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=== Notable Local Maxima of the Riemann Zeta Function after removing the prime 2 from the zeta product === | === Notable Local Maxima of the Riemann Zeta Function after removing the prime 2 from the zeta product === | ||
{|class="wikitable sortable" | |||
!colspan="3"|Tuning | |||
!colspan="3"|Strength | |||
!colspan="2"|Closest EDT | |||
!colspan="2"|No-2 Integer limit | |||
|- | |||
!No-2 ZPI analog | |||
!Steps per octave | |||
!Cents | |||
!Height | |||
!Integral | |||
!Gap | |||
!EDT | |||
!Tritave | |||
!Consistent | |||
!Distinct | |||
|- | |||
|[[no-2 93zpi analog]] | |||
|24.5738316304204 | |||
|48.8324335434323 | |||
|4.665720 | |||
|0.766618 | |||
|13.261693 | |||
|[[39edt]] | |||
|1904.46490819386 | |||
|15 | |||
|15 | |||
|- | |||
|[[no-2 151zpi analog]] | |||
|35.3059427335609 | |||
|33.9886123153798 | |||
|4.738265 | |||
|0.709543 | |||
|13.081926 | |||
|[[56edt]] | |||
|1903.36228966127 | |||
|15 | |||
|15 | |||
|- | |||
|[[no-2 199zpi analog]] | |||
|43.5176229677494 | |||
|27.5750355411028 | |||
|4.824506 | |||
|0.678480 | |||
|12.871286 | |||
|[[69edt]] | |||
|1902.67745233609 | |||
|9 | |||
|9 | |||
|- | |||
|[[no-2 207zpi analog]] | |||
|44.8152489207676 | |||
|26.7766001282638 | |||
|4.819120 | |||
|0.732965 | |||
|14.719415 | |||
|[[71edt]] | |||
|1901.13860910673 | |||
|17 | |||
|17 | |||
|- | |||
|[[no-2 222zpi analog]] | |||
|47.3521317910583 | |||
|25.3420480686067 | |||
|5.059485 | |||
|0.721113 | |||
|13.412098 | |||
|[[75edt]] | |||
|1900.65360514550 | |||
|15 | |||
|15 | |||
|- | |||
|[[no-2 233zpi analog]] | |||
|49.1685275266548 | |||
|24.4058559481869 | |||
|4.790248 | |||
|0.736865 | |||
|15.624024 | |||
|[[78edt]] | |||
|1903.65676395858 | |||
|21 | |||
|21 | |||
|- | |||
|[[no-2 249zpi analog]] | |||
|51.6860577447882 | |||
|23.2170928168922 | |||
|4.848916 | |||
|0.664134 | |||
|13.043858 | |||
|[[82edt]] | |||
|1903.80161098516 | |||
|17 | |||
|17 | |||
|- | |||
|[[no-2 273zpi analog]] | |||
|55.5353711835277 | |||
|21.6078505360910 | |||
|5.441186 | |||
|0.771944 | |||
|14.061502 | |||
|[[88edt]] | |||
|1901.49084717601 | |||
|11 | |||
|11 | |||
|- | |||
|[[no-2 317zpi analog]] | |||
|62.4092182976906 | |||
|19.2279287055965 | |||
|5.154539 | |||
|0.705887 | |||
|14.235540 | |||
|[[99edt]] | |||
|1903.56494185405 | |||
|25 | |||
|23 | |||
|- | |||
|[[no-2 326zpi analog]] | |||
|63.7619933650274 | |||
|18.8199887843874 | |||
|4.961196 | |||
|0.662970 | |||
|13.437518 | |||
|[[101edt]] | |||
|1900.81886722313 | |||
|9 | |||
|9 | |||
|- | |||
|[[no-2 342zpi analog]] | |||
|66.2581615380500 | |||
|18.1109764011620 | |||
|5.073625 | |||
|0.677884 | |||
|13.529076 | |||
|[[105edt]] | |||
|1901.65252212201 | |||
|17 | |||
|17 | |||
|- | |||
|[[no-2 363zpi analog]] | |||
|69.4221749409126 | |||
|17.2855431426825 | |||
|5.247825 | |||
|0.705262 | |||
|14.276498 | |||
|[[110edt]] | |||
|1901.40974569508 | |||
|23 | |||
|23 | |||
|- | |||
