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Line 16: Line 16:
=== Notable Local Maxima of the Riemann Zeta Function ===
=== Notable Local Maxima of the Riemann Zeta Function ===
{|class="wikitable sortable"
{|class="wikitable sortable"
|+ style="font-size: 105%;" | Zeta Peak Indexes at sigma = 1, filtered with (height ≥ 2.5 and cents ≥ 40.0) or (height ≥ 2.8 and cents ≥ 12.0) or (height ≥ 3.25 and cents ≥ 10.0) or (height ≥ 3.6 and cents ≥ 6.0)
|+ style="font-size: 105%;" |
|-
|-
!colspan="3"|Tuning
!colspan="3"|Tuning
Line 175: Line 175:
|16
|16
|10
|10
|-
|[[196zpi (σ = 1)]]
|43.0234004818
|27.8917981043
|2.78019
|[[43edo]]
|1199.34731849
|8
|8
|-
|-
|[[214zpi (σ = 1)]]
|[[214zpi (σ = 1)]]
Line 310: Line 319:
|24
|24
|15
|15
|-
|[[546zpi (σ = 1)]]
|95.9558568688
|12.5057504477
|2.93099
|[[96edo]]
|1200.55204298
|6
|6
|-
|-
|[[568zpi (σ = 1)]]
|[[568zpi (σ = 1)]]
Line 866: Line 866:


{|class="wikitable sortable"
{|class="wikitable sortable"
|+ style="font-size: 105%;" | Zeta Peak Indexes at sigma = 1, filtered with (height ≥ 1.6 and cents ≥ 6.0)
|+ style="font-size: 105%;" | Zeta Peak Indexes at sigma = 1, filtered with (height ≥ 1.725 and cents ≥ 6.0)
!colspan="3"|Tuning
!colspan="3"|Tuning
!colspan="1"|Strength
!colspan="1"|Strength
Line 881: Line 881:
!Distinct
!Distinct
|-
|-
|[[no-2 no-3 36zpi (σ = 1)|'''no-2 no-3 36zpi (σ = 1)''']]
|[[no-2 no-3 186zpi (σ = 1)]]
|'''12.4660713853'''
|41.3464998527
|'''96.2612809531'''
|29.0230129340
|'''1.63006'''
|1.75534
|'''[[29ed5]]'''
|[[96ed5]]
|'''2791.57714764'''
|2786.20924167
|'''23'''
|35
|'''13'''
|-
|[[no-2 no-3 55zpi (σ = 1)]]
|16.7644794252
|71.5799142678
|1.61533
|[[39ed5]]
|2791.61665644
|13
|13
|-
|[[no-2 no-3 125zpi (σ = 1)]]
|30.5978454621
|39.2184476350
|1.60272
|[[71ed5]]
|2784.50978208
|19
|19
|-
|[[no-2 no-3 186zpi (σ = 1)|'''no-2 no-3 186zpi (σ = 1)''']]
|'''41.3464998527'''
|'''29.0230129340'''
|'''1.75534'''
|'''[[96ed5]]'''
|'''2786.20924167'''
|'''35'''
|'''23'''
|-
|[[no-2 no-3 262zpi (σ = 1)]]
|53.7853073038
|22.3109257928
|1.60529
|[[125ed5]]
|2788.86572410
|17
|17
|-
|[[no-2 no-3 284zpi (σ = 1)]]
|57.2735400587
|20.9520836109
|1.60690
|[[133ed5]]
|2786.62712024
|17
|17
|-
|[[no-2 no-3 298zpi (σ = 1)]]
|59.4886140169
|20.1719273483
|1.61011
|[[138ed5]]
|2783.72597407
|23
|23
|-
|[[no-2 no-3 312zpi (σ = 1)]]
|61.6053540989
|19.4788264357
|1.69262
|[[143ed5]]
|2785.47218030
|25
|23
|-
|[[no-2 no-3 340zpi (σ = 1)]]
|65.8959418265
|18.2105296129
|1.70245
|[[153ed5]]
|2786.21103077
|13
|13
|-
|[[no-2 no-3 368zpi (σ = 1)]]
|70.2130992609
|17.0908279599
|1.69532
|[[163ed5]]
|2785.80495746
|19
|19
|-
|[[no-2 no-3 394zpi (σ = 1)]]
|74.0800438156
|16.1986945227
|1.61352
|[[172ed5]]
|2786.17545791
|17
|17
|-
|[[no-2 no-3 423zpi (σ = 1)]]
|78.3584494159
|15.3142387189
|1.68605
|[[182ed5]]
|2787.19144685
|19
|19
|-
|[[no-2 no-3 438zpi (σ = 1)]]
|80.4984134261
|14.9071261026
|1.60066
|[[187ed5]]
|2787.63258118
|7
|7
|-
|[[no-2 no-3 453zpi (σ = 1)]]
|82.6821657004
|14.5134079379
|1.62198
|[[192ed5]]
|2786.57432408
|25
|25
|-
|[[no-2 no-3 465zpi (σ = 1)]]
