715.427707 - just 387/256 | ||
717.420 - 1/3-comma Ultrapyth (just 15:13) | 717.420 - 1/3-comma Ultrapyth (just 15:13) | ||
719.895411 - just 97/64 | 719.895411 - just 97/64 | ||
720.000000 - 3\5ed2 | 720.000000 - 3\5ed2 | ||
------Meantone spectrum ends here | ------(Meantone spectrum ends here) | ||
Revision as of 17:26, 22 September 2018
661.755708 - Meta-Pelog (Meru #2)
683.826730 - "Submariner 95" (just 95/64)
(Meantone spectrum starts here)
685.714286 - 4\7ed2
689.36170 - 27\47ed2
690.000000 - 23\40ed2
690.909090 - 19\33ed2
691.202 - 1/2 comma Meantone (just 10/9 from +2 5ths)
691.525424 - 34\59ed2
692.307692 - 15\26ed2
692.35268c - 1/9-comma flattone (just 7/4 from -9 fifths)
692.914594 - just 191/128
692.957747 - 41\71ed2
693.31291 - 1/10-comma flattone (just 7/6 from -10 fifths)
693.333333 - 26\45ed2
693.750000 - 37\64ed2
694.736842 - 11\19ed2
694.786 - 1/3 comma Meantone (just 6/5 from -3 5ths)
695.493 - Lucy tuning
695.630415 - Meta-Meantone
695.652174 - 40\69ed2
695.810 - 2/7 comma (just 25/24)
695.838 - Ratwolf fifth (just 13/10)
695.98 - 5/18 comma Meantone
696.000000 - 29\50ed2
696.111 - Just 15/14
696.164846 - 7/26 comma Meantone (Woolhouse)
696.211 - Meanpop 13-limit
696.214473954557 - Golden Meantone
696.296296 - 47\81ed2
696.319 - Just 7/6
696.434 - Meanpop 11-limit
696.495 - Meantone 7-limit
696.578 - 1/4 comma Meantone (just 5/4 from +4 5ths)
696.774194 - 18\31ed2
696.883 - Just 8/7
696.967 - "Undecimal" Meantone 11-limit
697.085 - Just 7/5 from +6 fifths
697.175825 - 2/9 comma Meantone
697.297297 - 43\74ed2
697.344 - Just 21/16 from +11 5ths
697.346510 - 3/14 comma Meantone
697.440698 - just 383/256
697.467021 - Meantone with pure 13/8 (-16 5ths)
697.654 - 1/5 comma Meantone (pure 16/15 from -5 5ths)
697.674419 - 25\43ed2
698.181818 - 32\55ed2
698.371 - 1/6 comma Meantone (just 45/32 from +6 5ths)
700.000000 - 7\12ed2
700.6203 - 12&41 2.3.17
700.7933 - 12&65 2.3.17.19
701.3498 - 12&53 2.3.19
701.675898 - Just 15/8 from -7 5ths
701.727824 - Meta-Helmholtz
701.737921 - Schismic, Garibaldi
701.886792 - 31\53ed2
701.955 - Pythagorean
702.0852 - Garibaldi 7-limit POTE
702.127659 - 55\94ed2
702.439024 - 24\41ed2
702.857143 - 41\70ed2
703.448276 - 17\29ed2
703.499577 - (just 11/10 from -10 5ths)
703.57869 - George Secor's High Tolerance Temperament (HTT)
703.596760 - (just 13/11 from -3 5ths)
703.710938 - Milder Extended Temperament (MET) (spacing 57.422)
703.856 - Parapyth POTE (spacing 58.339)
703.908722 - Wide Schismatic Fifth for Parapyth
704.000000 - 44\75ed2
704.042606 - Gene Ward Smith Cantonpenta (with just 14/13 from +7 5ths)
704.059041 - Gene Ward Smith Cantonpenta (159\271-ed2)
704.095607 - (Wilson/Pepper Noble 5th; Peppermint)
704.136287 - Acoustic Phi after 8 generators
704.166667 - (169\288ed2, Scott Dakota Polypyth)
704.347826 - 27\46ed2
704.376991 (just 14/11 major 3rd)
704.588394 (just 7/4 from +15 5ths)
704.60691 (e-based, Blackwood's R=e)
704.665267 (just 11/8 from +11 5ths)
704.712391 (just 23/16 from +6 5ths)
704.720296 (just 39/32 from +9 5ths)
704.761905 - 37\63ed2
704.776493 (just 7/6 from +14 5ths)
704.993531 (just 9/7 from -13 5ths)
705.000000 - 47\80-ed2)
705.065958 (just 13/8 from +8 5ths)
705.882353 - 10\17ed2
706.457563 - just 385/256
707.142857 - 33\56ed2
707.692308 - 23\39ed2
708.053859 - Golden Horagram #25
708.196721 - 36\61ed2
708.4021 - Archagall POTE. 2.75.85 subgroup
708.704460 - Chagall target (just 771/512)
708.730877 - Chagall target (just 128/85)
708.771024 - Archy 3.7.9
708.826871 - Superpyth 5-limit
709.090909 - 13\22ed2
709.111716 - Meta-Superpyth
709.982019 - Suprapyth 11-limit
710.136351 - Meta-Superpyth
710.138446 - Superpyth 13-limit
710.204082 - 29\49ed2
710.434501 - Golden Superpyth
710.680710 - Superpyth 7-limit
710.948445 - just 193/128
711.043031 - Archy
711.111111 - 16\27ed2
712.500000 - 19\32ed2
713.177722 - Meta-Slendro (Meru #3)
713.513514 - 22/37ed3
713.553 - 1/4-comma Ultrapyth (just 13:10)
714.285714 - 25\42ed2
714.89362 - 28\47ed2
715.427707 - just 387/256
717.420 - 1/3-comma Ultrapyth (just 15:13)
719.895411 - just 97/64
720.000000 - 3\5ed2
(Meantone spectrum ends here)