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Template:Infobox musical scale

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21: 466: 52: 794: 802: 790: 781: 36: 814: 777: 32: 40: 89: 85: 810: 771: 28: 763: 840: 420: 835: 79: 830: 424: 752: 69: 529: 436: 428: 412: 8: 447: 443: 432: 75: 546: 203: 767: 416: 741: 556: 408: 65: 824: 58: 536: 483: 473: 465: 193: 132: 122: 112: 15: 519: 493: 178: 142: 152: 167:{{{first_pitch}}}, {{{second_pitch}}}, ..., {{{seventh_pitch}}} 448:
https://www.mta.ca/pc-set/calculator/pc_calculate.html
787:Editors can experiment in this template's sandbox 822: 464: 18: 823: 46: 86:Module:Check for unknown parameters 13: 772:Template:Infobox musical scale/doc 593:File:C major pentatonic scale.PNG 14: 852: 50: 19: 421:Structure implies multiplicity 1: 7: 732: 10: 857: 761: 583:Example: Major pentatonic 453: 425:Cardinality equals variety 815:Subpages of this template 555: 545: 535: 528: 517: 512: 507: 502: 492: 482: 472: 463: 459:Example: Major pentatonic 202: 192: 187: 176: 171: 166: 161: 151: 141: 131: 121: 111: 106: 566: 213: 841:Music theory templates 809:Add categories to the 442:For Forte number see: 24:Template documentation 572:Infobox musical scale 219:Infobox musical scale 530:Generated collection 437:Rothenberg propriety 413:Generated collection 407:"Qualities" include 57:This template uses 836:Lua-based templates 623:F major pentatonic 613:G major pentatonic 603:C minor pentatonic 561:<0,3,2,1,4,0> 460: 444:List of set classes 433:Deep scale property 183:{{{pitch_classes}}} 103: 76:Module:InfoboxImage 498:F major pentatonic 488:G major pentatonic 478:C minor pentatonic 458: 198:{{{Forte number}}} 101: 831:Infobox templates 565: 564: 503:Component pitches 429:Myhill's property 387:complement 378:Forte number 369:qualities 360:pitch_classes 351:seventh_pitch 342:sixth_pitch 333:fifth_pitch 324:fourth_pitch 315:third_pitch 306:second_pitch 297:first_pitch 288:enharmonic 279:subdominant 270:dominant 261:parallel 252:relative 243:image_alt 234:image_name 225:name 212: 211: 162:Component pitches 147:{{{subdominant}}} 99: 98: 848: 806: 798: 785: 757: 751: 746: 740: 728: 724: 721: 720:interval_vector 718: 714: 711: 708: 704: 701: 698: 695: 692: 689: 686: 682: 679: 676: 672: 669: 666: 662: 659: 656: 652: 649: 646: 642: 639: 636: 632: 629: 626: 622: 619: 616: 612: 609: 606: 602: 599: 596: 592: 589: 586: 582: 579: 576: 573: 570: 468: 461: 457: 417:Maximal evenness 403: 400: 397: 396:interval_vector 394: 391: 388: 385: 382: 379: 376: 373: 370: 367: 364: 361: 358: 355: 352: 349: 346: 343: 340: 337: 334: 331: 328: 325: 322: 319: 316: 313: 310: 307: 304: 301: 298: 295: 292: 289: 286: 283: 280: 277: 274: 271: 268: 265: 262: 259: 256: 253: 250: 247: 244: 241: 238: 235: 232: 229: 226: 223: 220: 217: 208:{{{complement}}} 157:{{{enharmonic}}} 104: 100: 54: 53: 47: 44: 25: 23: 22: 856: 855: 851: 850: 849: 847: 846: 845: 821: 820: 819: 818: 808: 800: 788: 786: 775: 760: 755: 749: 744: 738: 735: 730: 729: 726: 722: 719: 716: 712: 709: 706: 702: 699: 696: 693: 690: 687: 684: 680: 677: 674: 670: 667: 664: 660: 657: 654: 650: 647: 644: 640: 637: 634: 630: 627: 624: 620: 617: 614: 610: 607: 604: 600: 597: 594: 590: 587: 584: 580: 577: 574: 571: 568: 557:Interval vector 456: 405: 404: 401: 398: 395: 392: 389: 386: 383: 380: 377: 374: 371: 368: 365: 362: 359: 356: 353: 350: 347: 344: 341: 338: 335: 332: 329: 326: 323: 320: 317: 314: 311: 308: 305: 