|84.4093692514
|14.2164313114
|1.66499
|[[196ed5]]
|2786.42053703
|17
|17
|-
|[[no-2 no-3 477zpi (σ = 1)]]
|86.1785294210
|13.9245820051
|1.67898
|[[200ed5]]
|2784.91640101
|25
|25
|-
|[[no-2 no-3 507zpi (σ = 1)]]
|90.4604301285
|13.2654686507
|1.60322
|[[210ed5]]
|2785.74841665
|17
|17
|-
|[[no-2 no-3 540zpi (σ = 1)]]
|95.1233580316
|12.6151980421
|1.65279
|[[221ed5]]
|2787.95876731
|23
|23
|23
|-
|-
Line 1,052: Line 899:
|29
|29
|-
|-
|[[no-2 no-3 581zpi (σ = 1)]]
|[[no-2 no-3 671zpi (σ = 1)]]
|100.799606439
|113.258011095
|11.9048083856
|10.5952769998
|1.71723
|1.77217
|[[234ed5]]
|[[263ed5]]
|2785.72516223
|2786.55785095
|25
|25
|-
|[[no-2 no-3 659zpi (σ = 1)]]
|111.567387279
|10.7558313344
|1.61434
|[[259ed5]]
|2785.76031562
|19
|19
|19
|19
|-
|[[no-2 no-3 671zpi (σ = 1)|'''no-2 no-3 671zpi (σ = 1)''']]
|'''113.258011095'''
|'''10.5952769998'''
|'''1.77217'''
|'''[[263ed5]]'''
|'''2786.55785095'''
|'''19'''
|'''19'''
|-
|[[no-2 no-3 687zpi (σ = 1)]]
|115.394324373
|10.3991249701
|1.61876
|[[268ed5]]
|2786.96549199
|13
|13
|-
|-
|[[no-2 no-3 764zpi (σ = 1)]]
|[[no-2 no-3 764zpi (σ = 1)]]
Line 1,096: Line 916:
|37
|37
|37
|37
|-
|[[no-2 no-3 810zpi (σ = 1)]]
|131.804682622
|9.10438063447
|1.63433
|[[306ed5]]
|2785.94047415
|25
|25
|-
|[[no-2 no-3 823zpi (σ = 1)]]
|133.549370751
|8.98544106384
|1.63157
|[[310ed5]]
|2785.48672979
|25
|25
|-
|[[no-2 no-3 845zpi (σ = 1)]]
|136.480899907
|8.79243909456
|1.62731
|[[317ed5]]
|2787.20319298
|19
|19
|-
|[[no-2 no-3 888zpi (σ = 1)]]
|142.134887689
|8.44268440710
|1.65729
|[[330ed5]]
|2786.08585434
|25
|25
|-
|-
|[[no-2 no-3 905zpi (σ = 1)]]
|[[no-2 no-3 905zpi (σ = 1)]]
Line 1,142: Line 926:
|41
|41
|-
|-
|[[no-2 no-3 938zpi (σ = 1)|'''no-2 no-3 938zpi (σ = 1)''']]
|[[no-2 no-3 938zpi (σ = 1)]]
|'''148.562870929'''
|148.562870929
|'''8.07738833059'''
|8.07738833059
|'''1.79949'''
|1.79949
|'''[[345ed5]]'''
|[[345ed5]]
|'''2786.69897405'''
|2786.69897405
|'''25'''
|25
|'''25'''
|25
|-
|[[no-2 no-3 951zpi (σ = 1)]]
|150.288484121
|7.98464371385
|1.62413
|[[349ed5]]
|2786.64065613
|17
|17
|-
|[[no-2 no-3 985zpi (σ = 1)]]
|154.617025672
|7.76111165495
|1.66586
|[[359ed5]]
|2786.23908413
|19
|19
|-
|-
|[[no-2 no-3 1046zpi (σ = 1)]]
|[[no-2 no-3 1046zpi (σ = 1)]]
Line 1,177: Line 943:
|23
|23
|23
|23
|-
|[[no-2 no-3 1083zpi (σ = 1)]]
|167.090722171
|7.18172729405
|1.64644
|[[388ed5]]
|2786.51019009
|17
|17
|-
|[[no-2 no-3 1097zpi (σ = 1)]]
|168.816431308
|7.10831280284
|1.70949
|[[392ed5]]
|2786.45861871
|29
|29
|-
|-
|[[no-2 no-3 1145zpi (σ = 1)]]
|[[no-2 no-3 1145zpi (σ = 1)]]
Line 1,213: Line 961:
|35
|35
|35
|35
|-
|[[no-2 no-3 1214zpi (σ = 1)]]
|183.477053621
|6.54032739419
|1.68165
|[[426ed5]]
|2786.17946993
|17
|17
|-
|-
|[[no-2 no-3 1280zpi (σ = 1)]]
|[[no-2 no-3 1280zpi (σ = 1)]]
Line 1,231: Line 970:
|29
|29
|29
|29
|-
|[[no-2 no-3 1315zpi (σ = 1)]]
|195.943977306
|6.12419945997
|1.62667
|[[455ed5]]
|2786.51075429
|17
|17
|-
|[[no-2 no-3 1343zpi (σ = 1)]]
|199.431052743
|6.01711711137
|1.70966
|[[463ed5]]
|2785.92522256
|37
|37
|}
|}


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