|[[no-2 453zpi analog]] | |||
|82.6705208991009 | |||
|14.5154522670130 | |||
|6.410342 | |||
|0.925687 | |||
|16.646686 | |||
|[[131edt]] | |||
|1901.52424697870 | |||
|27 | |||
|27 | |||
|- | |||
|[[no-2 492zpi analog]] | |||
|88.3242305963095 | |||
|13.5863057271867 | |||
|5.480169 | |||
|0.696272 | |||
|13.636687 | |||
|[[140edt]] | |||
|1902.08280180614 | |||
|9 | |||
|9 | |||
|- | |||
|[[no-2 510zpi analog]] | |||
|90.8297848520406 | |||
|13.2115252937654 | |||
|5.712975 | |||
|0.810755 | |||
|16.378662 | |||
|[[144edt]] | |||
|1902.45964230221 | |||
|39 | |||
|27 | |||
|- | |||
|[[no-2 550zpi analog]] | |||
|96.5193707902430 | |||
|12.4327374927449 | |||
|6.047703 | |||
|0.795582 | |||
|14.790729 | |||
|[[153edt]] | |||
|1902.20883638997 | |||
|15 | |||
|15 | |||
|- | |||
|[[no-2 627zpi analog]] | |||
|107.244707551072 | |||
|11.1893633485693 | |||
|6.217266 | |||
|0.828658 | |||
|15.375247 | |||
|[[170edt]] | |||
|1902.19176925679 | |||
|15 | |||
|15 | |||
|- | |||
|[[no-2 687zpi analog]] | |||
|115.410497106759 | |||
|10.3976677172610 | |||
|5.985004 | |||
|0.754232 | |||
|14.631506 | |||
|[[183edt]] | |||
|1902.77319225877 | |||
|15 | |||
|15 | |||
|- | |||
|[[no-2 697zpi analog]] | |||
|116.733331758968 | |||
|10.2798402300191 | |||
|5.835644 | |||
|0.746180 | |||
|15.041001 | |||
|[[185edt]] | |||
|1901.77044255353 | |||
|29 | |||
|29 | |||
|- | |||
|[[no-2 777zpi analog]] | |||
|127.487421022497 | |||
|9.41269334947362 | |||
|6.134922 | |||
|0.758067 | |||
|14.474624 | |||
|[[202edt]] | |||
|1901.36405659367 | |||
|17 | |||
|17 | |||
|- | |||
|[[no-2 810zpi analog]] | |||
|131.820548689719 | |||
|9.10328482112888 | |||
|6.140639 | |||
|0.820704 | |||
|16.484428 | |||
|[[209edt]] | |||
|1902.58652761594 | |||
|21 | |||
|21 | |||
|- | |||
|[[no-2 829zpi analog]] | |||
|134.375301622234 | |||
|8.93021251311149 | |||
|5.870928 | |||
|0.707721 | |||
|14.252150 | |||
|[[213edt]] | |||
|1902.13526529275 | |||
|29 | |||
|29 | |||
|- | |||
|[[no-2 839zpi analog]] | |||
|135.657235331861 | |||
|8.84582379306507 | |||
|5.733350 | |||
|0.672634 | |||
|13.637550 | |||
|[[215edt]] | |||
|1901.85211550899 | |||
|15 | |||
|15 | |||
|- | |||
|[[no-2 858zpi analog]] | |||
|138.196733558228 | |||
|8.68327325185579 | |||
|5.998270 | |||
|0.762777 | |||
|15.383590 | |||
|[[219edt]] | |||
|1901.63684215642 | |||
|11 | |||
|11 | |||
|- | |||
|[[no-2 985zpi analog]] | |||
|154.604938100947 | |||
|7.76171844664157 | |||
|7.104335 | |||
|0.924588 | |||
|16.674411 | |||
|[[245edt]] | |||
|1901.62101942718 | |||
|21 | |||
|21 | |||
|- | |||
|[[no-2 995zpi analog]] | |||
|155.860615732260 | |||
|7.69918683024695 | |||
|4.787177 | |||
|0.571390 | |||
|14.668781 | |||
|[[247edt]] | |||
|1901.69914707100 | |||
|7 | |||
|7 | |||
|} | |||
=== Notable Local Maxima of the Riemann Zeta Function after removing the prime 3 from the zeta product === | === Notable Local Maxima of the Riemann Zeta Function after removing the prime 3 from the zeta product === | ||