302: 299: 296: 293: 290: 287: 284: 281: 278: 275: 272: 269: 266: 263: 260: 257: 254: 251: 248: 245: 242: 239: 236: 233: 230: 227: 224: 221: 218: 215: 188:{{{qualities}}} 95: 51: 45: 26: 20: 12: 11: 5: 854: 844: 843: 838: 833: 799:and testcases 759: 758: 747: 734: 731: 710:complement 700:Forte number 688:qualities 678:pitch_classes 668:fifth_pitch 658:fourth_pitch 648:third_pitch 638:second_pitch 628:first_pitch 618:subdominant 608:dominant 598:parallel 588:image_name 578:name 567: 563: 562: 559: 553: 552: 549: 543: 542: 539: 533: 532: 526: 525: 522: 515: 514: 510: 509: 508:C, D, E, G, A, 505: 504: 500: 499: 496: 490: 489: 486: 480: 479: 476: 470: 469: 455: 452: 214: 210: 209: 206: 200: 199: 196: 190: 189: 185: 184: 181: 174: 173: 169: 168: 164: 163: 159: 158: 155: 149: 148: 145: 139: 138: 137:{{{dominant}}} 135: 129: 128: 127:{{{parallel}}} 125: 119: 118: 117:{{{relative}}} 115: 109: 108: 97: 96: 94: 93: 83: 73: 66:Module:Infobox 62: 55: 17: 16: 9: 6: 4: 3: 2: 853: 842: 839: 837: 834: 832: 829: 828: 826: 816: 812: 804: 796: 792: 783: 779: 773: 769: 765: 764:documentation 754: 753:Infobox chord 748: 743: 737: 736: 560: 558: 554: 550: 548: 544: 540: 538: 534: 531: 527: 523: 521: 520:pitch classes 516: 511: 506: 501: 497: 495: 491: 487: 485: 481: 477: 475: 471: 467: 462: 451: 449: 445: 440: 438: 434: 430: 426: 422: 418: 414: 410: 207: 205: 201: 197: 195: 191: 186: 182: 180: 179:pitch classes 175: 170: 165: 160: 156: 154: 150: 146: 144: 140: 136: 134: 130: 126: 124: 120: 116: 114: 110: 105: 91: 87: 84: 81: 77: 74: 71: 67: 64: 63: 60: 56: 49: 48: 42: 38: 34: 30: 756:}} 750:{{ 745:}} 739:{{ 725:0,3,2,1,4,0 537:Forte number 484:Dominant key 474:Parallel key 441: 406: 194:Forte number 133:Dominant key 123:Parallel key 113:Relative key 768:transcluded 494:Subdominant 143:Subdominant 39:] [ 35:] [ 31:] [ 825:Categories 762:The above 547:Complement 518:Number of 204:Complement 177:Number of 153:Enharmonic 102:{{{name}}} 813:subpage. 513:Qualities 172:Qualities 733:See also 409:Diatonic 793:| 782:history 780:| 454:Example 90:sandbox 80:sandbox 70:sandbox 37:history 807:pages. 803:create 795:mirror 791:create 742:Scales 435:, and 770:from 715:7-35 705:5-35 43:] 41:purge 27:[ 811:/doc 778:edit 551:7-35 541:5-35 33:edit 29:view 766:is 446:or 59:Lua 827:: 774:. 727:}} 683:5 673:A 663:G 653:E 643:D 633:C 569:{{ 450:. 439:. 431:, 427:, 423:, 419:, 415:, 411:, 402:}} 216:{{ 61:: 817:. 805:) 801:( 797:) 789:( 784:) 776:( 723:= 717:| 713:= 707:| 703:= 697:| 694:] 691:= 685:| 681:= 675:| 671:= 665:| 661:= 655:| 651:= 645:| 641:= 635:| 631:= 625:| 621:= 615:| 611:= 605:| 601:= 595:| 591:= 585:| 581:= 575:| 524:5 399:= 393:| 390:= 384:| 381:= 375:| 372:= 366:| 363:= 357:| 354:= 348:| 345:= 339:| 336:= 330:| 327:= 321:| 318:= 312:| 309:= 303:| 300:= 294:| 291:= 285:| 282:= 276:| 273:= 267:| 264:= 258:| 255:= 249:| 246:= 240:| 237:= 231:| 228:= 222:| 107:] 92:) 88:( 82:) 78:( 72:) 68:(

Index

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edit
history
purge
Lua
Module:Infobox
sandbox
Module:InfoboxImage
sandbox
Module:Check for unknown parameters
sandbox
Relative key
Parallel key
Dominant key
Subdominant
Enharmonic
pitch classes
Forte number
Complement
Diatonic
Generated collection
Maximal evenness
Structure implies multiplicity
Cardinality equals variety
Myhill's property
Deep scale property
Rothenberg propriety
List of set classes
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