├── .babelrc ├── .gitignore ├── .vscode └── settings.json ├── LICENSE ├── README.md ├── _config.yml ├── data ├── durations.json ├── fibonacci.json ├── scales.json ├── scl.min.txt ├── scl │ ├── 05-19.scl │ ├── 05-22.scl │ ├── 05-24.scl │ ├── 06-41.scl │ ├── 07-19.scl │ ├── 07-31.scl │ ├── 07-37.scl │ ├── 08-11.scl │ ├── 08-13.scl │ ├── 08-19.scl │ ├── 08-37.scl │ ├── 09-15.scl │ ├── 09-19.scl │ ├── 09-19a.scl │ ├── 09-22.scl │ ├── 09-23.scl │ ├── 09-29.scl │ ├── 09-31.scl │ ├── 10-13-58.scl │ ├── 10-13.scl │ ├── 10-19.scl │ ├── 10-29.scl │ ├── 11-18.scl │ ├── 11-19-gould.scl │ ├── 11-19-krantz.scl │ ├── 11-19-mclaren.scl │ ├── 11-23.scl │ ├── 11-31.scl │ ├── 11-34.scl │ ├── 11-37.scl │ ├── 11-limit-only.scl │ ├── 12-17.scl │ ├── 12-19.scl │ ├── 12-22.scl │ ├── 12-22h.scl │ ├── 12-27.scl │ ├── 12-31.scl │ ├── 12-31_11.scl │ ├── 12-43.scl │ ├── 12-46.scl │ ├── 12-46p.scl │ ├── 12-50.scl │ ├── 12-79mos159et.scl │ ├── 12-TET.scl │ ├── 12-yarman24a.scl │ ├── 12-yarman24b.scl │ ├── 12-yarman24c.scl │ ├── 12-yarman24d.scl │ ├── 13-19.scl │ ├── 13-22.scl │ ├── 13-30t.scl │ ├── 13-31.scl │ ├── 14-19.scl │ ├── 14-26.scl │ ├── 14-26a.scl │ ├── 15-37.scl │ ├── 15-46.scl │ ├── 16-139.scl │ ├── 16-145.scl │ ├── 16-31.scl │ ├── 17-31.scl │ ├── 17-53.scl │ ├── 19-31.scl │ ├── 19-31ji.scl │ ├── 19-36.scl │ ├── 19-50.scl │ ├── 19-53.scl │ ├── 19-55.scl │ ├── 19-any.scl │ ├── 20-31.scl │ ├── 20-55.scl │ ├── 21-any.scl │ ├── 22-100.scl │ ├── 22-100a.scl │ ├── 22-41.scl │ ├── 22-46.scl │ ├── 22-53.scl │ ├── 24-60.scl │ ├── 24-80.scl │ ├── 24-94.scl │ ├── 28-any.scl │ ├── 30-29-min3.scl │ ├── 31-171.scl │ ├── 46_72.scl │ ├── 53-commas.scl │ ├── 56-any.scl │ ├── 67-135.scl │ ├── 70-any.scl │ ├── 79-159.scl │ ├── 79-159_arel-ezgi-uzdilek.scl │ ├── 79-159_equidistant5ths.scl │ ├── 79-159_splendidbeating.scl │ ├── 79-159beats.scl │ ├── 79-159first.scl │ ├── 79-159ji.scl │ ├── 80-159.scl │ ├── 80-159_splendidbeating.scl │ ├── 80-159beats.scl │ ├── abell1.scl │ ├── abell2.scl │ ├── abell3.scl │ ├── abell4.scl │ ├── abell5.scl │ ├── abell6.scl │ ├── abell7.scl │ ├── abell8.scl │ ├── abell9.scl │ ├── ad-dik.scl │ ├── aeolic.scl │ ├── aeu-41 ratios.scl │ ├── aeu-41.scl │ ├── agricola.scl │ ├── agricola_p.scl │ ├── akea46_13.scl │ ├── al-din.scl │ ├── al-din_19.scl │ ├── al-farabi.scl │ ├── al-farabi_19.scl │ ├── al-farabi_22.scl │ ├── al-farabi_9.scl │ ├── al-farabi_blue.scl │ ├── al-farabi_chrom.scl │ ├── al-farabi_chrom2.scl │ ├── al-farabi_diat.scl │ ├── al-farabi_diat2.scl │ ├── al-farabi_div.scl │ ├── al-farabi_div2.scl │ ├── al-farabi_divo.scl │ ├── al-farabi_dor.scl │ ├── al-farabi_dor2.scl │ ├── al-farabi_g1.scl │ ├── al-farabi_g10.scl │ ├── al-farabi_g11.scl │ ├── al-farabi_g12.scl │ ├── al-farabi_g3.scl │ ├── al-farabi_g4.scl │ ├── al-farabi_g5.scl │ ├── al-farabi_g6.scl │ ├── al-farabi_g7.scl │ ├── al-farabi_g8.scl │ ├── al-farabi_g9.scl │ ├── al-hwarizmi.scl │ ├── al-kindi.scl │ ├── al-kindi2.scl │ ├── al-mausili.scl │ ├── alembert-rousseau.scl │ ├── alembert-rousseau2.scl │ ├── alembert.scl │ ├── alves.scl │ ├── alves_12.scl │ ├── alves_22.scl │ ├── alves_pelog.scl │ ├── alves_slendro.scl │ ├── amity.scl │ ├── amity53pure.scl │ ├── ammerbach.scl │ ├── ammerbach1.scl │ ├── ammerbach2.scl │ ├── angklung.scl │ ├── ankara.scl │ ├── appunn.scl │ ├── arabic_bastanikar_on_b.scl │ ├── arabic_bayati_and_bayati-shuri_on_d.scl │ ├── arabic_bayati_and_ushshaq-misri_on_d.scl │ ├── arabic_huzam_on_e.scl │ ├── arabic_rast_on_c.scl │ ├── arabic_saba-zamzama_on_d.scl │ ├── arabic_saba_on_d.scl │ ├── arabic_segah-mustaar_on_e.scl │ ├── arabic_zanjaran_on_c.scl │ ├── arch_chrom.scl │ ├── arch_chromc2.scl │ ├── arch_dor.scl │ ├── arch_enh.scl │ ├── arch_enh2.scl │ ├── arch_enh3.scl │ ├── arch_enhp.scl │ ├── arch_enht.scl │ ├── arch_enht2.scl │ ├── arch_enht3.scl │ ├── arch_enht4.scl │ ├── arch_enht5.scl │ ├── arch_enht6.scl │ ├── arch_enht7.scl │ ├── arch_mult.scl │ ├── arch_ptol.scl │ ├── arch_ptol2.scl │ ├── arch_sept.scl │ ├── archchro.scl │ ├── archytas12.scl │ ├── archytas12sync.scl │ ├── archytas7.scl │ ├── ares12.scl │ ├── ares12opt.scl │ ├── ariel1.scl │ ├── ariel2.scl │ ├── ariel3.scl │ ├── ariel_19.scl │ ├── ariel_31.scl │ ├── arist_archenh.scl │ ├── arist_chrom.scl │ ├── arist_chrom2.scl │ ├── arist_chrom3.scl │ ├── arist_chrom4.scl │ ├── arist_chromenh.scl │ ├── arist_chrominv.scl │ ├── arist_chromrej.scl │ ├── arist_chromunm.scl │ ├── arist_diat.scl │ ├── arist_diat2.scl │ ├── arist_diat3.scl │ ├── arist_diat4.scl │ ├── arist_diatdor.scl │ ├── arist_diatinv.scl │ ├── arist_diatred.scl │ ├── arist_diatred2.scl │ ├── arist_diatred3.scl │ ├── arist_enh.scl │ ├── arist_enh2.scl │ ├── arist_enh3.scl │ ├── arist_hemchrom.scl │ ├── arist_hemchrom2.scl │ ├── arist_hemchrom3.scl │ ├── arist_hypenh2.scl │ ├── arist_hypenh3.scl │ ├── arist_hypenh4.scl │ ├── arist_hypenh5.scl │ ├── arist_intdiat.scl │ ├── arist_penh2.scl │ ├── arist_penh3.scl │ ├── arist_pschrom2.scl │ ├── arist_softchrom.scl │ ├── arist_softchrom2.scl │ ├── arist_softchrom3.scl │ ├── arist_softchrom4.scl │ ├── arist_softchrom5.scl │ ├── arist_softdiat.scl │ ├── arist_softdiat2.scl │ ├── arist_softdiat3.scl │ ├── arist_softdiat4.scl │ ├── arist_softdiat5.scl │ ├── arist_softdiat6.scl │ ├── arist_softdiat7.scl │ ├── arist_synchrom.scl │ ├── arist_syndiat.scl │ ├── arist_unchrom.scl │ ├── arist_unchrom2.scl │ ├── arist_unchrom3.scl │ ├── arist_unchrom4.scl │ ├── arnautoff_21.scl │ ├── aron-neidhardt.scl │ ├── art_nam.scl │ ├── artusi.scl │ ├── artusi2.scl │ ├── artusi3.scl │ ├── athan_chrom.scl │ ├── atomschis.scl │ ├── augdimhextrug.scl │ ├── augdommean.scl │ ├── augment15br1.scl │ ├── augteta.scl │ ├── augteta2.scl │ ├── augtetb.scl │ ├── augtetc.scl │ ├── augtetd.scl │ ├── augtete.scl │ ├── augtetf.scl │ ├── augtetg.scl │ ├── augteth.scl │ ├── augtetj.scl │ ├── augtetk.scl │ ├── augtetl.scl │ ├── avg_bac.scl │ ├── avicenna_17.scl │ ├── avicenna_19.scl │ ├── avicenna_chrom.scl │ ├── avicenna_chrom2.scl │ ├── avicenna_chrom3.scl │ ├── avicenna_diat.scl │ ├── avicenna_diat2.scl │ ├── avicenna_diff.scl │ ├── avicenna_enh.scl │ ├── awad.scl │ ├── awraamoff.scl │ ├── ayers_19.scl │ ├── ayers_37.scl │ ├── ayers_me.scl │ ├── b10_13.scl │ ├── b12_17.scl │ ├── b14_19.scl │ ├── b15_21.scl │ ├── b8_11.scl │ ├── badings1.scl │ ├── badings2.scl │ ├── bagpipe1.scl │ ├── bagpipe2.scl │ ├── bagpipe3.scl │ ├── bagpipe4.scl │ ├── bailey_well.scl │ ├── bailey_well2.scl │ ├── bailey_well3.scl │ ├── balafon.scl │ ├── balafon2.scl │ ├── balafon3.scl │ ├── balafon4.scl │ ├── balafon5.scl │ ├── balafon6.scl │ ├── balafon7.scl │ ├── baldy17.scl │ ├── bamboo.scl │ ├── banchieri.scl │ ├── bapere.scl │ ├── barbour_chrom1.scl │ ├── barbour_chrom2.scl │ ├── barbour_chrom3.scl │ ├── barbour_chrom3p.scl │ ├── barbour_chrom3p2.scl │ ├── barbour_chrom4.scl │ ├── barbour_chrom4p.scl │ ├── barbour_chrom4p2.scl │ ├── barca.scl │ ├── barca_a.scl │ ├── barkechli.scl │ ├── barlow_13.scl │ ├── barlow_17.scl │ ├── barnes.scl │ ├── barnes2.scl │ ├── barton.scl │ ├── barton2.scl │ ├── battaglia_16.scl │ ├── baumeister.scl │ ├── beardsley_8.scl │ ├── bedos.scl │ ├── belet.scl │ ├── bell_mt_partials.scl │ ├── bellingwolde.scl │ ├── bellingwolde_org.scl │ ├── belobog31.scl │ ├── bemetzrieder2.scl │ ├── bendeler-b.scl │ ├── bendeler.scl │ ├── bendeler1.scl │ ├── bendeler2.scl │ ├── bendeler3.scl │ ├── bermudo-v.scl │ ├── bermudo.scl │ ├── bermudo2.scl │ ├── betacub.scl │ ├── bethisy.scl │ ├── biezen.scl │ ├── biezen2.scl │ ├── biezen3.scl │ ├── biezen_chaumont.scl │ ├── biggulp-bunya.scl │ ├── biggulp.scl │ ├── bigler12.scl │ ├── bihex-top.scl │ ├── bihex540.scl │ ├── bihexany-octoid.scl │ ├── bihexany.scl │ ├── bihexanymyna.scl │ ├── billeter.scl │ ├── billeter2.scl │ ├── bimarveldenewoo.scl │ ├── blackbeat15.scl │ ├── blackchrome2.scl │ ├── blackj_gws.scl │ ├── blackjack.scl │ ├── blackjack_r.scl │ ├── blackjack_r2.scl │ ├── blackjack_r3.scl │ ├── blackjackg.scl │ ├── blackjb.scl │ ├── blackopkeegil1.scl │ ├── blackopkeegil2.scl │ ├── blackwoo.scl │ ├── blackwood.scl │ ├── blackwood_6.scl │ ├── blackwood_9.scl │ ├── blasquinten.scl │ ├── blueji-cataclysmic.scl │ ├── bluesmarvwoo.scl │ ├── bluesrag.scl │ ├── bobro_phi.scl │ ├── bobro_phi2.scl │ ├── bobrova.scl │ ├── bockhorn.scl │ ├── boeth_chrom.scl │ ├── boeth_enh.scl │ ├── bohlen-eg.scl │ ├── bohlen-p.scl │ ├── bohlen-p_9.scl │ ├── bohlen-p_9a.scl │ ├── bohlen-p_eb.scl │ ├── bohlen-p_ebt.scl │ ├── bohlen-p_ebt2.scl │ ├── bohlen-p_et.scl │ ├── bohlen-p_ring.scl │ ├── bohlen-p_sup.scl │ ├── bohlen47.scl │ ├── bohlen47r.scl │ ├── bohlen5.scl │ ├── bohlen_11.scl │ ├── bohlen_12.scl │ ├── bohlen_8.scl │ ├── bohlen_arcturus.scl │ ├── bohlen_canopus.scl │ ├── bohlen_coh.scl │ ├── bohlen_coh2.scl │ ├── bohlen_coh3.scl │ ├── bohlen_d_ji.scl │ ├── bohlen_delta.scl │ ├── bohlen_diat_top.scl │ ├── bohlen_enh.scl │ ├── bohlen_eq.scl │ ├── bohlen_g_ji.scl │ ├── bohlen_gamma.scl │ ├── bohlen_h_ji.scl │ ├── bohlen_harm.scl │ ├── bohlen_l_ji.scl │ ├── bohlen_lambda.scl │ ├── bohlen_lambda_pyth.scl │ ├── bohlen_mean.scl │ ├── bohlen_pent_top.scl │ ├── bohlen_pyth.scl │ ├── bohlen_quintuple_j.scl │ ├── bohlen_quintuple_t.scl │ ├── bohlen_sirius.scl │ ├── bohlen_t.scl │ ├── bohlen_t_ji.scl │ ├── bolivia.scl │ ├── boomsliter.scl │ ├── boop19.scl │ ├── bossart-muri.scl │ ├── bossart1.scl │ ├── bossart2.scl │ ├── bossart3.scl │ ├── bossier11.scl │ ├── boulliau.scl │ ├── bourdelle1.scl │ ├── bozuji.scl │ ├── bpg55557777.scl │ ├── bps_temp17.scl │ ├── brac.scl │ ├── breed-blues1.scl │ ├── breed-blues2.scl │ ├── breed-bluesji.scl │ ├── breed-dias13.scl │ ├── breed-ht.scl │ ├── breed-kleismic.scl │ ├── breed-magic.scl │ ├── breed-magic5.scl │ ├── breed-mystery.scl │ ├── breed.scl │ ├── breed11.scl │ ├── breed7-3.scl │ ├── breedball3.scl │ ├── breedball4.scl │ ├── breedpump.scl │ ├── breedt2.scl │ ├── breedt3.scl │ ├── breetet2.scl │ ├── breetet3.scl │ ├── breeza.scl │ ├── breezb.scl │ ├── bremmer.scl │ ├── bremmer_ebvt1.scl │ ├── bremmer_ebvt2.scl │ ├── bremmer_ebvt3.scl │ ├── broadwood.scl │ ├── broadwood2.scl │ ├── broadwood3.scl │ ├── broeckaert-pbp.scl │ ├── brown.scl │ ├── bruder-vier.scl │ ├── bruder.scl │ ├── bug-pelog.scl │ ├── bugblock19.scl │ ├── burma3.scl │ ├── burt1.scl │ ├── burt10.scl │ ├── burt11.scl │ ├── burt12.scl │ ├── burt13.scl │ ├── burt14.scl │ ├── burt15.scl │ ├── burt16.scl │ ├── burt17.scl │ ├── burt18.scl │ ├── burt19.scl │ ├── burt2.scl │ ├── burt20.scl │ ├── burt3.scl │ ├── burt4.scl │ ├── burt5.scl │ ├── burt6.scl │ ├── burt7.scl │ ├── burt8.scl │ ├── burt9.scl │ ├── burt_fibo.scl │ ├── burt_fibo23.scl │ ├── burt_forks.scl │ ├── burt_primes.scl │ ├── buselik pentachord 13-limit.scl │ ├── buselik pentachord 19-limit.scl │ ├── buselik tetrachord 13-limit.scl │ ├── buselik tetrachord 19-limit.scl │ ├── bushmen.scl │ ├── buurman.scl │ ├── buzurg10decoid.scl │ ├── buzurg_al-erin10.scl │ ├── c1029cp.scl │ ├── c10976cp.scl │ ├── c126cp.scl │ ├── c1728cp.scl │ ├── c225cp.scl │ ├── c3136cp.scl │ ├── c385cp.scl │ ├── c5120cp.scl │ ├── c6144cp.scl │ ├── c64827cp.scl │ ├── cairo.scl │ ├── cal46.scl │ ├── canright.scl │ ├── cantonpenta.scl │ ├── capurso.scl │ ├── carlos_alpha.scl │ ├── carlos_alpha2.scl │ ├── carlos_beta.scl │ ├── carlos_beta2.scl │ ├── carlos_gamma.scl │ ├── carlos_harm.scl │ ├── carlos_super.scl │ ├── carlson.scl │ ├── cartwheel.scl │ ├── cassandra1.scl │ ├── cassandra2.scl │ ├── cassmagmirrod.scl │ ├── cassmagmonkrod.scl │ ├── cassmagoctrod.scl │ ├── cassmagsuprod.scl │ ├── cat22.scl │ ├── catakleismic34.scl │ ├── catakleismic34fok.scl │ ├── catakleismic34semitransversal.scl │ ├── catakleismic34trans.scl │ ├── catler.scl │ ├── cauldron.scl │ ├── cbrat19.scl │ ├── cdia22.scl │ ├── ceb88f.scl │ ├── ceb88s.scl │ ├── ceb88t.scl │ ├── cet10.scl │ ├── cet100.scl │ ├── cet100a.scl │ ├── cet100b.scl │ ├── cet100c.scl │ ├── cet104.scl │ ├── cet104a.scl │ ├── cet105.scl │ ├── cet105a.scl │ ├── cet108.scl │ ├── cet109.scl │ ├── cet11.scl │ ├── cet111.scl │ ├── cet111a.scl │ ├── cet112.scl │ ├── cet112a.scl │ ├── cet114.scl │ ├── cet115.scl │ ├── cet116.scl │ ├── cet117.scl │ ├── cet117a.scl │ ├── cet118.scl │ ├── cet119.scl │ ├── cet125.scl │ ├── cet126.scl │ ├── cet126a.scl │ ├── cet126b.scl │ ├── cet133.scl │ ├── cet135.scl │ ├── cet139.scl │ ├── cet14.scl │ ├── cet140.scl │ ├── cet141.scl │ ├── cet148.scl │ ├── cet152.scl │ ├── cet156.scl │ ├── cet158.scl │ ├── cet159.scl │ ├── cet16.scl │ ├── cet160.scl │ ├── cet160a.scl │ ├── cet163.scl │ ├── cet163a.scl │ ├── cet166.scl │ ├── cet167.scl │ ├── cet168.scl │ ├── cet173.scl │ ├── cet175.scl │ ├── cet175a.scl │ ├── cet175b.scl │ ├── cet178.scl │ ├── cet181.scl │ ├── cet182.scl │ ├── cet182a.scl │ ├── cet185.scl │ ├── cet195.scl │ ├── cet198.scl │ ├── cet203.scl │ ├── cet21.scl │ ├── cet214.scl │ ├── cet21k.scl │ ├── cet22.scl │ ├── cet222.scl │ ├── cet227.scl │ ├── cet22a.scl │ ├── cet22b.scl │ ├── cet231.scl │ ├── cet233.scl │ ├── cet258.scl │ ├── cet29.scl │ ├── cet33.scl │ ├── cet33a.scl │ ├── cet34.scl │ ├── cet35.scl │ ├── cet38.scl │ ├── cet39.scl │ ├── cet39a.scl │ ├── cet39b.scl │ ├── cet39c.scl │ ├── cet39d.scl │ ├── cet39e.scl │ ├── cet39f.scl │ ├── cet39g.scl │ ├── cet43.scl │ ├── cet44.scl │ ├── cet44a.scl │ ├── cet44b.scl │ ├── cet45.scl │ ├── cet45a.scl │ ├── cet46.scl │ ├── cet48.scl │ ├── cet49.scl │ ├── cet50.scl │ ├── cet51.scl │ ├── cet53.scl │ ├── cet54.scl │ ├── cet54a.scl │ ├── cet54b.scl │ ├── cet54c.scl │ ├── cet54d.scl │ ├── cet55.scl │ ├── cet55a.scl │ ├── cet55b.scl │ ├── cet55c.scl │ ├── cet59.scl │ ├── cet59a.scl │ ├── cet63.scl │ ├── cet63a.scl │ ├── cet63b.scl │ ├── cet63c.scl │ ├── cet63d.scl │ ├── cet63e.scl │ ├── cet63f.scl │ ├── cet63g.scl │ ├── cet63h.scl │ ├── cet63i.scl │ ├── cet65.scl │ ├── cet65a.scl │ ├── cet67.scl │ ├── cet67a.scl │ ├── cet68.scl │ ├── cet68a.scl │ ├── cet69.scl │ ├── cet7.scl │ ├── cet70.scl │ ├── cet70a.scl │ ├── cet71.scl │ ├── cet72.scl │ ├── cet73.scl │ ├── cet75.scl │ ├── cet75a.scl │ ├── cet76.scl │ ├── cet77.scl │ ├── cet78.scl │ ├── cet78a.scl │ ├── cet79.scl │ ├── cet80.scl │ ├── cet83.scl │ ├── cet83a.scl │ ├── cet84.scl │ ├── cet86.scl │ ├── cet87.scl │ ├── cet88.scl │ ├── cet88_snake.scl │ ├── cet88b.scl │ ├── cet88b2.scl │ ├── cet88b3.scl │ ├── cet88b4.scl │ ├── cet88c.scl │ ├── cet88d.scl │ ├── cet88e.scl │ ├── cet88f.scl │ ├── cet88g.scl │ ├── cet89.scl │ ├── cet90.scl │ ├── cet93.scl │ ├── cet95.scl │ ├── cet96.scl │ ├── cet97.scl │ ├── cet97a.scl │ ├── cet98.scl │ ├── cet98phi.scl │ ├── cet99.scl │ ├── chahargah.scl │ ├── chahargah2.scl │ ├── chahargah3.scl │ ├── chalmers.scl │ ├── chalmers_17.scl │ ├── chalmers_17marvwoo.scl │ ├── chalmers_19.scl │ ├── chalmers_csurd.scl │ ├── chalmers_isurd.scl │ ├── chalmers_ji1.scl │ ├── chalmers_ji2.scl │ ├── chalmers_ji3.scl │ ├── chalmers_ji4.scl │ ├── chalmers_surd.scl │ ├── chalmers_surd2.scl │ ├── chalung.scl │ ├── chan34.scl │ ├── chargah pentachord 7-limit.scl │ ├── chargah tetrachord 7-limit.scl │ ├── chaumont.scl │ ├── chaumont2.scl │ ├── chimes.scl │ ├── chimes_peck.scl │ ├── chin_12.scl │ ├── chin_5.scl │ ├── chin_60.scl │ ├── chin_7.scl │ ├── chin_bianzhong.scl │ ├── chin_bianzhong2a.scl │ ├── chin_bianzhong2b.scl │ ├── chin_bianzhong3.scl │ ├── chin_bronze.scl │ ├── chin_chime.scl │ ├── chin_ching.scl │ ├── chin_di.scl │ ├── chin_di2.scl │ ├── chin_huang.scl │ ├── chin_liu-an.scl │ ├── chin_lu.scl │ ├── chin_lu2.scl │ ├── chin_lu3.scl │ ├── chin_lu3a.scl │ ├── chin_lu4.scl │ ├── chin_lu5.scl │ ├── chin_lusheng.scl │ ├── chin_mannen.scl │ ├── chin_pan.scl │ ├── chin_pipa.scl │ ├── chin_sheng.scl │ ├── chin_shierlu.scl │ ├── chin_sientsu.scl │ ├── chin_sona.scl │ ├── chin_wang-po.scl │ ├── chin_yangqin.scl │ ├── chin_yunlo.scl │ ├── chopsticks.scl │ ├── choquel.scl │ ├── chordal.scl │ ├── chrom15.scl │ ├── chrom15_inv.scl │ ├── chrom15_inv2.scl │ ├── chrom17.scl │ ├── chrom17_con.scl │ ├── chrom19.scl │ ├── chrom19_con.scl │ ├── chrom21.scl │ ├── chrom21_inv.scl │ ├── chrom21_inv2.scl │ ├── chrom23.scl │ ├── chrom23_con.scl │ ├── chrom25.scl │ ├── chrom25_con.scl │ ├── chrom27.scl │ ├── chrom27_inv.scl │ ├── chrom27_inv2.scl │ ├── chrom29.scl │ ├── chrom29_con.scl │ ├── chrom31.scl │ ├── chrom31_con.scl │ ├── chrom33.scl │ ├── chrom33_con.scl │ ├── chrom_new.scl │ ├── chrom_new2.scl │ ├── chrom_soft.scl │ ├── chrom_soft2.scl │ ├── chrom_soft3.scl │ ├── chrys_diat-1st-ji.scl │ ├── chrys_diatenh-var-ji.scl │ ├── chrys_enhdiat-var-ji.scl │ ├── cifariello.scl │ ├── circ5120.scl │ ├── circb22.scl │ ├── circle31.scl │ ├── circls12.scl │ ├── circos.scl │ ├── ckring9.scl │ ├── clampitt_phi.scl │ ├── classr.scl │ ├── claudi-enigma.scl │ ├── clipper100.scl │ ├── clipper1029.scl │ ├── clipper105.scl │ ├── clipper121.scl │ ├── clipper126.scl │ ├── clipper144.scl │ ├── clipper169.scl │ ├── clipper176.scl │ ├── clipper2048.scl │ ├── clipper225.scl │ ├── clipper243.scl │ ├── clipper245.scl │ ├── clipper245242.scl │ ├── clipper3125.scl │ ├── clipper3136.scl │ ├── clipper385.scl │ ├── clipper4000.scl │ ├── clipper5120.scl │ ├── clipper6144.scl │ ├── clipper625.scl │ ├── clipper640.scl │ ├── clipper65536.scl │ ├── clipper65625.scl │ ├── clipper81.scl │ ├── clipper896.scl │ ├── clipper99.scl │ ├── cluster.scl │ ├── cluster6c.scl │ ├── cluster6d.scl │ ├── cluster6e.scl │ ├── cluster6f.scl │ ├── cluster6g.scl │ ├── cluster6i.scl │ ├── cluster6j.scl │ ├── cluster8b.scl │ ├── cluster8c.scl │ ├── cluster8d.scl │ ├── cluster8e.scl │ ├── cluster8f.scl │ ├── cluster8h.scl │ ├── cluster8i.scl │ ├── cluster8j.scl │ ├── cohenf_11.scl │ ├── coherent49.scl │ ├── coleman10.scl │ ├── coleman11.scl │ ├── coleman16.scl │ ├── coleman4.scl │ ├── coll7.scl │ ├── collangettes.scl │ ├── collapsar.scl │ ├── colonna1.scl │ ├── colonna2.scl │ ├── compton48.scl │ ├── concertina.scl │ ├── cons11.scl │ ├── cons12.scl │ ├── cons13.scl │ ├── cons14.scl │ ├── cons15.scl │ ├── cons16.scl │ ├── cons17.scl │ ├── cons18.scl │ ├── cons19.scl │ ├── cons20.scl │ ├── cons21.scl │ ├── cons8.scl │ ├── cons9.scl │ ├── cons_5.scl │ ├── cons_7.scl │ ├── cons_7a.scl │ ├── cont_frac1.scl │ ├── cont_frac2.scl │ ├── corner11.scl │ ├── corner13.scl │ ├── corner17.scl │ ├── corner17a.scl │ ├── corner7.scl │ ├── corner9.scl │ ├── corners11.scl │ ├── corners13.scl │ ├── corners7.scl │ ├── corrette.scl │ ├── corrette2.scl │ ├── corrette3.scl │ ├── coul_12.scl │ ├── coul_12a.scl │ ├── coul_12sup.scl │ ├── coul_13.scl │ ├── coul_17sup.scl │ ├── coul_20.scl │ ├── coul_27.scl │ ├── counterschismic.scl │ ├── couperin.scl │ ├── couperin_org.scl │ ├── cpak19a.scl │ ├── cpak19b.scl │ ├── cross13.scl │ ├── cross2.scl │ ├── cross2_5.scl │ ├── cross2_7.scl │ ├── cross3.scl │ ├── cross_7.scl │ ├── cross_72.scl │ ├── cross_7a.scl │ ├── crossbone1.scl │ ├── cruciform.scl │ ├── cube3.scl │ ├── cube3enn.scl │ ├── cube4.scl │ ├── cube4enn.scl │ ├── cv1.scl │ ├── cv11.scl │ ├── cv13.scl │ ├── cv5.scl │ ├── cv7.scl │ ├── cv9.scl │ ├── cw12_11.scl │ ├── cw19_11.scl │ ├── cw19_5.scl │ ├── cw19_7.scl │ ├── cx4.scl │ ├── cxi1.scl │ ├── cxi3.scl │ ├── cycle19.scl │ ├── dakota-sun19.scl │ ├── dakota-sun24.scl │ ├── dan_seman.scl │ ├── dan_semantic.scl │ ├── dan_semantix.scl │ ├── danielou5_53.scl │ ├── danielou_53.scl │ ├── darreg.scl │ ├── darreg_ennea.scl │ ├── darreg_genus.scl │ ├── darreg_genus2.scl │ ├── david11.scl │ ├── david7.scl │ ├── dcon9marvwoo.scl │ ├── dconv11marv.scl │ ├── dconv9gam.scl │ ├── dconv9marv.scl │ ├── ddimlim1.scl │ ├── de_caus.scl │ ├── dean_81primes.scl │ ├── dean_91primes.scl │ ├── degung-sejati.scl │ ├── degung1.scl │ ├── degung2.scl │ ├── degung3.scl │ ├── degung4.scl │ ├── degung5.scl │ ├── degung6.scl │ ├── deka1029.scl │ ├── deka126.scl │ ├── deka1728.scl │ ├── deka225.scl │ ├── deka2401.scl │ ├── deka245.scl │ ├── deka3136.scl │ ├── deka4375.scl │ ├── deka5120.scl │ ├── deka6144.scl │ ├── deka65625.scl │ ├── deka875.scl │ ├── dekany-cs-marv.scl │ ├── dekany-cs.scl │ ├── dekany.scl │ ├── dekany2.scl │ ├── dekany3.scl │ ├── dekany4.scl │ ├── dekany_agni.scl │ ├── dekany_apollo.scl │ ├── dekany_guanyin.scl │ ├── dekany_indra.scl │ ├── dekany_jove.scl │ ├── dekany_laka.scl │ ├── dekany_laka205.scl │ ├── dekany_marvel.scl │ ├── dekany_minerva.scl │ ├── dekany_pele.scl │ ├── dekany_portent.scl │ ├── dekany_prodigy.scl │ ├── dekany_sensamagic.scl │ ├── dekany_spectacle.scl │ ├── dekany_thrush.scl │ ├── dekany_union.scl │ ├── dekany_zeus.scl │ ├── dekanymarvwoo.scl │ ├── dent-yn-rwt.scl │ ├── dent.scl │ ├── dent2.scl │ ├── dent3.scl │ ├── dent4.scl │ ├── dent_19otti.scl │ ├── dent_berger.scl │ ├── dent_mean7.scl │ ├── deporcy.scl │ ├── diab17a.scl │ ├── diab17bb.scl │ ├── diab17cb.scl │ ├── diab17db.scl │ ├── diab19_612.scl │ ├── diab19_72.scl │ ├── diab19a.scl │ ├── diab19ab.scl │ ├── diablack.scl │ ├── diabree.scl │ ├── diachrome1.scl │ ├── diaconv1029.scl │ ├── diaconv225.scl │ ├── diaconv2401.scl │ ├── diaconv2401t.scl │ ├── diaconv3136.scl │ ├── diaconv4375.scl │ ├── diaconv5120.scl │ ├── diaconv6144.scl │ ├── diacycle13.scl │ ├── diaddim1.scl │ ├── dialim1.scl │ ├── diam19.scl │ ├── diamin7.scl │ ├── diamin7_72.scl │ ├── diamin7marv.scl │ ├── diamisty.scl │ ├── diamond11a.scl │ ├── diamond11ak.scl │ ├── diamond11map.scl │ ├── diamond11strange.scl │ ├── diamond11tr.scl │ ├── diamond15.scl │ ├── diamond17.scl │ ├── diamond17a.scl │ ├── diamond17b.scl │ ├── diamond19.scl │ ├── diamond27.scl │ ├── diamond7-13.scl │ ├── diamond7.scl │ ├── diamond7_126.scl │ ├── diamond7_225.scl │ ├── diamond9.scl │ ├── diamond9_875.scl │ ├── diamond9block.scl │ ├── diamond9keemic.scl │ ├── diamond9plus.scl │ ├── diamond_chess.scl │ ├── diamond_chess11.scl │ ├── diamond_dup.scl │ ├── diamond_mod.scl │ ├── diamond_tetr.scl │ ├── diamondupblock.scl │ ├── diaphonic_10.scl │ ├── diaphonic_12.scl │ ├── diaphonic_12a.scl │ ├── diaphonic_7.scl │ ├── diat13.scl │ ├── diat15.scl │ ├── diat15_inv.scl │ ├── diat17.scl │ ├── diat19.scl │ ├── diat21.scl │ ├── diat21_inv.scl │ ├── diat23.scl │ ├── diat25.scl │ ├── diat27.scl │ ├── diat27_inv.scl │ ├── diat29.scl │ ├── diat31.scl │ ├── diat33.scl │ ├── diat_chrom.scl │ ├── diat_dies2.scl │ ├── diat_dies5.scl │ ├── diat_enh.scl │ ├── diat_enh2.scl │ ├── diat_enh3.scl │ ├── diat_enh4.scl │ ├── diat_enh5.scl │ ├── diat_enh6.scl │ ├── diat_eq.scl │ ├── diat_eq2.scl │ ├── diat_hemchrom.scl │ ├── diat_smal.scl │ ├── diat_sofchrom.scl │ ├── diat_soft.scl │ ├── diat_soft2.scl │ ├── diat_soft3.scl │ ├── diat_soft4.scl │ ├── didy_chrom.scl │ ├── didy_chrom1.scl │ ├── didy_chrom2.scl │ ├── didy_chrom3.scl │ ├── didy_diat.scl │ ├── didy_enh.scl │ ├── didy_enh2.scl │ ├── didymus19sync.scl │ ├── diesic-m.scl │ ├── diesic-t.scl │ ├── diff19-9-4.scl │ ├── diff31-h8.scl │ ├── diff31-q.scl │ ├── diff31_72.scl │ ├── diminished.scl │ ├── dimteta.scl │ ├── dimtetb.scl │ ├── dint.scl │ ├── div_fifth1.scl │ ├── div_fifth2.scl │ ├── div_fifth3.scl │ ├── div_fifth4.scl │ ├── div_fifth5.scl │ ├── divine9.scl │ ├── dkring1.scl │ ├── dkring2.scl │ ├── dkring3.scl │ ├── dkring4.scl │ ├── dodeceny.scl │ ├── domdimpajinjschis.scl │ ├── donar46.scl │ ├── dorian_chrom.scl │ ├── dorian_chrom2.scl │ ├── dorian_chrominv.scl │ ├── dorian_diat.scl │ ├── dorian_diat2.scl │ ├── dorian_diat2inv.scl │ ├── dorian_diatcon.scl │ ├── dorian_diatred11.scl │ ├── dorian_enh.scl │ ├── dorian_enh2.scl │ ├── dorian_enhinv.scl │ ├── dorian_pent.scl │ ├── dorian_pis.scl │ ├── dorian_schl.scl │ ├── dorian_tri1.scl │ ├── dorian_tri2.scl │ ├── doty_14.scl │ ├── doublediadie.scl │ ├── douwes.scl │ ├── dow_high.scl │ ├── dow_lmh.scl │ ├── dow_low.scl │ ├── dow_middle.scl │ ├── dowland_12.scl │ ├── druri.scl │ ├── dudon_12_of_19-ht.scl │ ├── dudon_19-l_rocky_hwt.scl │ ├── dudon_3-limit_with429.scl │ ├── dudon_a.scl │ ├── dudon_afshari.scl │ ├── dudon_aka.scl │ ├── dudon_aksand.scl │ ├── dudon_aluna.scl │ ├── dudon_amlak.scl │ ├── dudon_appalachian.scl │ ├── dudon_are-are_tapping.scl │ ├── dudon_are-are_women1.scl │ ├── dudon_are-are_women2.scl │ ├── dudon_armadillo.scl │ ├── dudon_atlantis.scl │ ├── dudon_aulos.scl │ ├── dudon_b.scl │ ├── dudon_baka.scl │ ├── dudon_bala_ribbon.scl │ ├── dudon_bala_ribbon19.scl │ ├── dudon_bala_ribbon24.scl │ ├── dudon_balafon_semifo.scl │ ├── dudon_balasept-above.scl │ ├── dudon_balasept-under.scl │ ├── dudon_bali-balaeb_14.scl │ ├── dudon_bambara.scl │ ├── dudon_bayati_in_d.scl │ ├── dudon_baziguzuk.scl │ ├── dudon_bhairav.scl │ ├── dudon_bhairavi.scl │ ├── dudon_bhatiyar.scl │ ├── dudon_bhavapriya.scl │ ├── dudon_brazil.scl │ ├── dudon_burma.scl │ ├── dudon_buzurg.scl │ ├── dudon_byzantine.scl │ ├── dudon_c1.scl │ ├── dudon_c12.scl │ ├── dudon_chandrakaus.scl │ ├── dudon_chiffonie.scl │ ├── dudon_chromatic_subh.scl │ ├── dudon_coherent_shrutis.scl │ ├── dudon_cometslendro1.scl │ ├── dudon_cometslendro2.scl │ ├── dudon_comptine.scl │ ├── dudon_comptine_h3.scl │ ├── dudon_country_blues.scl │ ├── dudon_countrysongs.scl │ ├── dudon_crying_commas.scl │ ├── dudon_darbari.scl │ ├── dudon_diat.scl │ ├── dudon_diatess.scl │ ├── dudon_didymus.scl │ ├── dudon_egyptian_rast.scl │ ├── dudon_evan_thai.scl │ ├── dudon_flamenca.scl │ ├── dudon_fong.scl │ ├── dudon_gayakapriya.scl │ ├── dudon_gnawa-pelog.scl │ ├── dudon_golden_h7eb.scl │ ├── dudon_gulu-nem.scl │ ├── dudon_harm_minor.scl │ ├── dudon_harry.scl │ ├── dudon_hawaiian.scl │ ├── dudon_hijazira.scl │ ├── dudon_hiroyoshi.scl │ ├── dudon_homayun.scl │ ├── dudon_hoomi.scl │ ├── dudon_ifbis.scl │ ├── dudon_iph-arax.scl │ ├── dudon_isrep.scl │ ├── dudon_jamlak.scl │ ├── dudon_jazz.scl │ ├── dudon_jobim.scl │ ├── dudon_jog.scl │ ├── dudon_joged-bumbung.scl │ ├── dudon_kalyana.scl │ ├── dudon_kanakangi.scl │ ├── dudon_kellner_eb.scl │ ├── dudon_kidarvani.scl │ ├── dudon_kirvanti.scl │ ├── dudon_kora-chimere.scl │ ├── dudon_kora_snd.scl │ ├── dudon_kumoyoshi_19-l.scl │ ├── dudon_lakota.scl │ ├── dudon_liane.scl │ ├── dudon_lucie.scl │ ├── dudon_madhuvanti.scl │ ├── dudon_mahur.scl │ ├── dudon_mandinka.scl │ ├── dudon_marovany.scl │ ├── dudon_marva.scl │ ├── dudon_meancaline.scl │ ├── dudon_melkis.scl │ ├── dudon_melkis_3f.scl │ ├── dudon_meso-iph12.scl │ ├── dudon_meso-iph7.scl │ ├── dudon_michemine.scl │ ├── dudon_moha_baya.scl │ ├── dudon_mohajira.scl │ ├── dudon_mohajira117.scl │ ├── dudon_mohajira_r.scl │ ├── dudon_mougi.scl │ ├── dudon_mounos.scl │ ├── dudon_nan-kouan.scl │ ├── dudon_napolitan.scl │ ├── dudon_natte.scl │ ├── dudon_nung-phan1.scl │ ├── dudon_nung-phan2.scl │ ├── dudon_okna_hwt.scl │ ├── dudon_over-under_ht.scl │ ├── dudon_pelog_35.scl │ ├── dudon_pelog_59.scl │ ├── dudon_pelog_ambi.scl │ ├── dudon_phi13.scl │ ├── dudon_phidiama.scl │ ├── dudon_piphat.scl │ ├── dudon_piphat_min.scl │ ├── dudon_purvi.scl │ ├── dudon_quechua.scl │ ├── dudon_raph.scl │ ├── dudon_rast-iph39.scl │ ├── dudon_rast-iph63.scl │ ├── dudon_rast-mohajira.scl │ ├── dudon_rast_matrix.scl │ ├── dudon_rebab.scl │ ├── dudon_s-n-buzurg.scl │ ├── dudon_saba-c.scl │ ├── dudon_sapaan.scl │ ├── dudon_saqqara.scl │ ├── dudon_satara.scl │ ├── dudon_saung_gauk.scl │ ├── dudon_segah.scl │ ├── dudon_segah_subh.scl │ ├── dudon_septimal_2.scl │ ├── dudon_septimal_3.scl │ ├── dudon_shaku.scl │ ├── dudon_shri_rag.scl │ ├── dudon_shur.scl │ ├── dudon_siam_97.scl │ ├── dudon_simdek.scl │ ├── dudon_sireine_f.scl │ ├── dudon_skisni.scl │ ├── dudon_skisni_hwt.scl │ ├── dudon_slendra.scl │ ├── dudon_slendro_m-mean.scl │ ├── dudon_slendro_matrix.scl │ ├── dudon_smallest_numbers.scl │ ├── dudon_soria.scl │ ├── dudon_soria12.scl │ ├── dudon_sumer.scl │ ├── dudon_synch12.scl │ ├── dudon_tango.scl │ ├── dudon_thai.scl │ ├── dudon_thai2.scl │ ├── dudon_thai3.scl │ ├── dudon_tibet.scl │ ├── dudon_tielenka.scl │ ├── dudon_timbila.scl │ ├── dudon_tit_fleur.scl │ ├── dudon_todi.scl │ ├── dudon_tsaharuk24.scl │ ├── dudon_valiha.scl │ ├── dudon_werckmeister3_eb.scl │ ├── dudon_x-slen_31.scl │ ├── dudon_zinith.scl │ ├── dudon_ziraat.scl │ ├── dudon_zurna.scl │ ├── duncan.scl │ ├── duoden12.scl │ ├── duodenarium.scl │ ├── duodene.scl │ ├── duodene14-18-21.scl │ ├── duodene3-11_9.scl │ ├── duodene6-7-9.scl │ ├── duodene_double.scl │ ├── duodene_min.scl │ ├── duodene_r-45.scl │ ├── duodene_r45.scl │ ├── duodene_skew.scl │ ├── duodene_t.scl │ ├── duodene_w.scl │ ├── duohex.scl │ ├── duohexmarvwoo.scl │ ├── dwarf11marv.scl │ ├── dwarf12_11.scl │ ├── dwarf12_11marvwoo.scl │ ├── dwarf12_7.scl │ ├── dwarf12marv.scl │ ├── dwarf13_7d.scl │ ├── dwarf13marv.scl │ ├── dwarf14block.scl │ ├── dwarf14c7-hecate.scl │ ├── dwarf14marv.scl │ ├── dwarf15marv.scl │ ├── dwarf15marvwoo.scl │ ├── dwarf16marv.scl │ ├── dwarf17marv.scl │ ├── dwarf17marveq.scl │ ├── dwarf17marvwoo.scl │ ├── dwarf18marv.scl │ ├── dwarf19_43.scl │ ├── dwarf19marv.scl │ ├── dwarf20marv.scl │ ├── dwarf21marv.scl │ ├── dwarf22_77.scl │ ├── dwarf22marv.scl │ ├── dwarf25marv.scl │ ├── dwarf271_bp.scl │ ├── dwarf27_7tempered.scl │ ├── dwarf31_11.scl │ ├── dwart14block.scl │ ├── dyadic53tone9div.scl │ ├── edson17.scl │ ├── efg333.scl │ ├── efg333333333337.scl │ ├── efg333333355.scl │ ├── efg33335.scl │ ├── efg3333555.scl │ ├── efg33335555.scl │ ├── efg333355577.scl │ ├── efg333357.scl │ ├── efg33337.scl │ ├── efg3335.scl │ ├── efg33355.scl │ ├── efg333555.scl │ ├── efg33355555.scl │ ├── efg333555777.scl │ ├── efg333555plusmarvwoo.scl │ ├── efg333557.scl │ ├── efg33357.scl │ ├── efg3335711.scl │ ├── efg333577.scl │ ├── efg3337.scl │ ├── efg33377.scl │ ├── efg335.scl │ ├── efg3355.scl │ ├── efg33555.scl │ ├── efg335555577.scl │ ├── efg335555marvwoo.scl │ ├── efg33555marvwoo.scl │ ├── efg33557.scl │ ├── efg335577.scl │ ├── efg3357.scl │ ├── efg335711.scl │ ├── efg33577.scl │ ├── efg337.scl │ ├── efg3377.scl │ ├── efg33777.scl │ ├── efg33777a.scl │ ├── efg355.scl │ ├── efg3555.scl │ ├── efg35555.scl │ ├── efg35557.scl │ ├── efg3557.scl │ ├── efg35577.scl │ ├── efg357.scl │ ├── efg35711.scl │ ├── efg3571113.scl │ ├── efg3577.scl │ ├── efg35777.scl │ ├── efg35777a.scl │ ├── efg3711.scl │ ├── efg377.scl │ ├── efg37711.scl │ ├── efg3777.scl │ ├── efg37777.scl │ ├── efg37777a.scl │ ├── efg555.scl │ ├── efg55557.scl │ ├── efg5557.scl │ ├── efg55577.scl │ ├── efg557.scl │ ├── efg5577.scl │ ├── efg55777.scl │ ├── efg577.scl │ ├── efg5777.scl │ ├── efg57777.scl │ ├── efg777.scl │ ├── efg77777.scl │ ├── efghalf357777.scl │ ├── egads.scl │ ├── eikobag.scl │ ├── eikohole1.scl │ ├── eikohole2.scl │ ├── eikohole4.scl │ ├── eikohole5.scl │ ├── eikohole6.scl │ ├── eikosany.scl │ ├── eikosanyplusop.scl │ ├── eikoseven.scl │ ├── ekring1.scl │ ├── ekring2.scl │ ├── ekring3.scl │ ├── ekring4.scl │ ├── ekring5.scl │ ├── ekring5bp.scl │ ├── ekring6.scl │ ├── ekring7.scl │ ├── ekring7bp.scl │ ├── elevenplus.scl │ ├── elf12f.scl │ ├── elf87.scl │ ├── elfjove7.scl │ ├── elfkeenanismic11c.scl │ ├── elfkeenanismic12.scl │ ├── elfkeenanismic7.scl │ ├── elfleapday10.scl │ ├── elfleapday12f.scl │ ├── elfleapday7.scl │ ├── elfleapday8d.scl │ ├── elfleapday9.scl │ ├── elfmadagascar12f.scl │ ├── elfmagic10.scl │ ├── elfmagic12.scl │ ├── elfmagic7.scl │ ├── elfmagic8.scl │ ├── elfmagic9.scl │ ├── elfmiracle12.scl │ ├── elfmiracle7.scl │ ├── elfmyna7.scl │ ├── elfoctacot12f.scl │ ├── elfqilin10.scl │ ├── elfthrush10.scl │ ├── elfthrush8d.scl │ ├── elfvalentine8d.scl │ ├── elfvalinorsmic10.scl │ ├── elfvalinorsmic11.scl │ ├── elfzeus10.scl │ ├── elfzeus12.scl │ ├── ellis.scl │ ├── ellis_24.scl │ ├── ellis_eb.scl │ ├── ellis_harm.scl │ ├── ellis_mteb.scl │ ├── ellis_r.scl │ ├── enh14.scl │ ├── enh15.scl │ ├── enh15_inv.scl │ ├── enh15_inv2.scl │ ├── enh17.scl │ ├── enh17_con.scl │ ├── enh19.scl │ ├── enh19_con.scl │ ├── enh2.scl │ ├── enh21.scl │ ├── enh21_inv.scl │ ├── enh21_inv2.scl │ ├── enh23.scl │ ├── enh23_con.scl │ ├── enh25.scl │ ├── enh25_con.scl │ ├── enh27.scl │ ├── enh27_inv.scl │ ├── enh27_inv2.scl │ ├── enh29.scl │ ├── enh29_con.scl │ ├── enh31.scl │ ├── enh31_con.scl │ ├── enh33.scl │ ├── enh33_con.scl │ ├── enh_invcon.scl │ ├── enh_mod.scl │ ├── enh_perm.scl │ ├── enlil19_13.scl │ ├── ennea45.scl │ ├── ennea45ji.scl │ ├── ennea72.scl │ ├── ennea72synch.scl │ ├── enneadecal57.scl │ ├── ennealimmal45trans.scl │ ├── epimore_enh.scl │ ├── eratos_chrom.scl │ ├── eratos_diat.scl │ ├── eratos_enh.scl │ ├── erlangen.scl │ ├── erlangen2.scl │ ├── erlich1.scl │ ├── erlich10.scl │ ├── erlich10a.scl │ ├── erlich10coh.scl │ ├── erlich10s1.scl │ ├── erlich10s2.scl │ ├── erlich11.scl │ ├── erlich11s1.scl │ ├── erlich11s2.scl │ ├── erlich12.scl │ ├── erlich13.scl │ ├── erlich2.scl │ ├── erlich3.scl │ ├── erlich4.scl │ ├── erlich5.scl │ ├── erlich6.scl │ ├── erlich7.scl │ ├── erlich8.scl │ ├── erlich9.scl │ ├── erlich_bpf.scl │ ├── erlich_bpp.scl │ ├── erlich_bpp2.scl │ ├── erlich_bppe.scl │ ├── erlich_bppm.scl │ ├── erlichpump.scl │ ├── escot.scl │ ├── et-mix24.scl │ ├── et-mix6.scl │ ├── etdays.scl │ ├── etdays2.scl │ ├── euler.scl │ ├── euler20.scl │ ├── euler24.scl │ ├── euler_diat.scl │ ├── euler_enh.scl │ ├── euler_gm.scl │ ├── even12a.scl │ ├── even12b.scl │ ├── exptriad2.scl │ ├── exptriad3.scl │ ├── farey12_101.scl │ ├── farey12_116.scl │ ├── farey12_65.scl │ ├── farey12_80.scl │ ├── farey3.scl │ ├── farey4.scl │ ├── farey5.scl │ ├── farnsworth.scl │ ├── fibo_10.scl │ ├── fibo_9.scl │ ├── finnamore.scl │ ├── finnamore53.scl │ ├── finnamore_11.scl │ ├── finnamore_7.scl │ ├── finnamore_7a.scl │ ├── finnamore_jc.scl │ ├── fisher.scl │ ├── fj-10tet.scl │ ├── fj-12tet.scl │ ├── fj-13tet.scl │ ├── fj-14tet.scl │ ├── fj-15tet.scl │ ├── fj-16tet.scl │ ├── fj-17tet.scl │ ├── fj-18tet.scl │ ├── fj-19tet.scl │ ├── fj-20tet.scl │ ├── fj-21tet.scl │ ├── fj-22tet.scl │ ├── fj-23tet.scl │ ├── fj-24tet.scl │ ├── fj-26tet.scl │ ├── fj-30tet.scl │ ├── fj-31tet.scl │ ├── fj-36tet.scl │ ├── fj-41tet.scl │ ├── fj-42tet.scl │ ├── fj-43tet.scl │ ├── fj-53tet.scl │ ├── fj-54tet.scl │ ├── fj-55tet.scl │ ├── fj-5tet.scl │ ├── fj-60tet.scl │ ├── fj-66tet.scl │ ├── fj-72tet.scl │ ├── fj-78tet.scl │ ├── fj-7tet.scl │ ├── fj-84tet.scl │ ├── fj-8tet.scl │ ├── fj-90tet.scl │ ├── fj-96tet.scl │ ├── fj-9tet.scl │ ├── flattone12.scl │ ├── flavel.scl │ ├── flippery9.scl │ ├── fogliano.scl │ ├── fogliano1.scl │ ├── fogliano2.scl │ ├── fokker-h.scl │ ├── fokker-ht.scl │ ├── fokker-k.scl │ ├── fokker-l.scl │ ├── fokker-lt.scl │ ├── fokker-m.scl │ ├── fokker-n.scl │ ├── fokker-n2.scl │ ├── fokker-p.scl │ ├── fokker-q.scl │ ├── fokker-r.scl │ ├── fokker-s.scl │ ├── fokker_12.scl │ ├── fokker_12a.scl │ ├── fokker_12b.scl │ ├── fokker_12c.scl │ ├── fokker_12m.scl │ ├── fokker_12t.scl │ ├── fokker_12t2.scl │ ├── fokker_22.scl │ ├── fokker_22a.scl │ ├── fokker_31.scl │ ├── fokker_31a.scl │ ├── fokker_31b.scl │ ├── fokker_31c.scl │ ├── fokker_31d.scl │ ├── fokker_31d2.scl │ ├── fokker_41.scl │ ├── fokker_41a.scl │ ├── fokker_41b.scl │ ├── fokker_53.scl │ ├── fokker_53a.scl │ ├── fokker_53b.scl │ ├── fokker_av.scl │ ├── fokker_bosch.scl │ ├── fokker_sr.scl │ ├── fokker_sr2.scl │ ├── fokker_sra.scl │ ├── fokker_uv.scl │ ├── foote.scl │ ├── foote2.scl │ ├── forster.scl │ ├── fortuna11.scl │ ├── fortuna_a1.scl │ ├── fortuna_a2.scl │ ├── fortuna_bag.scl │ ├── fortuna_eth.scl │ ├── fortuna_sheng.scl │ ├── francis_924-1.scl │ ├── francis_924-2.scl │ ├── francis_924-3.scl │ ├── francis_924-4.scl │ ├── francis_r12-14p.scl │ ├── francis_r12-2.scl │ ├── francis_r2-1.scl │ ├── francis_r2-14p.scl │ ├── francis_seal.scl │ ├── francis_suppig.scl │ ├── freiberg.scl │ ├── freivald-star.scl │ ├── freivald11.scl │ ├── freivald_canton.scl │ ├── freivald_lucky.scl │ ├── freivald_sub.scl │ ├── freivald_sup.scl │ ├── freivaldthree.scl │ ├── fribourg.scl │ ├── frischknecht2.scl │ ├── fusc4.scl │ ├── fusc5.scl │ ├── fusc6.scl │ ├── gabler.scl │ ├── galilei.scl │ ├── gamelan_udan.scl │ ├── ganassi.scl │ ├── gann_arcana.scl │ ├── gann_charingcross.scl │ ├── gann_cinderella.scl │ ├── gann_custer.scl │ ├── gann_fractured.scl │ ├── gann_fugitive.scl │ ├── gann_ghost.scl │ ├── gann_love.scl │ ├── gann_new_aunts.scl │ ├── gann_revisited.scl │ ├── gann_sitting.scl │ ├── gann_solitaire.scl │ ├── gann_suntune.scl │ ├── gann_super.scl │ ├── gann_things.scl │ ├── gann_wolfe.scl │ ├── garcia.scl │ ├── garibaldi24opt.scl │ ├── genggong.scl │ ├── genovese_12.scl │ ├── genovese_38.scl │ ├── gerle.scl │ ├── gf1-2.scl │ ├── gf2-3.scl │ ├── gibelius.scl │ ├── gilson7.scl │ ├── gilson7a.scl │ ├── gizmo14-ji_transversal.scl │ ├── gizmo14-pote.scl │ ├── gizmo14.scl │ ├── glacial6.scl │ ├── gluck.scl │ ├── godmeankeeflat1.scl │ ├── godmeankeeflat3.scl │ ├── goebel.scl │ ├── golden_5.scl │ ├── gorgo-pelog.scl │ ├── gradus10.scl │ ├── gradus10m.scl │ ├── gradus3.scl │ ├── gradus4.scl │ ├── gradus5.scl │ ├── gradus6.scl │ ├── gradus7.scl │ ├── gradus8.scl │ ├── gradus9.scl │ ├── grady11.scl │ ├── grady_14.scl │ ├── grady_centaur.scl │ ├── grady_centaur17.scl │ ├── grady_centaur19.scl │ ├── grady_centaurmarv.scl │ ├── graf-sorge.scl │ ├── grammateus.scl │ ├── graupner.scl │ ├── groenewald.scl │ ├── groenewald_21.scl │ ├── groenewald_bach.scl │ ├── groven.scl │ ├── groven_ji.scl │ ├── guanyin22.scl │ ├── guanyintet5.scl │ ├── guiron77.scl │ ├── gunkali.scl │ ├── gyaling.scl │ ├── h10_27.scl │ ├── h12_24.scl │ ├── h14_27.scl │ ├── h15_24.scl │ ├── h17_32.scl │ ├── hahn9.scl │ ├── hahn_7.scl │ ├── hahn_g.scl │ ├── hahnmaxr.scl │ ├── hamilton.scl │ ├── hamilton_jc.scl │ ├── hamilton_jc2.scl │ ├── hammond.scl │ ├── hammond12.scl │ ├── handblue.scl │ ├── handel.scl │ ├── handel2.scl │ ├── hanfling-bumler.scl │ ├── hanson_19.scl │ ├── harm-doreninv1.scl │ ├── harm-dorinv1.scl │ ├── harm-lydchrinv1.scl │ ├── harm-lydeninv1.scl │ ├── harm-mixochrinv1.scl │ ├── harm-mixoeninv1.scl │ ├── harm10.scl │ ├── harm12.scl │ ├── harm12_2.scl │ ├── harm12s.scl │ ├── harm14.scl │ ├── harm15.scl │ ├── harm15a.scl │ ├── harm16.scl │ ├── harm19.scl │ ├── harm1c-hypod.scl │ ├── harm1c-hypol.scl │ ├── harm1c-lydian.scl │ ├── harm1c-mix.scl │ ├── harm1c-mixolydian.scl │ ├── harm20_12.scl │ ├── harm24_12.scl │ ├── harm24_8.scl │ ├── harm256.scl │ ├── harm28_8.scl │ ├── harm28_9.scl │ ├── harm30.scl │ ├── harm32.scl │ ├── harm6.scl │ ├── harm7lim.scl │ ├── harm8.scl │ ├── harm9.scl │ ├── harm_bastard.scl │ ├── harm_bastinv.scl │ ├── harm_darreg.scl │ ├── harm_mean.scl │ ├── harm_pehrson.scl │ ├── harm_perkis.scl │ ├── harmc-hypop.scl │ ├── harmd-15.scl │ ├── harmd-conmix.scl │ ├── harmd-hypop.scl │ ├── harmd-lyd.scl │ ├── harmd-mix.scl │ ├── harmd-phr.scl │ ├── harme-hypod.scl │ ├── harme-hypol.scl │ ├── harme-hypop.scl │ ├── harmf10.scl │ ├── harmf12.scl │ ├── harmf16.scl │ ├── harmf30.scl │ ├── harmf9.scl │ ├── harmjc-15.scl │ ├── harmjc-17-2.scl │ ├── harmjc-17.scl │ ├── harmjc-19-2.scl │ ├── harmjc-19.scl │ ├── harmjc-21.scl │ ├── harmjc-23-2.scl │ ├── harmjc-23.scl │ ├── harmjc-25.scl │ ├── harmjc-27.scl │ ├── harmjc-hypod16.scl │ ├── harmjc-hypol20.scl │ ├── harmjc-hypop18.scl │ ├── harmjc-lydian13.scl │ ├── harmjc-mix14.scl │ ├── harmjc-phryg12.scl │ ├── harmonical.scl │ ├── harmonical_up.scl │ ├── harmsub16.scl │ ├── harrison_15.scl │ ├── harrison_16.scl │ ├── harrison_5.scl │ ├── harrison_5_1.scl │ ├── harrison_5_3.scl │ ├── harrison_5_4.scl │ ├── harrison_8.scl │ ├── harrison_bill.scl │ ├── harrison_cinna.scl │ ├── harrison_diat.scl │ ├── harrison_handel.scl │ ├── harrison_kyai.scl │ ├── harrison_mid.scl │ ├── harrison_mid2.scl │ ├── harrison_min.scl │ ├── harrison_mix1.scl │ ├── harrison_mix2.scl │ ├── harrison_mix3.scl │ ├── harrison_mix4.scl │ ├── harrison_slye.scl │ ├── harrison_songs.scl │ ├── harrisonj.scl │ ├── harrisonm_rev.scl │ ├── harry58.scl │ ├── haverstick13.scl │ ├── haverstick21.scl │ ├── hawkes.scl │ ├── hawkes2.scl │ ├── hawkes3.scl │ ├── helmholtz.scl │ ├── helmholtz_24.scl │ ├── helmholtz_decad.scl │ ├── helmholtz_pure.scl │ ├── helmholtz_temp.scl │ ├── hem_chrom.scl │ ├── hem_chrom11.scl │ ├── hem_chrom13.scl │ ├── hem_chrom2.scl │ ├── hemienn82.scl │ ├── hemifamcyc.scl │ ├── hemifamity27.scl │ ├── hemimute31.scl │ ├── hemiwuer24.scl │ ├── hemiwuerschmidt19trans37.scl │ ├── hemiwuerschmidt25trans37.scl │ ├── hemiwuerschmidt31trans37.scl │ ├── hemony.scl │ ├── hen12.scl │ ├── hen22.scl │ ├── hept_diamond.scl │ ├── hept_diamondi.scl │ ├── hept_diamondp.scl │ ├── herf_istrian.scl │ ├── heun.scl │ ├── hexagonal13.scl │ ├── hexagonal37.scl │ ├── hexany1.scl │ ├── hexany10.scl │ ├── hexany11.scl │ ├── hexany12.scl │ ├── hexany13.scl │ ├── hexany14.scl │ ├── hexany15.scl │ ├── hexany16.scl │ ├── hexany17.scl │ ├── hexany18.scl │ ├── hexany19.scl │ ├── hexany2.scl │ ├── hexany20.scl │ ├── hexany21.scl │ ├── hexany21a.scl │ ├── hexany22.scl │ ├── hexany23.scl │ ├── hexany24.scl │ ├── hexany25.scl │ ├── hexany26.scl │ ├── hexany3.scl │ ├── hexany4.scl │ ├── hexany49.scl │ ├── hexany5.scl │ ├── hexany6.scl │ ├── hexany7.scl │ ├── hexany8.scl │ ├── hexany_1029.scl │ ├── hexany_1728.scl │ ├── hexany_245.scl │ ├── hexany_4375.scl │ ├── hexany_5120.scl │ ├── hexany_6144.scl │ ├── hexany_65625.scl │ ├── hexany_875.scl │ ├── hexany_cl.scl │ ├── hexany_cl2.scl │ ├── hexany_tetr.scl │ ├── hexany_trans.scl │ ├── hexany_trans2.scl │ ├── hexany_trans3.scl │ ├── hexany_u2.scl │ ├── hexany_union.scl │ ├── hexany_urot.scl │ ├── hexanys-valentino.scl │ ├── hexanys.scl │ ├── hexanys2.scl │ ├── hexlesfip22.scl │ ├── hexlesfip22seed.scl │ ├── hexy-miraculous.scl │ ├── hexy.scl │ ├── hexymarv.scl │ ├── hi19marv.scl │ ├── higgs.scl │ ├── highschool1-rodan.scl │ ├── highschool1.scl │ ├── highschool2-miracle.scl │ ├── highschool2.scl │ ├── highschool3.scl │ ├── highschool_9.scl │ ├── hijaz pentachord 13-limit a.scl │ ├── hijaz pentachord 13-limit b.scl │ ├── hijaz pentachord 67-limit.scl │ ├── hijaz pentachord 7-limit.scl │ ├── hijaz tetrachord 11-limit.scl │ ├── hijaz tetrachord 13-limit a.scl │ ├── hijaz tetrachord 13-limit b.scl │ ├── hijaz tetrachord 67-limit.scl │ ├── hijaz tetrachord 7-limit.scl │ ├── hilim13.scl │ ├── hinrichsen.scl │ ├── hinsz_gr.scl │ ├── hipkins.scl │ ├── hirajoshi.scl │ ├── hirajoshi2.scl │ ├── hirajoshi3.scl │ ├── hirashima.scl │ ├── hjelmstad-blues.scl │ ├── hjelmstad-boogie.scl │ ├── hjelmstad-conv.scl │ ├── ho_mai_nhi.scl │ ├── hochgartz.scl │ ├── hofmann1.scl │ ├── hofmann2.scl │ ├── hofmann_chrom.scl │ ├── holder.scl │ ├── holder2.scl │ ├── honkyoku.scl │ ├── horwell22.scl │ ├── hppshq.scl │ ├── hulen_33.scl │ ├── hummel.scl │ ├── hummel2.scl │ ├── huntington10.scl │ ├── huntington7.scl │ ├── huseyni pentachord 13-limit.scl │ ├── huseyni pentachord 19-limit.scl │ ├── huseyni pentachord 23-limit.scl │ ├── huseyni pentachord 71-limit.scl │ ├── husmann.scl │ ├── huzzam pentachord 61-limit.scl │ ├── huzzam pentachord 79-limit.scl │ ├── huzzam.scl │ ├── hyper_enh.scl │ ├── hyper_enh2.scl │ ├── hypo_chrom.scl │ ├── hypo_diat.scl │ ├── hypo_enh.scl │ ├── hypod_chrom.scl │ ├── hypod_chrom2.scl │ ├── hypod_chrom2inv.scl │ ├── hypod_chromenh.scl │ ├── hypod_chrominv.scl │ ├── hypod_diat.scl │ ├── hypod_diat2.scl │ ├── hypod_diatcon.scl │ ├── hypod_diatinv.scl │ ├── hypod_enh.scl │ ├── hypod_enhinv.scl │ ├── hypod_enhinv2.scl │ ├── hypodorian_pis.scl │ ├── hypol_chrom.scl │ ├── hypol_chrominv.scl │ ├── hypol_chrominv2.scl │ ├── hypol_chrominv3.scl │ ├── hypol_diat.scl │ ├── hypol_diatcon.scl │ ├── hypol_diatinv.scl │ ├── hypol_enh.scl │ ├── hypol_enhinv.scl │ ├── hypol_enhinv2.scl │ ├── hypol_enhinv3.scl │ ├── hypol_pent.scl │ ├── hypol_tri.scl │ ├── hypol_tri2.scl │ ├── hypolydian_pis.scl │ ├── hypop_chrom.scl │ ├── hypop_chromenh.scl │ ├── hypop_chrominv.scl │ ├── hypop_chrominv2.scl │ ├── hypop_diat.scl │ ├── hypop_diat2.scl │ ├── hypop_diat2inv.scl │ ├── hypop_diatcon.scl │ ├── hypop_enh.scl │ ├── hypop_enhinv.scl │ ├── hypop_enhinv2.scl │ ├── hypophryg_pis.scl │ ├── iivv17.scl │ ├── ikosany.scl │ ├── ikosany7.scl │ ├── indian-ayyar.scl │ ├── indian-dk.scl │ ├── indian-ellis.scl │ ├── indian-hahn.scl │ ├── indian-hrdaya1.scl │ ├── indian-hrdaya2.scl │ ├── indian-invrot.scl │ ├── indian-magrama.scl │ ├── indian-mystical22.scl │ ├── indian-newbengali.scl │ ├── indian-old2ellis.scl │ ├── indian-oldellis.scl │ ├── indian-raja.scl │ ├── indian-sagrama.scl │ ├── indian-sarana.scl │ ├── indian-sarana2.scl │ ├── indian-srutiharm.scl │ ├── indian-srutivina.scl │ ├── indian-vina.scl │ ├── indian-vina2.scl │ ├── indian-vina3.scl │ ├── indian.scl │ ├── indian2.scl │ ├── indian2_sm.scl │ ├── indian3.scl │ ├── indian4.scl │ ├── indian5.scl │ ├── indian6.scl │ ├── indian_12.scl │ ├── indian_12c.scl │ ├── indian_a.scl │ ├── indian_b.scl │ ├── indian_c.scl │ ├── indian_d.scl │ ├── indian_e.scl │ ├── indian_g.scl │ ├── indian_rat.scl │ ├── indian_rot.scl │ ├── indium17.scl │ ├── indra31.scl │ ├── interbartolo1.scl │ ├── interbartolo2.scl │ ├── interbartolo3.scl │ ├── ionic.scl │ ├── iran_diat.scl │ ├── iranian pentachord 7-limit.scl │ ├── iraq.scl │ ├── isfahan_5.scl │ ├── islamic.scl │ ├── italian.scl │ ├── iter1.scl │ ├── iter10.scl │ ├── iter11.scl │ ├── iter12.scl │ ├── iter13.scl │ ├── iter14.scl │ ├── iter15.scl │ ├── iter16.scl │ ├── iter17.scl │ ├── iter18.scl │ ├── iter19.scl │ ├── iter2.scl │ ├── iter20.scl │ ├── iter21.scl │ ├── iter22.scl │ ├── iter23.scl │ ├── iter24.scl │ ├── iter25.scl │ ├── iter26.scl │ ├── iter27.scl │ ├── iter28.scl │ ├── iter29.scl │ ├── iter3.scl │ ├── iter30.scl │ ├── iter31.scl │ ├── iter32.scl │ ├── iter33.scl │ ├── iter34.scl │ ├── iter35.scl │ ├── iter36.scl │ ├── iter4.scl │ ├── iter5.scl │ ├── iter6.scl │ ├── iter7.scl │ ├── iter8.scl │ ├── iter9.scl │ ├── ives.scl │ ├── ives2a.scl │ ├── ives2b.scl │ ├── jademohaporc.scl │ ├── janke1.scl │ ├── janke2.scl │ ├── janke3.scl │ ├── janke4.scl │ ├── janke5.scl │ ├── janke6.scl │ ├── janke7.scl │ ├── jemblung1.scl │ ├── jemblung2.scl │ ├── ji_10coh.scl │ ├── ji_10coh2.scl │ ├── ji_10i4.scl │ ├── ji_11.scl │ ├── ji_12.scl │ ├── ji_121.scl │ ├── ji_12a.scl │ ├── ji_12b.scl │ ├── ji_12coh.scl │ ├── ji_13.scl │ ├── ji_15coh.scl │ ├── ji_17.scl │ ├── ji_17a.scl │ ├── ji_17b.scl │ ├── ji_18.scl │ ├── ji_19.scl │ ├── ji_20.scl │ ├── ji_21.scl │ ├── ji_22.scl │ ├── ji_29.scl │ ├── ji_30.scl │ ├── ji_31.scl │ ├── ji_311.scl │ ├── ji_5coh.scl │ ├── ji_7.scl │ ├── ji_7a.scl │ ├── ji_8coh.scl │ ├── ji_9.scl │ ├── ji_9coh.scl │ ├── jioct12.scl │ ├── jira1.scl │ ├── jira2.scl │ ├── jobin-bach.scl │ ├── johnson-secor_rwt.scl │ ├── johnson_44.scl │ ├── johnson_7.scl │ ├── johnson_eb.scl │ ├── johnson_ratwell.scl │ ├── johnson_temp.scl │ ├── johnston.scl │ ├── johnston_21.scl │ ├── johnston_22.scl │ ├── johnston_25.scl │ ├── johnston_6-qt.scl │ ├── johnston_6-qt_row.scl │ ├── johnston_81.scl │ ├── jonsson1.scl │ ├── jonsson2.scl │ ├── jorgensen.scl │ ├── jousse.scl │ ├── jousse2.scl │ ├── jove41.scl │ ├── jubilismic10.scl │ ├── julius22.scl │ ├── julius24.scl │ ├── kacapi1.scl │ ├── kacapi10.scl │ ├── kacapi11.scl │ ├── kacapi2.scl │ ├── kacapi3.scl │ ├── kacapi4.scl │ ├── kacapi5.scl │ ├── kacapi6.scl │ ├── kacapi7.scl │ ├── kacapi8.scl │ ├── kacapi9.scl │ ├── kai-metalbar-exp.scl │ ├── kai-metalbar.scl │ ├── kanzelmeyer_11.scl │ ├── kanzelmeyer_18.scl │ ├── kayolonian.scl │ ├── kayolonian_12.scl │ ├── kayolonian_40.scl │ ├── kayolonian_f.scl │ ├── kayolonian_p.scl │ ├── kayolonian_s.scl │ ├── kayolonian_t.scl │ ├── kayolonian_z.scl │ ├── kayoloniana.scl │ ├── kebyar-b.scl │ ├── kebyar-s.scl │ ├── kebyar-t.scl │ ├── keemic15.scl │ ├── keen1.scl │ ├── keen2.scl │ ├── keen3.scl │ ├── keen4.scl │ ├── keen5.scl │ ├── keen6.scl │ ├── keenan3.scl │ ├── keenan3j.scl │ ├── keenan3rb.scl │ ├── keenan3rb2.scl │ ├── keenan5.scl │ ├── keenan6.scl │ ├── keenan7.scl │ ├── keenan_b19.scl │ ├── keenan_mt.scl │ ├── keenan_st.scl │ ├── keenan_t9.scl │ ├── keentet.scl │ ├── keesred12_5.scl │ ├── kelletat.scl │ ├── kelletat1.scl │ ├── kellner.scl │ ├── kellner_eb.scl │ ├── kellner_org.scl │ ├── kellners.scl │ ├── kepler1.scl │ ├── kepler2.scl │ ├── kepler3.scl │ ├── kilroy.scl │ ├── kimball.scl │ ├── kimball_53.scl │ ├── kirkwood.scl │ ├── kirn-stan.scl │ ├── kirnberger.scl │ ├── kirnberger1.scl │ ├── kirnberger2.scl │ ├── kirnberger24.scl │ ├── kirnberger3.scl │ ├── kirnberger3s.scl │ ├── kirnberger3v.scl │ ├── kirnberger48.scl │ ├── kite33.scl │ ├── klais.scl │ ├── kleismic34trans.scl │ ├── kleismic34transex.scl │ ├── klonaris.scl │ ├── knot.scl │ ├── koepf_36.scl │ ├── koepf_48.scl │ ├── kolinski.scl │ ├── konig.scl │ ├── kora1.scl │ ├── kora2.scl │ ├── kora3.scl │ ├── kora4.scl │ ├── korea_5.scl │ ├── kornerup.scl │ ├── kornerup_11.scl │ ├── koval.scl │ ├── koval2.scl │ ├── koval3.scl │ ├── koval4.scl │ ├── koval5.scl │ ├── koval6.scl │ ├── koval7.scl │ ├── koval8.scl │ ├── koval9.scl │ ├── kraeh_22.scl │ ├── kraeh_22a.scl │ ├── kring1.scl │ ├── kring1p3.scl │ ├── kring2.scl │ ├── kring2p3.scl │ ├── kring3.scl │ ├── kring3bp.scl │ ├── kring4.scl │ ├── kring4p3.scl │ ├── kring5.scl │ ├── kring5p3.scl │ ├── kring6.scl │ ├── kring6p3.scl │ ├── krousseau2.scl │ ├── kukuya.scl │ ├── kurdi pentachord 17-limit.scl │ ├── kurdi tetrachord 17-limit.scl │ ├── kurzweil_arab.scl │ ├── kurzweil_ji.scl │ ├── kurzweil_pelogh.scl │ ├── kurzweil_pelogm.scl │ ├── kurzweil_slen.scl │ ├── kurzweil_tibet.scl │ ├── laka-dwarf.scl │ ├── lambdoma5_12.scl │ ├── lambdoma_prim.scl │ ├── lambert.scl │ ├── lang.scl │ ├── lara.scl │ ├── leapday46.scl │ ├── leapmute29.scl │ ├── leapmute46.scl │ ├── lebanon.scl │ ├── leedy.scl │ ├── leeuw1.scl │ ├── leftpistol.scl │ ├── legros1.scl │ ├── legros2.scl │ ├── lehman1.scl │ ├── lehman2.scl │ ├── lehman3.scl │ ├── lemba12.scl │ ├── lemba22.scl │ ├── lemba24.scl │ ├── lemba8.scl │ ├── leusden.scl │ ├── levens.scl │ ├── levens2.scl │ ├── ligon.scl │ ├── ligon10.scl │ ├── ligon11.scl │ ├── ligon2.scl │ ├── ligon3.scl │ ├── ligon4.scl │ ├── ligon5.scl │ ├── ligon7.scl │ ├── ligon8.scl │ ├── ligon9.scl │ ├── lindley-ortgies1.scl │ ├── lindley-ortgies2.scl │ ├── lindley1.scl │ ├── lindley2.scl │ ├── lindley_ea.scl │ ├── lindley_sf.scl │ ├── line10.scl │ ├── line40.scl │ ├── linemarv12.scl │ ├── liu_major.scl │ ├── liu_mel.scl │ ├── liu_minor.scl │ ├── liu_pent.scl │ ├── locomotive.scl │ ├── london-baroque.scl │ ├── lorenzi-m.scl │ ├── lorenzi.scl │ ├── lorina.scl │ ├── lublin.scl │ ├── lucktenberg.scl │ ├── lucy01and07tuned0b5s.scl │ ├── lucy02and14tuned5b0s.scl │ ├── lucy03tuned4b1s.scl │ ├── lucy04and21tuned3b2s.scl │ ├── lucy05tuned2b3s.scl │ ├── lucy06tuned1b4s.scl │ ├── lucy08tuned0b6s.scl │ ├── lucy09tuned0b7s.scl │ ├── lucy10tuned0b8s.scl │ ├── lucy11tuned0b9s.scl │ ├── lucy13Gxtuned0b11s.scl │ ├── lucy15tuned6b0s.scl │ ├── lucy16tuned7b0s.scl │ ├── lucy18Bbbtuned9b0s.scl │ ├── lucy19Bbbtuned10b0s.scl │ ├── lucy20Bbbtuned11b0s.scl │ ├── lucy22tuned4bGs.scl │ ├── lucy23tuned4bDs.scl │ ├── lucy24tuned4bCs.scl │ ├── lucy25tunedAb4s.scl │ ├── lucy26tunedGb4s.scl │ ├── lucy27tunedEb5s.scl │ ├── lucy28tunedDb4s.scl │ ├── lucy29tunedBbAbGbCsDs.scl │ ├── lucy30tunedBbEbGbCsGs.scl │ ├── lucy31tuned3b2sCsAs.scl │ ├── lucy32tuned3b2sDsFs.scl │ ├── lucy33tuned3b2sDsGs.scl │ ├── lucy34tuned3b2sDsAs.scl │ ├── lucy35tuned3b2sFsGs.scl │ ├── lucy36tuned3b2sFsAs.scl │ ├── lucy37tuned3b2sGsAs.scl │ ├── lucy38tuned2b3sDbEb.scl │ ├── lucy39tuned2b3sDbGb.scl │ ├── lucy40tuned2b3sDbAb.scl │ ├── lucy41tuned2b3sDbBb.scl │ ├── lucy42tuned2b3sEbGb.scl │ ├── lucy43tuned2b3sEbAb.scl │ ├── lucy44tuned2b3sGbAb.scl │ ├── lucy45tuned2b3sGbBb.scl │ ├── lucy46tuned2b3sAbBb.scl │ ├── lucy50Bbbtuned6b1sFs.scl │ ├── lucy51Bbbtuned3b3sBbEbDbBbbFsGsFx.scl │ ├── lucy52tuned4b1sAs.scl │ ├── lucy53tuned4b2sCsFCb.scl │ ├── lucy55tuned3b3sCxFb.scl │ ├── lucy56tuned4b3sEs.scl │ ├── lucy57tuned7b0sAbbGbb.scl │ ├── lucy58tuned5b2sEs.scl │ ├── lucy59Bbbtuned9b0sE.scl │ ├── lucy60tuned3b4sEs.scl │ ├── lucy61Bbbtuned8b1s.scl │ ├── lucy62tuned4b3sBbbEs.scl │ ├── lucy63tuned5b0s.scl │ ├── lucy64tuned7b0snoF.scl │ ├── lucy65tuned2b3s.scl │ ├── lucy_19.scl │ ├── lucy_24.scl │ ├── lucy_31.scl │ ├── lucy_7.scl │ ├── lumma5.scl │ ├── lumma_10.scl │ ├── lumma_12_fun.scl │ ├── lumma_12_moh-ha-ha.scl │ ├── lumma_12_strangeion.scl │ ├── lumma_12p5.scl │ ├── lumma_12p6.scl │ ├── lumma_12p7.scl │ ├── lumma_17.scl │ ├── lumma_22.scl │ ├── lumma_5151.scl │ ├── lumma_al1.scl │ ├── lumma_al2.scl │ ├── lumma_al3.scl │ ├── lumma_al4.scl │ ├── lumma_al5.scl │ ├── lumma_al6.scl │ ├── lumma_al7.scl │ ├── lumma_dec1.scl │ ├── lumma_dec2.scl │ ├── lumma_magic.scl │ ├── lumma_prism.scl │ ├── lumma_prismkeen.scl │ ├── lumma_prismt.scl │ ├── lumma_stelhex.scl │ ├── lumma_synchtrines+2.scl │ ├── lumma_wt19.scl │ ├── luyten.scl │ ├── lydian_chrom.scl │ ├── lydian_chrom2.scl │ ├── lydian_chrominv.scl │ ├── lydian_diat.scl │ ├── lydian_diat2.scl │ ├── lydian_diat2inv.scl │ ├── lydian_diatcon.scl │ ├── lydian_enh.scl │ ├── lydian_enh2.scl │ ├── lydian_enhinv.scl │ ├── lydian_pent.scl │ ├── lydian_pis.scl │ ├── lydian_tri.scl │ ├── lydian_tri2.scl │ ├── machine_lf.scl │ ├── madagascar19.scl │ ├── madenda-sejati.scl │ ├── madimba.scl │ ├── magic-majthird13.scl │ ├── magic-shrutis.scl │ ├── magic16septimage.scl │ ├── magic16terzbirat.scl │ ├── magic19trans37.scl │ ├── magic19trans37ex.scl │ ├── magic22trans37.scl │ ├── magic22trans37ex.scl │ ├── mahur tetrachord 13-limit.scl │ ├── mahur tetrachord 19-limit.scl │ ├── maihingen.scl │ ├── majmin.scl │ ├── major_clus.scl │ ├── major_wing.scl │ ├── major_wing_lesfip.scl │ ├── makoyan.scl │ ├── malawi_bangwe.scl │ ├── malawi_bangwe1.scl │ ├── malawi_bangwe2.scl │ ├── malawi_bangwe3.scl │ ├── malawi_bangwe4.scl │ ├── malawi_bangwe5.scl │ ├── malawi_bangwe6.scl │ ├── malawi_bangwe7.scl │ ├── malawi_bangwe8.scl │ ├── malawi_bangwe9.scl │ ├── malawi_malimba5.scl │ ├── malawi_valimba.scl │ ├── malco.scl │ ├── malcolm.scl │ ├── malcolm2.scl │ ├── malcolm_ap.scl │ ├── malcolm_me.scl │ ├── malcolme.scl │ ├── malcolme2.scl │ ├── malcolms.scl │ ├── malerbi.scl │ ├── malgache.scl │ ├── malgache1.scl │ ├── malgache2.scl │ ├── malkauns.scl │ ├── mambuti.scl │ ├── mandela.scl │ ├── mandelbaum5.scl │ ├── mandelbaum7.scl │ ├── mandelbaum7keemun.scl │ ├── mander.scl │ ├── marimba1.scl │ ├── marimba2.scl │ ├── marimba3.scl │ ├── marion.scl │ ├── marion1.scl │ ├── marion10.scl │ ├── marion15.scl │ ├── marissing.scl │ ├── marpurg-1.scl │ ├── marpurg-a.scl │ ├── marpurg-b.scl │ ├── marpurg-c.scl │ ├── marpurg-d.scl │ ├── marpurg-e.scl │ ├── marpurg-g.scl │ ├── marpurg-t1.scl │ ├── marpurg-t11.scl │ ├── marpurg-t12.scl │ ├── marpurg-t1a.scl │ ├── marpurg-t2.scl │ ├── marpurg-t2a.scl │ ├── marpurg-t3.scl │ ├── marpurg-t4.scl │ ├── marpurg-t5.scl │ ├── marpurg-t7.scl │ ├── marpurg-t8.scl │ ├── marpurg-t9.scl │ ├── marpurg.scl │ ├── marpurg1.scl │ ├── marpurg3.scl │ ├── marsh.scl │ ├── marvbiz.scl │ ├── marvel10.scl │ ├── marvel11.scl │ ├── marvel12.scl │ ├── marvel19.scl │ ├── marvel19woo.scl │ ├── marvel22.scl │ ├── marvel22_11.scl │ ├── marvel6.scl │ ├── marvel9.scl │ ├── marveldene.scl │ ├── maunder1.scl │ ├── maunder2.scl │ ├── mavila12.scl │ ├── mavila9.scl │ ├── mavlim1.scl │ ├── mavsynch16.scl │ ├── mavsynch7.scl │ ├── max7amarvwoo.scl │ ├── mbira_banda.scl │ ├── mbira_banda2.scl │ ├── mbira_budongo.scl │ ├── mbira_budongo2.scl │ ├── mbira_chilimba.scl │ ├── mbira_chisanzhi.scl │ ├── mbira_chisanzhi2.scl │ ├── mbira_chisanzhi3.scl │ ├── mbira_chisanzhi4.scl │ ├── mbira_deza.scl │ ├── mbira_ekembe.scl │ ├── mbira_ekembe2.scl │ ├── mbira_gondo.scl │ ├── mbira_ikembe.scl │ ├── mbira_ilimba.scl │ ├── mbira_isanzo.scl │ ├── mbira_kalimba.scl │ ├── mbira_kalimba2.scl │ ├── mbira_kalimba3.scl │ ├── mbira_kangombio.scl │ ├── mbira_kangombio2.scl │ ├── mbira_kankowela.scl │ ├── mbira_kankowela2.scl │ ├── mbira_kankowela3.scl │ ├── mbira_kankowele.scl │ ├── mbira_katima.scl │ ├── mbira_kiliyo.scl │ ├── mbira_kombi.scl │ ├── mbira_kunaka.scl │ ├── mbira_kunaka2.scl │ ├── mbira_limba.scl │ ├── mbira_malimba.scl │ ├── mbira_mang_baru.scl │ ├── mbira_marimbe.scl │ ├── mbira_mbele_ko_fuku.scl │ ├── mbira_mbira.scl │ ├── mbira_muchapata.scl │ ├── mbira_mude.scl │ ├── mbira_mujuru.scl │ ├── mbira_mumamba.scl │ ├── mbira_natine.scl │ ├── mbira_neikembe.scl │ ├── mbira_sansi.scl │ ├── mbira_sansi2.scl │ ├── mbira_zimb.scl │ ├── mboko_bow.scl │ ├── mboko_zither.scl │ ├── mcclain.scl │ ├── mcclain_18.scl │ ├── mcclain_8.scl │ ├── mccoskey_22.scl │ ├── mcgoogy_phi.scl │ ├── mcgoogy_phi2.scl │ ├── mclaren_bar.scl │ ├── mclaren_cps.scl │ ├── mclaren_harm.scl │ ├── mclaren_rath1.scl │ ├── mclaren_rath2.scl │ ├── mean10.scl │ ├── mean11.scl │ ├── mean11ls_19.scl │ ├── mean13.scl │ ├── mean14.scl │ ├── mean14_15.scl │ ├── mean14_19.scl │ ├── mean14_7.scl │ ├── mean14a.scl │ ├── mean16.scl │ ├── mean17.scl │ ├── mean17_17.scl │ ├── mean17_19.scl │ ├── mean18.scl │ ├── mean19.scl │ ├── mean19r.scl │ ├── mean19t.scl │ ├── mean23.scl │ ├── mean23six.scl │ ├── mean24rat.scl │ ├── mean25.scl │ ├── mean26.scl │ ├── mean26_21.scl │ ├── mean27.scl │ ├── mean29.scl │ ├── mean2nine.scl │ ├── mean2nine_15.scl │ ├── mean2nine_19.scl │ ├── mean2nine_31.scl │ ├── mean2sev.scl │ ├── mean2sev10.scl │ ├── mean2sev_15.scl │ ├── mean2sev_19.scl │ ├── mean2sev_31.scl │ ├── mean2seveb.scl │ ├── mean2sevr.scl │ ├── mean4nine.scl │ ├── meanbrat32.scl │ ├── meanbrat32a.scl │ ├── meanbratm32.scl │ ├── meandia.scl │ ├── meaneb1071.scl │ ├── meaneb1071a.scl │ ├── meaneb341.scl │ ├── meaneb371.scl │ ├── meaneb371a.scl │ ├── meaneb381.scl │ ├── meaneb451.scl │ ├── meaneb471.scl │ ├── meaneb471a.scl │ ├── meaneb471b.scl │ ├── meaneb472.scl │ ├── meaneb472_19.scl │ ├── meaneb472a.scl │ ├── meaneb591.scl │ ├── meaneb732.scl │ ├── meaneb732_19.scl │ ├── meaneb732a.scl │ ├── meaneb742.scl │ ├── meaneb742a.scl │ ├── meaneb781.scl │ ├── meaneb891.scl │ ├── meaneight.scl │ ├── meaneightp.scl │ ├── meanfifth.scl │ ├── meanfifth2.scl │ ├── meanfifth_19.scl │ ├── meanfifth_43.scl │ ├── meanfifth_french.scl │ ├── meanfiftheb.scl │ ├── meangolden.scl │ ├── meangolden_top.scl │ ├── meanhalf.scl │ ├── meanhar2.scl │ ├── meanhar3.scl │ ├── meanharris.scl │ ├── meanhsev.scl │ ├── meanhskl.scl │ ├── meanlst357_19.scl │ ├── meanmalc.scl │ ├── meannine.scl │ ├── meannkleis.scl │ ├── meanpi.scl │ ├── meanpi2.scl │ ├── meanpkleis.scl │ ├── meanquar.scl │ ├── meanquar_14.scl │ ├── meanquar_15.scl │ ├── meanquar_16.scl │ ├── meanquar_17.scl │ ├── meanquar_19.scl │ ├── meanquar_27.scl │ ├── meanquar_31.scl │ ├── meanquareb.scl │ ├── meanquarm23.scl │ ├── meanquarn.scl │ ├── meanquarr.scl │ ├── meanquarw2.scl │ ├── meanquarw3.scl │ ├── meanreverse.scl │ ├── meansabat.scl │ ├── meansabat_53.scl │ ├── meanschis.scl │ ├── meanschis7.scl │ ├── meanschis_17.scl │ ├── meansept.scl │ ├── meansept2.scl │ ├── meansept3.scl │ ├── meansept4.scl │ ├── meansev.scl │ ├── meansev2.scl │ ├── meansev_19.scl │ ├── meanseveb.scl │ ├── meansixth.scl │ ├── meansixth_19.scl │ ├── meansixtheb.scl │ ├── meansixthm.scl │ ├── meansixthm2.scl │ ├── meansixthpm.scl │ ├── meansixthso.scl │ ├── meansqunumigpopmo.scl │ ├── meanstr.scl │ ├── meanten.scl │ ├── meanthird.scl │ ├── meanthird_19.scl │ ├── meanthirdeb.scl │ ├── meanthirdp.scl │ ├── meantone-fifths11.scl │ ├── meantone19trans37.scl │ ├── meantone19trans37ex.scl │ ├── meantone31trans37.scl │ ├── meantone31trans37ex.scl │ ├── meanvar1.scl │ ├── meanvar2.scl │ ├── meanvar3.scl │ ├── meanvar4.scl │ ├── meister-p12.scl │ ├── meister-s4.scl │ ├── meister-s5.scl │ ├── meister-synt.scl │ ├── meister-t.scl │ ├── melog.scl │ ├── mercadier.scl │ ├── mercadier2.scl │ ├── mercator.scl │ ├── mercury_sand.scl │ ├── merrick.scl │ ├── mersen-ban.scl │ ├── mersen_l1.scl │ ├── mersen_l2.scl │ ├── mersen_s1.scl │ ├── mersen_s2.scl │ ├── mersen_s3.scl │ ├── mersenmt1.scl │ ├── mersenmt2.scl │ ├── mersenne-t.scl │ ├── mersenne_26.scl │ ├── mersenne_31.scl │ ├── met24-byz-1st_pl-trans.scl │ ├── met24-byz-2nd_pl.scl │ ├── met24-byz-3rd-ditonic.scl │ ├── met24-byz-3rd.scl │ ├── met24-byz-4th_e.scl │ ├── met24-byz-4th_e2.scl │ ├── met24-byz-4th_pl-var1.scl │ ├── met24-byz-4th_pl-var2.scl │ ├── met24-byz-4th_pl.scl │ ├── met24-byz-barys_diat.scl │ ├── met24-byz-palace1.scl │ ├── met24-byz-palace2.scl │ ├── met24-byz-schrom.scl │ ├── met24-byz-schrom2.scl │ ├── met24-chrys_chrom-2nd_pl.scl │ ├── met24-chrys_chromdiat.scl │ ├── met24-chrys_diat-1st-68.scl │ ├── met24-chrys_diat-1st.scl │ ├── met24-chrys_diat-4th-68.scl │ ├── met24-chrys_diat-4th.scl │ ├── met24-chrys_diat-4th_pl.scl │ ├── met24-chrys_diatenh.scl │ ├── met24-chrys_enhdiat.scl │ ├── met24c-cs12-archytan-maqam_cup.scl │ ├── metals.scl │ ├── metdia.scl │ ├── metius.scl │ ├── meyer.scl │ ├── meyer_29.scl │ ├── mgr12.scl │ ├── mgr14.scl │ ├── mgr18.scl │ ├── mid_enh1.scl │ ├── mid_enh2.scl │ ├── miller7.scl │ ├── miller_12.scl │ ├── miller_12a.scl │ ├── miller_12r.scl │ ├── miller_ar1.scl │ ├── miller_ar2.scl │ ├── miller_b1.scl │ ├── miller_b2.scl │ ├── miller_bug.scl │ ├── miller_lazy.scl │ ├── miller_nikta.scl │ ├── miller_phi-plus-1-udphi.scl │ ├── miller_reflections.scl │ ├── miller_sp.scl │ ├── millerop.scl │ ├── minerva12.scl │ ├── minerva22.scl │ ├── minerva22x.scl │ ├── minor_5.scl │ ├── minor_clus.scl │ ├── minor_wing.scl │ ├── minorthird_19.scl │ ├── minortone.scl │ ├── miracle1.scl │ ├── miracle1a.scl │ ├── miracle2.scl │ ├── miracle21trans.scl │ ├── miracle21trans511.scl │ ├── miracle24.scl │ ├── miracle2a.scl │ ├── miracle2m.scl │ ├── miracle3.scl │ ├── miracle31s.scl │ ├── miracle31trans.scl │ ├── miracle31trans511.scl │ ├── miracle3a.scl │ ├── miracle3p.scl │ ├── miracle41s.scl │ ├── miracle_10.scl │ ├── miracle_12.scl │ ├── miracle_12a.scl │ ├── miracle_24hi.scl │ ├── miracle_24lo.scl │ ├── miracle_8.scl │ ├── miring.scl │ ├── miring1.scl │ ├── miring2.scl │ ├── misca.scl │ ├── miscb.scl │ ├── miscc.scl │ ├── miscd.scl │ ├── misce.scl │ ├── miscf.scl │ ├── miscg.scl │ ├── misch.scl │ ├── misty.scl │ ├── mistyschism.scl │ ├── mitchell.scl │ ├── mixed9_3.scl │ ├── mixed9_4.scl │ ├── mixed9_5.scl │ ├── mixed9_6.scl │ ├── mixed9_7.scl │ ├── mixed9_8.scl │ ├── mixol_chrom.scl │ ├── mixol_chrom2.scl │ ├── mixol_chrominv.scl │ ├── mixol_diat.scl │ ├── mixol_diat2.scl │ ├── mixol_diatcon.scl │ ├── mixol_diatinv.scl │ ├── mixol_diatinv2.scl │ ├── mixol_enh.scl │ ├── mixol_enh2.scl │ ├── mixol_enhinv.scl │ ├── mixol_penta.scl │ ├── mixol_pis.scl │ ├── mixol_tri1.scl │ ├── mixol_tri2.scl │ ├── mmmgeo1.scl │ ├── mmmgeo2.scl │ ├── mmmgeo3a.scl │ ├── mmmgeo4a.scl │ ├── mmmgeo4b.scl │ ├── mmswap.scl │ ├── moantone12.scl │ ├── mobbs-mackenzie.scl │ ├── mohaj-bala_213.scl │ ├── mohaj-bala_443.scl │ ├── mohajira-to-slendro.scl │ ├── mokhalif.scl │ ├── monarda_ji.scl │ ├── monarda_tannic_pote.scl │ ├── monarda_tannic_te.scl │ ├── montvallon.scl │ ├── monza.scl │ ├── monzismic.scl │ ├── monzo-sym-11.scl │ ├── monzo-sym-5.scl │ ├── monzo-sym-7.scl │ ├── monzo_pyth-quartertone.scl │ ├── monzo_sumerian_2place12.scl │ ├── monzo_sumerian_simp12.scl │ ├── moore.scl │ ├── morgan.scl │ ├── morgan_c_36.scl │ ├── morgan_c_46.scl │ ├── moscow.scl │ ├── mothra11br4.scl │ ├── mothra11rat.scl │ ├── mothra11sub.scl │ ├── mothra16br4.scl │ ├── mttfokker.scl │ ├── munakata.scl │ ├── mund45.scl │ ├── mundeuc45.scl │ ├── musaqa.scl │ ├── musaqa_24.scl │ ├── mustear pentachord 17-limit.scl │ ├── mustear pentachord 5-limit.scl │ ├── myna15br25.scl │ ├── myna15br3.scl │ ├── myna19trans.scl │ ├── myna19trans37.scl │ ├── myna23.scl │ ├── myna23trans.scl │ ├── myna23trans37.scl │ ├── myna27trans.scl │ ├── myna27trans37.scl │ ├── myna7opt.scl │ ├── mynadiaechhemi.scl │ ├── mynafip22.scl │ ├── mystery.scl │ ├── mystic-r.scl │ ├── mystic.scl │ ├── nakika12.scl │ ├── namo17.scl │ ├── narushima-vex.scl │ ├── nassarre.scl │ ├── ndau1.scl │ ├── ndau2.scl │ ├── ndau3.scl │ ├── negri5_19.scl │ ├── negri_19.scl │ ├── neid-mar-morg.scl │ ├── neidhardm.scl │ ├── neidhardt-f10.scl │ ├── neidhardt-f10i.scl │ ├── neidhardt-f11.scl │ ├── neidhardt-f12.scl │ ├── neidhardt-f2.scl │ ├── neidhardt-f3.scl │ ├── neidhardt-f4.scl │ ├── neidhardt-f5.scl │ ├── neidhardt-f6.scl │ ├── neidhardt-f7.scl │ ├── neidhardt-f9.scl │ ├── neidhardt-s1.scl │ ├── neidhardt-s2.scl │ ├── neidhardt-s3.scl │ ├── neidhardt-t1.scl │ ├── neidhardt-t2.scl │ ├── neidhardt-t3.scl │ ├── neidhardt-t4.scl │ ├── neidhardt-t5.scl │ ├── neidhardt1.scl │ ├── neidhardt2.scl │ ├── neidhardt3.scl │ ├── neidhardt4.scl │ ├── neidhardtn.scl │ ├── nestoria17.scl │ ├── neutr_diat.scl │ ├── neutr_pent1.scl │ ├── neutr_pent2.scl │ ├── new_enh.scl │ ├── new_enh2.scl │ ├── newcastle.scl │ ├── newton_15_out_of_53.scl │ ├── newts.scl │ ├── niederbobritzsch.scl │ ├── nikriz pentachord 13-limit.scl │ ├── nikriz pentachord 29-limit.scl │ ├── nikriz pentachord 67-limit.scl │ ├── nikriz pentachord 7-limit.scl │ ├── norden.scl │ ├── notchedcube.scl │ ├── nova-lesfip.scl │ ├── novadene.scl │ ├── novaro.scl │ ├── novaro15.scl │ ├── novaro_eb.scl │ ├── nufip15.scl │ ├── ochmohaporc.scl │ ├── oconnell.scl │ ├── oconnell_11.scl │ ├── oconnell_14.scl │ ├── oconnell_7.scl │ ├── oconnell_9.scl │ ├── oconnell_9a.scl │ ├── octasquare25.scl │ ├── octocoh.scl │ ├── octoid72.scl │ ├── octone.scl │ ├── octony_min.scl │ ├── octony_rot.scl │ ├── octony_trans.scl │ ├── octony_trans2.scl │ ├── octony_trans3.scl │ ├── octony_trans4.scl │ ├── octony_trans5.scl │ ├── octony_trans6.scl │ ├── octony_u.scl │ ├── odd1.scl │ ├── odd2.scl │ ├── odonnell.scl │ ├── oettingen.scl │ ├── oettingen2.scl │ ├── ogr10.scl │ ├── ogr10a.scl │ ├── ogr11.scl │ ├── ogr12.scl │ ├── ogr2.scl │ ├── ogr3.scl │ ├── ogr4.scl │ ├── ogr4a.scl │ ├── ogr5.scl │ ├── ogr5a.scl │ ├── ogr5b.scl │ ├── ogr5c.scl │ ├── ogr6.scl │ ├── ogr6a.scl │ ├── ogr6b.scl │ ├── ogr6c.scl │ ├── ogr6d.scl │ ├── ogr7.scl │ ├── ogr8.scl │ ├── ogr9.scl │ ├── oktone.scl │ ├── oldani.scl │ ├── oljare.scl │ ├── oljare17.scl │ ├── olympos.scl │ ├── omaha.scl │ ├── omahat.scl │ ├── opelt.scl │ ├── organ1373a.scl │ ├── organ1373b.scl │ ├── orwell-graham.scl │ ├── orwell13-modmos-containing-minvera12.scl │ ├── orwell13eb.scl │ ├── orwell13trans.scl │ ├── orwell13trans57.scl │ ├── orwell13trans57ex.scl │ ├── orwell22.scl │ ├── orwell22trans.scl │ ├── orwell22trans57.scl │ ├── orwell31trans.scl │ ├── orwell31trans57.scl │ ├── orwell9-12.scl │ ├── orwellismic22_11.scl │ ├── orwellismic9.scl │ ├── p4.scl │ ├── p5.scl │ ├── p5a.scl │ ├── p6.scl │ ├── p6a.scl │ ├── pagano_b.scl │ ├── pajara_mm.scl │ ├── pajara_rms.scl │ ├── pajara_top.scl │ ├── pajhedgepythquas1.scl │ ├── pajhedgepythquas2.scl │ ├── pajmagorpor22.scl │ ├── pajmagorpor22_100.scl │ ├── pajmagorpor22_176.scl │ ├── pajmagorpor22_225.scl │ ├── pajmagorpor22_385.scl │ ├── pajmagorpor22apollo.scl │ ├── pajmagorpor22ares.scl │ ├── pajmagorpor22marvel.scl │ ├── pajmagorpor22minerva.scl │ ├── pajmagorpor22supermagic.scl │ ├── palace.scl │ ├── palace2.scl │ ├── panpipe1.scl │ ├── panpipe2.scl │ ├── panpipe3.scl │ ├── parachrom.scl │ ├── parakleismic.scl │ ├── parapyth12-7.scl │ ├── parapyth12.scl │ ├── parapyth12trans.scl │ ├── parapyth17-7.scl │ ├── parapyth17trans.scl │ ├── parizek_13lqmt.scl │ ├── parizek_17lqmt.scl │ ├── parizek_7lmtd1.scl │ ├── parizek_7lqmtd2.scl │ ├── parizek_cirot.scl │ ├── parizek_epi.scl │ ├── parizek_epi2.scl │ ├── parizek_epi2a.scl │ ├── parizek_ji1.scl │ ├── parizek_jiweltmp.scl │ ├── parizek_jiwt2.scl │ ├── parizek_jiwt3.scl │ ├── parizek_llt7.scl │ ├── parizek_lt13.scl │ ├── parizek_lt130.scl │ ├── parizek_meanqr.scl │ ├── parizek_part7_12.scl │ ├── parizek_qmeb1.scl │ ├── parizek_qmeb2.scl │ ├── parizek_qmeb3.scl │ ├── parizek_qmtp12.scl │ ├── parizek_qmtp24.scl │ ├── parizek_ragipuq1.scl │ ├── parizek_rphi.scl │ ├── parizek_syndiat.scl │ ├── parizek_syntonal.scl │ ├── parizek_temp.scl │ ├── parizek_temp19.scl │ ├── parizek_triharmon.scl │ ├── parizek_well.scl │ ├── parizek_xid1.scl │ ├── parizek_xid2.scl │ ├── parizekhex.scl │ ├── parrot.scl │ ├── part12.scl │ ├── partch-barstow.scl │ ├── partch-greek.scl │ ├── partch-grm.scl │ ├── partch-indian.scl │ ├── partch_29-av.scl │ ├── partch_29.scl │ ├── partch_37.scl │ ├── partch_39.scl │ ├── partch_41.scl │ ├── partch_41a.scl │ ├── partch_41comb.scl │ ├── partch_43.scl │ ├── partch_43a.scl │ ├── patala.scl │ ├── paulsmagic.scl │ ├── pel-pelog.scl │ ├── pelog1.scl │ ├── pelog10.scl │ ├── pelog11.scl │ ├── pelog12.scl │ ├── pelog13.scl │ ├── pelog14.scl │ ├── pelog15.scl │ ├── pelog16.scl │ ├── pelog17.scl │ ├── pelog18.scl │ ├── pelog19.scl │ ├── pelog2.scl │ ├── pelog20.scl │ ├── pelog3.scl │ ├── pelog4.scl │ ├── pelog5.scl │ ├── pelog6.scl │ ├── pelog7.scl │ ├── pelog8.scl │ ├── pelog_24.scl │ ├── pelog_9.scl │ ├── pelog_a.scl │ ├── pelog_av.scl │ ├── pelog_b.scl │ ├── pelog_c.scl │ ├── pelog_he.scl │ ├── pelog_jc.scl │ ├── pelog_laras.scl │ ├── pelog_mal.scl │ ├── pelog_me1.scl │ ├── pelog_me2.scl │ ├── pelog_me3.scl │ ├── pelog_pa.scl │ ├── pelog_pa2.scl │ ├── pelog_pb.scl │ ├── pelog_pb2.scl │ ├── pelog_schmidt.scl │ ├── pelog_selun.scl │ ├── pelog_slen.scl │ ├── pelog_str.scl │ ├── pelogic.scl │ ├── pelogic2.scl │ ├── penchgah pentachord 7-limit.scl │ ├── penta1.scl │ ├── penta2.scl │ ├── penta_opt.scl │ ├── pentadekany.scl │ ├── pentadekany2.scl │ ├── pentadekany3.scl │ ├── pentadekany4.scl │ ├── pentatetra1.scl │ ├── pentatetra2.scl │ ├── pentatetra3.scl │ ├── pentatriad.scl │ ├── pentatriad1.scl │ ├── pepper.scl │ ├── pepper2.scl │ ├── pepper_archytas12.scl │ ├── pepper_archytas7.scl │ ├── pepper_archytas8.scl │ ├── pepper_didymus9.scl │ ├── pepper_jubilee12.scl │ ├── pepper_meantone-killer.scl │ ├── pepper_orwellian13.scl │ ├── pepper_orwellian9.scl │ ├── pepper_portent11.scl │ ├── pepper_sengic7.scl │ ├── pepper_sengic8.scl │ ├── pepper_sengic9.scl │ ├── pepper_sonic13.scl │ ├── pepper_sonic15.scl │ ├── pepper_starling11.scl │ ├── pepper_starling7.scl │ ├── pepper_zeus7.scl │ ├── pepper_zeus8.scl │ ├── perkis-indian.scl │ ├── perrett-tt.scl │ ├── perrett.scl │ ├── perrett_14.scl │ ├── perrett_chrom.scl │ ├── perry.scl │ ├── perry2.scl │ ├── perry3.scl │ ├── perry4.scl │ ├── persian-far.scl │ ├── persian-far53.scl │ ├── persian-hr.scl │ ├── persian-vaz.scl │ ├── persian.scl │ ├── persian2.scl │ ├── phi1_13.scl │ ├── phi_10.scl │ ├── phi_11.scl │ ├── phi_12.scl │ ├── phi_13.scl │ ├── phi_13a.scl │ ├── phi_13b.scl │ ├── phi_7b.scl │ ├── phi_7be.scl │ ├── phi_8.scl │ ├── phi_8a.scl │ ├── phi_inv_13.scl │ ├── phi_inv_8.scl │ ├── phi_mos2.scl │ ├── phi_mos3.scl │ ├── phi_mos4.scl │ ├── phillips_19.scl │ ├── phillips_19a.scl │ ├── phillips_22.scl │ ├── phillips_ji.scl │ ├── phryg_chromcon2.scl │ ├── phryg_chromconi.scl │ ├── phryg_chrominv.scl │ ├── phryg_chromt.scl │ ├── phryg_diat.scl │ ├── phryg_diatcon.scl │ ├── phryg_diatinv.scl │ ├── phryg_diatsinv.scl │ ├── phryg_enh.scl │ ├── phryg_enhcon.scl │ ├── phryg_enhinv.scl │ ├── phryg_enhinv2.scl │ ├── phryg_penta.scl │ ├── phryg_pis.scl │ ├── phryg_tri1.scl │ ├── phryg_tri1inv.scl │ ├── phryg_tri2.scl │ ├── phryg_tri3.scl │ ├── phrygian.scl │ ├── phrygian_diat.scl │ ├── phrygian_enh.scl │ ├── piano.scl │ ├── piano7.scl │ ├── pipedum_10.scl │ ├── pipedum_10a.scl │ ├── pipedum_10b.scl │ ├── pipedum_10c.scl │ ├── pipedum_10d.scl │ ├── pipedum_10e.scl │ ├── pipedum_10f.scl │ ├── pipedum_10g.scl │ ├── pipedum_10h.scl │ ├── pipedum_10i.scl │ ├── pipedum_10j.scl │ ├── pipedum_10k.scl │ ├── pipedum_10l.scl │ ├── pipedum_10m.scl │ ├── pipedum_11.scl │ ├── pipedum_11a.scl │ ├── pipedum_11b.scl │ ├── pipedum_12.scl │ ├── pipedum_12a.scl │ ├── pipedum_12b.scl │ ├── pipedum_12c.scl │ ├── pipedum_12d.scl │ ├── pipedum_12e.scl │ ├── pipedum_12f.scl │ ├── pipedum_12g.scl │ ├── pipedum_12h.scl │ ├── pipedum_12i.scl │ ├── pipedum_12j.scl │ ├── pipedum_12k.scl │ ├── pipedum_12l.scl │ ├── pipedum_13.scl │ ├── pipedum_130.scl │ ├── pipedum_13a.scl │ ├── pipedum_13b.scl │ ├── pipedum_13bp.scl │ ├── pipedum_13bp2.scl │ ├── pipedum_13c.scl │ ├── pipedum_13d.scl │ ├── pipedum_13e.scl │ ├── pipedum_14.scl │ ├── pipedum_140.scl │ ├── pipedum_14a.scl │ ├── pipedum_14b.scl │ ├── pipedum_14c.scl │ ├── pipedum_15.scl │ ├── pipedum_15a.scl │ ├── pipedum_15b.scl │ ├── pipedum_15c.scl │ ├── pipedum_15d.scl │ ├── pipedum_15e.scl │ ├── pipedum_15f.scl │ ├── pipedum_15g.scl │ ├── pipedum_15h.scl │ ├── pipedum_16.scl │ ├── pipedum_17.scl │ ├── pipedum_171.scl │ ├── pipedum_17a.scl │ ├── pipedum_17b.scl │ ├── pipedum_17c.scl │ ├── pipedum_17d.scl │ ├── pipedum_17e.scl │ ├── pipedum_17f.scl │ ├── pipedum_17g.scl │ ├── pipedum_18.scl │ ├── pipedum_18a.scl │ ├── pipedum_18b.scl │ ├── pipedum_19a.scl │ ├── pipedum_19b.scl │ ├── pipedum_19e.scl │ ├── pipedum_19f.scl │ ├── pipedum_19g.scl │ ├── pipedum_19h.scl │ ├── pipedum_19i.scl │ ├── pipedum_19j.scl │ ├── pipedum_19k.scl │ ├── pipedum_19l.scl │ ├── pipedum_19m.scl │ ├── pipedum_19n.scl │ ├── pipedum_19o.scl │ ├── pipedum_20.scl │ ├── pipedum_21.scl │ ├── pipedum_21a.scl │ ├── pipedum_21b.scl │ ├── pipedum_21c.scl │ ├── pipedum_22.scl │ ├── pipedum_22a.scl │ ├── pipedum_22b.scl │ ├── pipedum_22b2.scl │ ├── pipedum_22c.scl │ ├── pipedum_22d.scl │ ├── pipedum_22e.scl │ ├── pipedum_22f.scl │ ├── pipedum_22g.scl │ ├── pipedum_22h.scl │ ├── pipedum_22i.scl │ ├── pipedum_22j.scl │ ├── pipedum_22k.scl │ ├── pipedum_22l.scl │ ├── pipedum_22m.scl │ ├── pipedum_23.scl │ ├── pipedum_24.scl │ ├── pipedum_24a.scl │ ├── pipedum_25.scl │ ├── pipedum_26.scl │ ├── pipedum_26a.scl │ ├── pipedum_26b.scl │ ├── pipedum_27.scl │ ├── pipedum_27a.scl │ ├── pipedum_27b.scl │ ├── pipedum_27c.scl │ ├── pipedum_27d.scl │ ├── pipedum_27e.scl │ ├── pipedum_27f.scl │ ├── pipedum_27g.scl │ ├── pipedum_27h.scl │ ├── pipedum_27i.scl │ ├── pipedum_27j.scl │ ├── pipedum_27k.scl │ ├── pipedum_28.scl │ ├── pipedum_29.scl │ ├── pipedum_29a.scl │ ├── pipedum_31.scl │ ├── pipedum_31a.scl │ ├── pipedum_31a2.scl │ ├── pipedum_31b.scl │ ├── pipedum_31c.scl │ ├── pipedum_31d.scl │ ├── pipedum_31e.scl │ ├── pipedum_31f.scl │ ├── pipedum_31g.scl │ ├── pipedum_32.scl │ ├── pipedum_32a.scl │ ├── pipedum_34.scl │ ├── pipedum_342.scl │ ├── pipedum_34a.scl │ ├── pipedum_34b.scl │ ├── pipedum_36.scl │ ├── pipedum_36a.scl │ ├── pipedum_37.scl │ ├── pipedum_38.scl │ ├── pipedum_38a.scl │ ├── pipedum_41.scl │ ├── pipedum_41a.scl │ ├── pipedum_41b.scl │ ├── pipedum_41c.scl │ ├── pipedum_41d.scl │ ├── pipedum_43.scl │ ├── pipedum_45.scl │ ├── pipedum_45a.scl │ ├── pipedum_46.scl │ ├── pipedum_46a.scl │ ├── pipedum_46b.scl │ ├── pipedum_46c.scl │ ├── pipedum_46d.scl │ ├── pipedum_50.scl │ ├── pipedum_53a.scl │ ├── pipedum_53b.scl │ ├── pipedum_53c.scl │ ├── pipedum_55.scl │ ├── pipedum_58.scl │ ├── pipedum_58a.scl │ ├── pipedum_5a.scl │ ├── pipedum_65.scl │ ├── pipedum_65a.scl │ ├── pipedum_67.scl │ ├── pipedum_68.scl │ ├── pipedum_72.scl │ ├── pipedum_72a.scl │ ├── pipedum_72b.scl │ ├── pipedum_72b2.scl │ ├── pipedum_72c.scl │ ├── pipedum_74.scl │ ├── pipedum_8.scl │ ├── pipedum_81.scl │ ├── pipedum_87.scl │ ├── pipedum_8a.scl │ ├── pipedum_9.scl │ ├── pipedum_99.scl │ ├── pipedum_9a.scl │ ├── pipedum_9b.scl │ ├── pipedum_9c.scl │ ├── pipedum_9d.scl │ ├── pipedum_9e.scl │ ├── pleyel-dussek.scl │ ├── plum.scl │ ├── polansky_owt1.scl │ ├── polansky_owt2.scl │ ├── polansky_ps.scl │ ├── ponsford1.scl │ ├── ponsford2.scl │ ├── poole-rod.scl │ ├── poole.scl │ ├── poole_100.scl │ ├── porcupine.scl │ ├── porcupine15cfip.scl │ ├── porcupine15fip.scl │ ├── porcupine15lfip.scl │ ├── porcupinewoo15.scl │ ├── porcupinewoo22.scl │ ├── portbag1.scl │ ├── portbag2.scl │ ├── portent11tri.scl │ ├── portent26.scl │ ├── portsmouth.scl │ ├── pps7.scl │ ├── precata19.scl │ ├── prelleur.scl │ ├── preston.scl │ ├── preston2.scl │ ├── prime_10.scl │ ├── prime_12.scl │ ├── prime_5.scl │ ├── prime_7.scl │ ├── primewak15.scl │ ├── prinz.scl │ ├── prinz2.scl │ ├── pris.scl │ ├── prisun.scl │ ├── prod13.scl │ ├── prod7d.scl │ ├── prod7s.scl │ ├── prodigy11.scl │ ├── prodigy12.scl │ ├── prodigy29.scl │ ├── prodq13.scl │ ├── prog_ennea.scl │ ├── prog_ennea1.scl │ ├── prog_ennea2.scl │ ├── prog_ennea3.scl │ ├── prooijen1.scl │ ├── prooijen2.scl │ ├── prop10a.scl │ ├── prop10b.scl │ ├── prop10c.scl │ ├── prop10d.scl │ ├── prop10e.scl │ ├── prop10f.scl │ ├── prop10g.scl │ ├── prop10h.scl │ ├── prop10i.scl │ ├── prop10j.scl │ ├── prop10k.scl │ ├── prop10l.scl │ ├── prop7a.scl │ ├── prop7b.scl │ ├── prop7c.scl │ ├── prop7d.scl │ ├── prop7e.scl │ ├── prop7f.scl │ ├── prop7g.scl │ ├── prop7h.scl │ ├── prop8a.scl │ ├── prop8b.scl │ ├── prop8c.scl │ ├── prop8d.scl │ ├── prop8e.scl │ ├── prop8f.scl │ ├── prop8g.scl │ ├── prop8h.scl │ ├── prop8i.scl │ ├── prop8j.scl │ ├── prop8k.scl │ ├── prop9a.scl │ ├── prop9b.scl │ ├── prop9d.scl │ ├── prop9e.scl │ ├── prop9f.scl │ ├── prop9g.scl │ ├── prop9h.scl │ ├── prop9j.scl │ ├── prop9k.scl │ ├── prop9l.scl │ ├── prop9o.scl │ ├── prop9q.scl │ ├── prop9r.scl │ ├── ps-dorian.scl │ ├── ps-enh.scl │ ├── ps-hypod.scl │ ├── ps-hypod2.scl │ ├── ps-mixol.scl │ ├── ptolemy.scl │ ├── ptolemy_chrom.scl │ ├── ptolemy_ddiat.scl │ ├── ptolemy_diat.scl │ ├── ptolemy_diat2.scl │ ├── ptolemy_diat3.scl │ ├── ptolemy_diat4.scl │ ├── ptolemy_diat5.scl │ ├── ptolemy_diff.scl │ ├── ptolemy_enh.scl │ ├── ptolemy_exp.scl │ ├── ptolemy_ext.scl │ ├── ptolemy_hom.scl │ ├── ptolemy_hominv.scl │ ├── ptolemy_hominv2.scl │ ├── ptolemy_iast.scl │ ├── ptolemy_iastaiol.scl │ ├── ptolemy_ichrom.scl │ ├── ptolemy_idiat.scl │ ├── ptolemy_imix.scl │ ├── ptolemy_malak.scl │ ├── ptolemy_malak2.scl │ ├── ptolemy_mdiat.scl │ ├── ptolemy_mdiat2.scl │ ├── ptolemy_mdiat3.scl │ ├── ptolemy_meta.scl │ ├── ptolemy_mix.scl │ ├── ptolemy_perm.scl │ ├── ptolemy_prod.scl │ ├── ptolemy_tree.scl │ ├── pum14marvwoo.scl │ ├── pummelmarvwoo.scl │ ├── pump12_1.scl │ ├── pump12_2.scl │ ├── pump13.scl │ ├── pump14.scl │ ├── pump15.scl │ ├── pump16.scl │ ├── pump17.scl │ ├── pump18.scl │ ├── pyclesfip17.scl │ ├── pygmie.scl │ ├── pykett_dorset.scl │ ├── pyle.scl │ ├── pyramid.scl │ ├── pyramid_down.scl │ ├── pyth_12.scl │ ├── pyth_12s.scl │ ├── pyth_17.scl │ ├── pyth_17s.scl │ ├── pyth_22.scl │ ├── pyth_27.scl │ ├── pyth_31.scl │ ├── pyth_7a.scl │ ├── pyth_chrom.scl │ ├── pyth_sev.scl │ ├── pyth_sev_16.scl │ ├── pyth_third.scl │ ├── qadir.scl │ ├── quasi_9.scl │ ├── quasic22.scl │ ├── quint_chrom.scl │ ├── qx1.scl │ ├── qx2.scl │ ├── ragib.scl │ ├── ragib7.scl │ ├── ragipu16.scl │ ├── ragipu17.scl │ ├── ragismic19.scl │ ├── rain123.scl │ ├── rain159.scl │ ├── raintree.scl │ ├── raintree2.scl │ ├── rameau-flat.scl │ ├── rameau-french.scl │ ├── rameau-gall.scl │ ├── rameau-gall2.scl │ ├── rameau-merc.scl │ ├── rameau-minor.scl │ ├── rameau-nouv.scl │ ├── rameau-sharp.scl │ ├── rameau.scl │ ├── ramis.scl │ ├── rankfour46a.scl │ ├── rankfour46b.scl │ ├── rapoport_8.scl │ ├── rast pentachord 11-limit.scl │ ├── rast pentachord 31-limit.scl │ ├── rast pentachord 5-limit.scl │ ├── rast tetrachord 11-limit.scl │ ├── rast tetrachord 31-limit.scl │ ├── rast tetrachord 5-limit.scl │ ├── rast_11-limit.scl │ ├── rast_7-limit.scl │ ├── rast_moha.scl │ ├── rastgross2.scl │ ├── rastgross3.scl │ ├── rat_dorenh.scl │ ├── rat_hypodenh.scl │ ├── rat_hypodenh2.scl │ ├── rat_hypodenh3.scl │ ├── rat_hypodhex.scl │ ├── rat_hypodhex2.scl │ ├── rat_hypodhex3.scl │ ├── rat_hypodhex4.scl │ ├── rat_hypodhex5.scl │ ├── rat_hypodhex6.scl │ ├── rat_hypodpen.scl │ ├── rat_hypodpen2.scl │ ├── rat_hypodpen3.scl │ ├── rat_hypodpen4.scl │ ├── rat_hypodpen5.scl │ ├── rat_hypodpen6.scl │ ├── rat_hypodtri.scl │ ├── rat_hypodtri2.scl │ ├── rat_hypolenh.scl │ ├── rat_hypopchrom.scl │ ├── rat_hypopenh.scl │ ├── rat_hypoppen.scl │ ├── rat_hypoptri.scl │ ├── rat_hypoptri2.scl │ ├── rectsp10.scl │ ├── rectsp10a.scl │ ├── rectsp11.scl │ ├── rectsp12.scl │ ├── rectsp6.scl │ ├── rectsp6a.scl │ ├── rectsp6amarvwoo.scl │ ├── rectsp7.scl │ ├── rectsp7a.scl │ ├── rectsp8.scl │ ├── rectsp8a.scl │ ├── rectsp9.scl │ ├── rectsp9a.scl │ ├── redfield.scl │ ├── reinhard.scl │ ├── reinhardj17.scl │ ├── renteng1.scl │ ├── renteng2.scl │ ├── renteng3.scl │ ├── renteng4.scl │ ├── riccati.scl │ ├── riemann.scl │ ├── riley_albion.scl │ ├── riley_rosary.scl │ ├── robot_dead.scl │ ├── robot_live.scl │ ├── rodan26opt.scl │ ├── rodan31opt.scl │ ├── rodan41opt.scl │ ├── rodgers_chevyshake.scl │ ├── rogers_7.scl │ ├── rogers_wind.scl │ ├── romieu.scl │ ├── romieu_inv.scl │ ├── rosati_21.scl │ ├── rosati_21a.scl │ ├── rosati_21m.scl │ ├── rothert.scl │ ├── roulette19.scl │ ├── rousseau.scl │ ├── rousseau2.scl │ ├── rousseau3.scl │ ├── rousseau4.scl │ ├── rousseauk.scl │ ├── rousseauw.scl │ ├── rozencrantz.scl │ ├── rsr_12.scl │ ├── rvf1.scl │ ├── rvf2.scl │ ├── rvf3.scl │ ├── rvf4.scl │ ├── rvfj_12.scl │ ├── saba pentachord 13-limit a.scl │ ├── saba pentachord 13-limit b.scl │ ├── saba pentachord 19-limit.scl │ ├── saba pentachord 23-limit a+b.scl │ ├── saba pentachord 23-limit a.scl │ ├── saba pentachord 23-limit b.scl │ ├── saba pentachord 31-limit.scl │ ├── saba_sup.scl │ ├── sabbagh.scl │ ├── sabbagh2.scl │ ├── safi_arabic.scl │ ├── safi_arabic_s.scl │ ├── safi_buzurk.scl │ ├── safi_diat.scl │ ├── safi_diat2.scl │ ├── safi_isfahan.scl │ ├── safi_isfahan2.scl │ ├── safi_major.scl │ ├── safi_rahevi.scl │ ├── safi_unnamed1.scl │ ├── safi_unnamed2.scl │ ├── safi_unnamed3.scl │ ├── safi_unnamed4.scl │ ├── safi_zirefkend-i.scl │ ├── safi_zirefkend.scl │ ├── safi_zirefkend2.scl │ ├── safiyuddin_actual_buzurg.scl │ ├── safiyuddin_actual_isfahan.scl │ ├── safiyuddin_actual_rahavi.scl │ ├── safiyuddin_actual_zirefkend_octavedgenus.scl │ ├── safiyuddin_udfretratios.scl │ ├── salinas_19.scl │ ├── salinas_24.scl │ ├── salinas_enh.scl │ ├── salunding.scl │ ├── samad_oghab_dokhtaramme_zurnascale.scl │ ├── sankey.scl │ ├── santur1.scl │ ├── santur2.scl │ ├── sanza.scl │ ├── sanza2.scl │ ├── sauveur.scl │ ├── sauveur2.scl │ ├── sauveur_17.scl │ ├── sauveur_ji.scl │ ├── savas_bardiat.scl │ ├── savas_barenh.scl │ ├── savas_chrom.scl │ ├── savas_diat.scl │ ├── savas_palace.scl │ ├── sazkar7.scl │ ├── sc311_41.scl │ ├── scalatron.scl │ ├── scheffer.scl │ ├── schiassi.scl │ ├── schidlof.scl │ ├── schillinger.scl │ ├── schis41.scl │ ├── schisynch17.scl │ ├── schlesinger_jupiter.scl │ ├── schlesinger_mars.scl │ ├── schlesinger_saturn.scl │ ├── schlick-barbour.scl │ ├── schlick-husmann.scl │ ├── schlick-lange.scl │ ├── schlick-ratte.scl │ ├── schlick-schugk.scl │ ├── schlick-tessmer.scl │ ├── schlick2.scl │ ├── schlick3.scl │ ├── schlick3a.scl │ ├── schneegass1.scl │ ├── schneegass2.scl │ ├── schneegass3.scl │ ├── schneider_log.scl │ ├── scholz.scl │ ├── scholz_epi.scl │ ├── schulter_10.scl │ ├── schulter_12.scl │ ├── schulter_14_13-12.scl │ ├── schulter_17.scl │ ├── schulter_24.scl │ ├── schulter_24a.scl │ ├── schulter_34.scl │ ├── schulter_44_39-12.scl │ ├── schulter_44_39-12_c.scl │ ├── schulter_44_39-diat1.scl │ ├── schulter_O3-reg-24.scl │ ├── schulter_O3-zalzalian12_D.scl │ ├── schulter_O3_24.scl │ ├── schulter_bamm24b-pegasus12d.scl │ ├── schulter_biapotomic_septimal24.scl │ ├── schulter_cantonpentalike34.scl │ ├── schulter_cantonpentamint58.scl │ ├── schulter_christmas_eve24.scl │ ├── schulter_diat7.scl │ ├── schulter_ham.scl │ ├── schulter_indigo12.scl │ ├── schulter_jot17a.scl │ ├── schulter_jot17bb.scl │ ├── schulter_jwt17.scl │ ├── schulter_lin76-34.scl │ ├── schulter_met12.scl │ ├── schulter_met24-buzurg_al-erin10_cup.scl │ ├── schulter_met24-canonical.scl │ ├── schulter_met24-ji1.scl │ ├── schulter_met24-ji3_a.scl │ ├── schulter_met24-semineutral17_F#.scl │ ├── schulter_met24.scl │ ├── schulter_met24pote.scl │ ├── schulter_neogeb24.scl │ ├── schulter_neogji12.scl │ ├── schulter_neogp16a.scl │ ├── schulter_patheq58.scl │ ├── schulter_pel.scl │ ├── schulter_peppermint.scl │ ├── schulter_piaguilike2.scl │ ├── schulter_qcm62a.scl │ ├── schulter_qcmlji24.scl │ ├── schulter_qcmqd8_4.scl │ ├── schulter_rbuzurg-buzurg8_cup.scl │ ├── schulter_rbuzurg-buzurg_hijaz_cup.scl │ ├── schulter_semineutral36.scl │ ├── schulter_shur10.scl │ ├── schulter_shur17.scl │ ├── schulter_simplemint24.scl │ ├── schulter_sq.scl │ ├── schulter_sunvar24-19_16.scl │ ├── schulter_sunvar24_dup.scl │ ├── schulter_tedorian.scl │ ├── schulter_turquoise17-104ed2.scl │ ├── schulter_turquoise17.scl │ ├── schulter_wilsonistic.scl │ ├── schulter_xenoga24.scl │ ├── schulter_xenogj24.scl │ ├── schulter_zarte84.scl │ ├── schulter_zarte84n.scl │ ├── scotbag.scl │ ├── scotbag2.scl │ ├── scotbag3.scl │ ├── scotbag4.scl │ ├── scottd1.scl │ ├── scottd2.scl │ ├── scottd3.scl │ ├── scottd4.scl │ ├── scottj.scl │ ├── scottj2.scl │ ├── scottr_ebvt.scl │ ├── scottr_lab.scl │ ├── secor12_1.scl │ ├── secor12_2.scl │ ├── secor12_3.scl │ ├── secor17htt1.scl │ ├── secor17htt2.scl │ ├── secor17htt3.scl │ ├── secor17htt4.scl │ ├── secor17wt.scl │ ├── secor17zrt.scl │ ├── secor19wt.scl │ ├── secor19wt1.scl │ ├── secor19wt2.scl │ ├── secor1_4tx.scl │ ├── secor1_5tx.scl │ ├── secor22_17p5.scl │ ├── secor22_19p3.scl │ ├── secor22_ji29.scl │ ├── secor29htt.scl │ ├── secor29tolerant.scl │ ├── secor34wt.scl │ ├── secor41htt.scl │ ├── secor5_23stx.scl │ ├── secor5_23tx.scl │ ├── secor5_23wt.scl │ ├── secor_bicycle.scl │ ├── secor_pelogic11.scl │ ├── secor_pelogic7.scl │ ├── secor_pelogic9.scl │ ├── secor_swt149.scl │ ├── secor_vrwt.scl │ ├── secor_wt1-5.scl │ ├── secor_wt1-7.scl │ ├── secor_wt1-7r.scl │ ├── secor_wt10.scl │ ├── secor_wt2-11.scl │ ├── secor_wtpb-24a.scl │ ├── secor_wtpb-24b.scl │ ├── secor_wtpb-24c.scl │ ├── secor_wtpb-24d.scl │ ├── secor_wtpb-24e.scl │ ├── secoralternative10.scl │ ├── segah pentachord 17-limit.scl │ ├── segah pentachord 5-limit.scl │ ├── segah-ferahnak pentachord 19-limit.scl │ ├── segah2.scl │ ├── segah99.scl │ ├── segah_rat.scl │ ├── seidel_12.scl │ ├── seidel_32.scl │ ├── seikilos.scl │ ├── sejati.scl │ ├── sekati1.scl │ ├── sekati2.scl │ ├── sekati3.scl │ ├── sekati4.scl │ ├── sekati5.scl │ ├── sekati6.scl │ ├── sekati7.scl │ ├── sekati8.scl │ ├── sekati9.scl │ ├── selisir.scl │ ├── selisir2.scl │ ├── selisir3.scl │ ├── selisir4.scl │ ├── selisir5.scl │ ├── selisir6.scl │ ├── semafip.scl │ ├── semmeanflat1.scl │ ├── senior.scl │ ├── sensax.scl │ ├── sensi19.scl │ ├── sensi19br1.scl │ ├── sensidia.scl │ ├── sensisynch19.scl │ ├── septenarius440.scl │ ├── septenarius440a.scl │ ├── septenariusGG49.scl │ ├── septicyc.scl │ ├── serafini-11.scl │ ├── serafini-moonsuite.scl │ ├── serafini-q.scl │ ├── serafini-sunday.scl │ ├── serre_enh.scl │ ├── set70a.scl │ ├── sev-elev.scl │ ├── sevish.scl │ ├── sevish_22.scl │ ├── sevish_no.scl │ ├── sevish_pom.scl │ ├── sevish_umbriel.scl │ ├── sevish_whitey.scl │ ├── sha.scl │ ├── shahin.scl │ ├── shahin2.scl │ ├── shahin_adl.scl │ ├── shahin_agin.scl │ ├── shahin_baran.scl │ ├── shahin_dance.scl │ ├── shahin_wt.scl │ ├── shalfun.scl │ ├── shansx.scl │ ├── sharm1c-conm.scl │ ├── sharm1c-conp.scl │ ├── sharm1c-dor.scl │ ├── sharm1c-lyd.scl │ ├── sharm1c-mix.scl │ ├── sharm1c-phr.scl │ ├── sharm1e-conm.scl │ ├── sharm1e-conp.scl │ ├── sharm1e-dor.scl │ ├── sharm1e-lyd.scl │ ├── sharm1e-mix.scl │ ├── sharm1e-phr.scl │ ├── sharm2c-15.scl │ ├── sharm2c-hypod.scl │ ├── sharm2c-hypol.scl │ ├── sharm2c-hypop.scl │ ├── sharm2e-15.scl │ ├── sharm2e-hypod.scl │ ├── sharm2e-hypol.scl │ ├── sharm2e-hypop.scl │ ├── sheiman.scl │ ├── sheiman_7.scl │ ├── sheiman_9.scl │ ├── sheiman_michael-phi.scl │ ├── sheiman_phi_r.scl │ ├── sheiman_phiter6.scl │ ├── sheiman_silver.scl │ ├── shell5_2.scl │ ├── shell5_3.scl │ ├── shell5_4.scl │ ├── shell7_2.scl │ ├── sherwood.scl │ ├── shmigelsky.scl │ ├── shrutar-shrutis.scl │ ├── shrutar.scl │ ├── shrutar_temp.scl │ ├── shrutart.scl │ ├── siamese.scl │ ├── silbermann1.scl │ ├── silbermann2.scl │ ├── silbermann2a.scl │ ├── silver.scl │ ├── silver_11.scl │ ├── silver_11a.scl │ ├── silver_11b.scl │ ├── silver_15.scl │ ├── silver_7.scl │ ├── silver_8.scl │ ├── silver_9.scl │ ├── silvermean.scl │ ├── simonton.scl │ ├── simp12-amity.scl │ ├── simp12.scl │ ├── sims.scl │ ├── sims2.scl │ ├── sims_24.scl │ ├── sims_herf.scl │ ├── sin.scl │ ├── sinemod12.scl │ ├── sinemod8.scl │ ├── singapore.scl │ ├── singapore_coh.scl │ ├── sintemp6.scl │ ├── sintemp6a.scl │ ├── sintemp_19.scl │ ├── sintemp_7.scl │ ├── skateboard11.scl │ ├── slen_pel.scl │ ├── slen_pel16.scl │ ├── slen_pel23.scl │ ├── slen_pel_jc.scl │ ├── slen_pel_schmidt.scl │ ├── slendro.scl │ ├── slendro10.scl │ ├── slendro11.scl │ ├── slendro12.scl │ ├── slendro13.scl │ ├── slendro14.scl │ ├── slendro15.scl │ ├── slendro2.scl │ ├── slendro3.scl │ ├── slendro4.scl │ ├── slendro5_1.scl │ ├── slendro5_2.scl │ ├── slendro5_4.scl │ ├── slendro6.scl │ ├── slendro8.scl │ ├── slendro9.scl │ ├── slendro_7_1.scl │ ├── slendro_7_2.scl │ ├── slendro_7_3.scl │ ├── slendro_7_4.scl │ ├── slendro_7_5.scl │ ├── slendro_7_6.scl │ ├── slendro_a1.scl │ ├── slendro_ang.scl │ ├── slendro_ang2.scl │ ├── slendro_av.scl │ ├── slendro_av2.scl │ ├── slendro_dudon.scl │ ├── slendro_gam1.scl │ ├── slendro_gam2.scl │ ├── slendro_gum.scl │ ├── slendro_ky1.scl │ ├── slendro_ky2.scl │ ├── slendro_laras.scl │ ├── slendro_m.scl │ ├── slendro_madu.scl │ ├── slendro_pa.scl │ ├── slendro_pas.scl │ ├── slendro_pb.scl │ ├── slendro_pc.scl │ ├── slendro_pliat.scl │ ├── slendro_q13.scl │ ├── slendro_s1.scl │ ├── slendro_udan.scl │ ├── slendro_wolf.scl │ ├── slendrob1.scl │ ├── slendrob2.scl │ ├── slendrob3.scl │ ├── slendroc1.scl │ ├── slendroc2.scl │ ├── slendroc3.scl │ ├── slendroc4.scl │ ├── slendroc5.scl │ ├── slendroc6.scl │ ├── slendrod1.scl │ ├── smith_eh.scl │ ├── smith_mq.scl │ ├── smithgw46.scl │ ├── smithgw46a.scl │ ├── smithgw72a.scl │ ├── smithgw72c.scl │ ├── smithgw72d.scl │ ├── smithgw72e.scl │ ├── smithgw72f.scl │ ├── smithgw72g.scl │ ├── smithgw72h.scl │ ├── smithgw72i.scl │ ├── smithgw72j.scl │ ├── smithgw_15highschool1.scl │ ├── smithgw_15highschool2.scl │ ├── smithgw_18.scl │ ├── smithgw_19highschool1.scl │ ├── smithgw_19highschool2.scl │ ├── smithgw_21.scl │ ├── smithgw_22highschool.scl │ ├── smithgw_45.scl │ ├── smithgw_58.scl │ ├── smithgw_9.scl │ ├── smithgw_al-baked.scl │ ├── smithgw_al-fried.scl │ ├── smithgw_asbru.scl │ ├── smithgw_ball.scl │ ├── smithgw_ball2.scl │ ├── smithgw_bifrost.scl │ ├── smithgw_cauldron.scl │ ├── smithgw_choraled.scl │ ├── smithgw_circu.scl │ ├── smithgw_ck.scl │ ├── smithgw_decab.scl │ ├── smithgw_decac.scl │ ├── smithgw_decad.scl │ ├── smithgw_dhexmarv.scl │ ├── smithgw_diff13.scl │ ├── smithgw_duopors.scl │ ├── smithgw_dwarf6_7.scl │ ├── smithgw_ennon13.scl │ ├── smithgw_ennon15.scl │ ├── smithgw_ennon28.scl │ ├── smithgw_ennon43.scl │ ├── smithgw_euclid3.scl │ ├── smithgw_exotic1.scl │ ├── smithgw_fifaug.scl │ ├── smithgw_gamelion.scl │ ├── smithgw_glamma.scl │ ├── smithgw_glumma-hendec.scl │ ├── smithgw_glumma.scl │ ├── smithgw_gm.scl │ ├── smithgw_grail.scl │ ├── smithgw_graileq.scl │ ├── smithgw_grailrms.scl │ ├── smithgw_hahn12.scl │ ├── smithgw_hahn15.scl │ ├── smithgw_hahn16.scl │ ├── smithgw_hahn19.scl │ ├── smithgw_hahn22.scl │ ├── smithgw_hemw.scl │ ├── smithgw_indianred.scl │ ├── smithgw_klv.scl │ ├── smithgw_majraj1.scl │ ├── smithgw_majraj2.scl │ ├── smithgw_majraj3.scl │ ├── smithgw_majsyn1.scl │ ├── smithgw_majsyn2.scl │ ├── smithgw_majsyn3.scl │ ├── smithgw_meandin.scl │ ├── smithgw_meanlesfip.scl │ ├── smithgw_meanred.scl │ ├── smithgw_meansp.scl │ ├── smithgw_meantune.scl │ ├── smithgw_mir22.scl │ ├── smithgw_mmt.scl │ ├── smithgw_modmos12a.scl │ ├── smithgw_monzoblock37.scl │ ├── smithgw_mush.scl │ ├── smithgw_nova.scl │ ├── smithgw_orw18r.scl │ ├── smithgw_pel1.scl │ ├── smithgw_pel3.scl │ ├── smithgw_pk.scl │ ├── smithgw_pris.scl │ ├── smithgw_prisa.scl │ ├── smithgw_propsep.scl │ ├── smithgw_pum13marv.scl │ ├── smithgw_qm3a.scl │ ├── smithgw_qm3b.scl │ ├── smithgw_ragasyn1.scl │ ├── smithgw_ratwell.scl │ ├── smithgw_ratwolf.scl │ ├── smithgw_rectoo.scl │ ├── smithgw_red72_11geo.scl │ ├── smithgw_red72_11pro.scl │ ├── smithgw_sc19.scl │ ├── smithgw_sch13.scl │ ├── smithgw_sch13a.scl │ ├── smithgw_scj22a.scl │ ├── smithgw_scj22b.scl │ ├── smithgw_scj22c.scl │ ├── smithgw_secab.scl │ ├── smithgw_secac.scl │ ├── smithgw_secad.scl │ ├── smithgw_sixtetwoo.scl │ ├── smithgw_smalldi11.scl │ ├── smithgw_smalldi19a.scl │ ├── smithgw_smalldi19b.scl │ ├── smithgw_smalldi19c.scl │ ├── smithgw_smalldiglum19.scl │ ├── smithgw_smalldimos11.scl │ ├── smithgw_smalldimos19.scl │ ├── smithgw_sqoo.scl │ ├── smithgw_star.scl │ ├── smithgw_star2.scl │ ├── smithgw_starra.scl │ ├── smithgw_starrb.scl │ ├── smithgw_starrc.scl │ ├── smithgw_suzz.scl │ ├── smithgw_syndia2.scl │ ├── smithgw_syndia3.scl │ ├── smithgw_syndia4.scl │ ├── smithgw_syndia6.scl │ ├── smithgw_tetra.scl │ ├── smithgw_tr31.scl │ ├── smithgw_tr7_13.scl │ ├── smithgw_tr7_13b.scl │ ├── smithgw_tr7_13r.scl │ ├── smithgw_tra.scl │ ├── smithgw_tre.scl │ ├── smithgw_treb.scl │ ├── smithgw_trx.scl │ ├── smithgw_trxb.scl │ ├── smithgw_wa.scl │ ├── smithgw_wa120.scl │ ├── smithgw_wb.scl │ ├── smithgw_well1.scl │ ├── smithgw_whelp1.scl │ ├── smithgw_whelp2.scl │ ├── smithgw_whelp3.scl │ ├── smithgw_wilcmarv11.scl │ ├── smithgw_wilcmarv7.scl │ ├── smithgw_wiz28.scl │ ├── smithgw_wiz34.scl │ ├── smithgw_wiz38.scl │ ├── smithgw_wreckpop.scl │ ├── smithgw_yarman12.scl │ ├── smithj12.scl │ ├── smithj17.scl │ ├── smithj24.scl │ ├── smithrk_19.scl │ ├── smithrk_mult.scl │ ├── snow_31.scl │ ├── snyder.scl │ ├── solar.scl │ ├── solfeggio.scl │ ├── solfeggio2.scl │ ├── sonbirkezsorted.scl │ ├── sorge.scl │ ├── sorge1.scl │ ├── sorge2.scl │ ├── sorge3.scl │ ├── sorge4.scl │ ├── sorog9.scl │ ├── spanyi.scl │ ├── sparschuh-2009well885Hz.scl │ ├── sparschuh-442widefrench5th-a.scl │ ├── sparschuh-442widefrench5th.scl │ ├── sparschuh-885organ.scl │ ├── sparschuh-eleven_eyes.scl │ ├── sparschuh-epimoric7.scl │ ├── sparschuh-eqbeat-fac_ceg.scl │ ├── sparschuh-equalbeating.scl │ ├── sparschuh-gothic440.scl │ ├── sparschuh-jsbloops440.scl │ ├── sparschuh-neovictorian.scl │ ├── sparschuh-neovictorian2.scl │ ├── sparschuh-oldpiano.scl │ ├── sparschuh-pc-div.scl │ ├── sparschuh-pc.scl │ ├── sparschuh-sc.scl │ ├── sparschuh-squiggle_clavichord.scl │ ├── sparschuh-squiggle_harpsichord.scl │ ├── sparschuh-stanhope.scl │ ├── sparschuh-wohltemperiert.scl │ ├── sparschuh_19limwell.scl │ ├── sparschuh_41_23_bi_epi.scl │ ├── sparschuh_53in13lim.scl │ ├── sparschuh_53tone5limit.scl │ ├── sparschuh_53via19lim.scl │ ├── sparschuh_5limdodek.scl │ ├── sparschuh_bach19lim.scl │ ├── sparschuh_bach_cup.scl │ ├── sparschuh_dent.scl │ ├── sparschuh_dyadrat53.scl │ ├── sparschuh_ji53.scl │ ├── sparschuh_ji53a.scl │ ├── sparschuh_mietke.scl │ ├── sparschuh_septenarian29.scl │ ├── sparschuh_septenarian53.scl │ ├── sparschuh_wtc.scl │ ├── spec1_14.scl │ ├── spec1_17.scl │ ├── spec1_25.scl │ ├── spec1_33.scl │ ├── spec1_4.scl │ ├── spec1_5.scl │ ├── specr2.scl │ ├── specr3.scl │ ├── spectacle31.scl │ ├── spon_chal1.scl │ ├── spon_chal2.scl │ ├── spon_mont.scl │ ├── spon_terp.scl │ ├── sqrtphi.scl │ ├── squares.scl │ ├── stade.scl │ ├── stanhope.scl │ ├── stanhope2.scl │ ├── stanhope_f.scl │ ├── stanhope_m.scl │ ├── stanhope_s.scl │ ├── star-lesfip.scl │ ├── starling.scl │ ├── starling11.scl │ ├── starling12.scl │ ├── starling15.scl │ ├── starling16.scl │ ├── starling17.scl │ ├── starling19.scl │ ├── starling7.scl │ ├── starling8.scl │ ├── starling9.scl │ ├── stearns.scl │ ├── stearns2.scl │ ├── stearns3.scl │ ├── stearns4.scl │ ├── steldek1.scl │ ├── steldek1s.scl │ ├── steldek2.scl │ ├── steldek2s.scl │ ├── steldia.scl │ ├── steleik1.scl │ ├── steleik1s.scl │ ├── steleik2.scl │ ├── steleik2s.scl │ ├── stelhex-catakleismic.scl │ ├── stelhex1.scl │ ├── stelhex1star.scl │ ├── stelhex2.scl │ ├── stelhex3.scl │ ├── stelhex4.scl │ ├── stelhex5.scl │ ├── stelhex6.scl │ ├── stelhexplus.scl │ ├── stellar.scl │ ├── stellar5.scl │ ├── stellarhex.scl │ ├── stellarhexmarvwoo.scl │ ├── stellblock.scl │ ├── stelpd1.scl │ ├── stelpd1s.scl │ ├── stelpent1.scl │ ├── stelpent1s.scl │ ├── steltet1.scl │ ├── steltet1s.scl │ ├── steltet2.scl │ ├── steltri1.scl │ ├── steltri2.scl │ ├── sternbrocot4.scl │ ├── stevin.scl │ ├── stopper.scl │ ├── storbeck.scl │ ├── strahle.scl │ ├── studwacko.scl │ ├── sub24-12.scl │ ├── sub40.scl │ ├── sub50.scl │ ├── sub8.scl │ ├── sullivan7.scl │ ├── sullivan_blue.scl │ ├── sullivan_blueji.scl │ ├── sullivan_cjv.scl │ ├── sullivan_eagle.scl │ ├── sullivan_raven.scl │ ├── sullivan_ravenji.scl │ ├── sullivan_sh.scl │ ├── sullivan_zen.scl │ ├── sullivan_zen2.scl │ ├── sumatra.scl │ ├── super_10.scl │ ├── super_11.scl │ ├── super_12.scl │ ├── super_13.scl │ ├── super_15.scl │ ├── super_19.scl │ ├── super_19a.scl │ ├── super_19b.scl │ ├── super_22.scl │ ├── super_22a.scl │ ├── super_24.scl │ ├── super_8.scl │ ├── super_9.scl │ ├── superclipgenus19.scl │ ├── superfif7a.scl │ ├── superfif7b.scl │ ├── supermagic15.scl │ ├── supertriskaideka.scl │ ├── suppig.scl │ ├── surupan_7.scl │ ├── surupan_9.scl │ ├── surupan_ajeng.scl │ ├── surupan_degung.scl │ ├── surupan_madenda.scl │ ├── surupan_melog.scl │ ├── surupan_miring.scl │ ├── surupan_x.scl │ ├── surupan_y.scl │ ├── sverige.scl │ ├── swet1.scl │ ├── swet2.scl │ ├── swet3.scl │ ├── swet4.scl │ ├── swet5.scl │ ├── swet6.scl │ ├── syntonolydian.scl │ ├── syrian.scl │ ├── t-side.scl │ ├── t-side2.scl │ ├── tagawa_55.scl │ ├── tamil.scl │ ├── tamil_vi.scl │ ├── tamil_vi2.scl │ ├── tanaka.scl │ ├── tanbur.scl │ ├── tansur.scl │ ├── tapek-ribbon.scl │ ├── tartini_7.scl │ ├── taylor_g.scl │ ├── taylor_n.scl │ ├── telemann.scl │ ├── telemann_28.scl │ ├── temes-mix.scl │ ├── temes.scl │ ├── temes2-mix.scl │ ├── temes2.scl │ ├── temp10ebss.scl │ ├── temp11ebst.scl │ ├── temp12b2w.scl │ ├── temp12b2w19.scl │ ├── temp12b2ws.scl │ ├── temp12bf1.scl │ ├── temp12eb46o.scl │ ├── temp12eb46o2.scl │ ├── temp12ebf.scl │ ├── temp12ebf4.scl │ ├── temp12ebfo.scl │ ├── temp12ebfo2o.scl │ ├── temp12ebfp.scl │ ├── temp12ebfr.scl │ ├── temp12ep.scl │ ├── temp12fo1o.scl │ ├── temp12fo2o.scl │ ├── temp12k4.scl │ ├── temp12p10.scl │ ├── temp12p6.scl │ ├── temp12p6a.scl │ ├── temp12p8.scl │ ├── temp12rwt.scl │ ├── temp12septendec.scl │ ├── temp12to1o.scl │ ├── temp12to2o.scl │ ├── temp12w2b.scl │ ├── temp152-171.scl │ ├── temp15coh.scl │ ├── temp15ebmt.scl │ ├── temp15ebsi.scl │ ├── temp15mt.scl │ ├── temp15rbt.scl │ ├── temp16d3.scl │ ├── temp16d4.scl │ ├── temp16ebs.scl │ ├── temp16ebt.scl │ ├── temp16l4.scl │ ├── temp17ebf.scl │ ├── temp17ebs.scl │ ├── temp17fo2o.scl │ ├── temp17nt.scl │ ├── temp17s.scl │ ├── temp19ebf.scl │ ├── temp19ebmt.scl │ ├── temp19ebo.scl │ ├── temp19ebt.scl │ ├── temp19fo2o.scl │ ├── temp19k10.scl │ ├── temp19k3.scl │ ├── temp19k4.scl │ ├── temp19k5.scl │ ├── temp19k6.scl │ ├── temp19k7.scl │ ├── temp19k8.scl │ ├── temp19k9.scl │ ├── temp19lst.scl │ ├── temp19mto2o.scl │ ├── temp19tf2.scl │ ├── temp21ebs.scl │ ├── temp22ebf.scl │ ├── temp22ebt.scl │ ├── temp22fo2o.scl │ ├── temp23ebs.scl │ ├── temp24ebaf.scl │ ├── temp24ebf.scl │ ├── temp24ebt.scl │ ├── temp25ebt.scl │ ├── temp26ebf.scl │ ├── temp26ebmt.scl │ ├── temp26ebs.scl │ ├── temp26rb3.scl │ ├── temp26so1o.scl │ ├── temp27c8.scl │ ├── temp27rb2.scl │ ├── temp28ebt.scl │ ├── temp28fo1o.scl │ ├── temp29c14.scl │ ├── temp29ebf.scl │ ├── temp29fo1o.scl │ ├── temp29fo2o.scl │ ├── temp31c51.scl │ ├── temp31ebf.scl │ ├── temp31ebs.scl │ ├── temp31ebsi.scl │ ├── temp31ebt.scl │ ├── temp31g3.scl │ ├── temp31g4.scl │ ├── temp31g5.scl │ ├── temp31g6.scl │ ├── temp31g7.scl │ ├── temp31h10.scl │ ├── temp31h11.scl │ ├── temp31h8.scl │ ├── temp31h9.scl │ ├── temp31ms.scl │ ├── temp31mt.scl │ ├── temp31rb1.scl │ ├── temp31rb1a.scl │ ├── temp31rb2.scl │ ├── temp31rb2a.scl │ ├── temp31rb2b.scl │ ├── temp31rbf2.scl │ ├── temp31rbs1.scl │ ├── temp31rbs2.scl │ ├── temp31smith.scl │ ├── temp31so2o.scl │ ├── temp31st2o.scl │ ├── temp31to.scl │ ├── temp31w10.scl │ ├── temp31w11.scl │ ├── temp31w12.scl │ ├── temp31w13.scl │ ├── temp31w14.scl │ ├── temp31w15.scl │ ├── temp31w8.scl │ ├── temp31w9.scl │ ├── temp34ebsi.scl │ ├── temp34ebt.scl │ ├── temp34rb2a.scl │ ├── temp34w10.scl │ ├── temp34w5.scl │ ├── temp34w6.scl │ ├── temp34w7.scl │ ├── temp34w8.scl │ ├── temp34w9.scl │ ├── temp35ebsi.scl │ ├── temp36ebs.scl │ ├── temp37ebs.scl │ ├── temp37ebt.scl │ ├── temp40ebt.scl │ ├── temp41ebf.scl │ ├── temp43ebf.scl │ ├── temp4ebmt.scl │ ├── temp4ebsi.scl │ ├── temp53ebs.scl │ ├── temp53ebsi.scl │ ├── temp53ebt.scl │ ├── temp57ebs.scl │ ├── temp59ebt.scl │ ├── temp5ebf.scl │ ├── temp5ebs.scl │ ├── temp6.scl │ ├── temp65ebf.scl │ ├── temp65ebt.scl │ ├── temp6eb2.scl │ ├── temp6teb.scl │ ├── temp7-5ebf.scl │ ├── temp7ebf.scl │ ├── temp7ebnt.scl │ ├── temp8eb3q.scl │ ├── temp9ebmt.scl │ ├── tenn41a.scl │ ├── tenn41b.scl │ ├── tenn41c.scl │ ├── tenney_11.scl │ ├── tenney_8.scl │ ├── terrain.scl │ ├── tertia78.scl │ ├── tertiadia.scl │ ├── tertiadie.scl │ ├── tet3a.scl │ ├── tetragam-di.scl │ ├── tetragam-enh.scl │ ├── tetragam-hex.scl │ ├── tetragam-py.scl │ ├── tetragam-slpe.scl │ ├── tetragam-slpe2.scl │ ├── tetragam-sp.scl │ ├── tetragam-un.scl │ ├── tetragam13.scl │ ├── tetragam5.scl │ ├── tetragam7.scl │ ├── tetragam8.scl │ ├── tetragam9a.scl │ ├── tetragam9b.scl │ ├── tetraphonic_31.scl │ ├── tetratriad.scl │ ├── tetratriad1.scl │ ├── tetratriad2.scl │ ├── thailand.scl │ ├── thailand2.scl │ ├── thailand3.scl │ ├── thailand4.scl │ ├── thailand5.scl │ ├── thailand6.scl │ ├── thirds.scl │ ├── thirteendene.scl │ ├── thirteenten.scl │ ├── thomas.scl │ ├── thrush12.scl │ ├── thrush15.scl │ ├── thunor46.scl │ ├── tiby1.scl │ ├── tiby2.scl │ ├── tiby3.scl │ ├── tiby4.scl │ ├── tickner_whirlwind.scl │ ├── timbila1.scl │ ├── timbila2.scl │ ├── timbila3.scl │ ├── timbila4.scl │ ├── timbila5.scl │ ├── timbila6.scl │ ├── timbila7.scl │ ├── timbila8.scl │ ├── todi_av.scl │ ├── tonos15_pis.scl │ ├── tonos17_pis.scl │ ├── tonos19_pis.scl │ ├── tonos21_pis.scl │ ├── tonos23_pis.scl │ ├── tonos25_pis.scl │ ├── tonos27_pis.scl │ ├── tonos29_pis.scl │ ├── tonos31_pis.scl │ ├── tonos31_pis2.scl │ ├── tonos33_pis.scl │ ├── toof1.scl │ ├── torb24.scl │ ├── trab19.scl │ ├── trab19a.scl │ ├── trab19marv.scl │ ├── tranh.scl │ ├── tranh2.scl │ ├── tranh3.scl │ ├── trawas.scl │ ├── tri12-1.scl │ ├── tri12-2.scl │ ├── tri19-1.scl │ ├── tri19-2.scl │ ├── tri19-3.scl │ ├── tri19-4.scl │ ├── tri19-5.scl │ ├── tri19-6.scl │ ├── tri19-7.scl │ ├── tri19-8.scl │ ├── tri19-9.scl │ ├── triangs11.scl │ ├── triangs13.scl │ ├── triangs22.scl │ ├── triaphonic_12.scl │ ├── triaphonic_17.scl │ ├── trichord-witchcraft.scl │ ├── trichord7.scl │ ├── tridec8.scl │ ├── trikleismic57.scl │ ├── trithagorean.scl │ ├── tritriad.scl │ ├── tritriad10.scl │ ├── tritriad11.scl │ ├── tritriad13.scl │ ├── tritriad14.scl │ ├── tritriad18.scl │ ├── tritriad22.scl │ ├── tritriad26.scl │ ├── tritriad3.scl │ ├── tritriad32.scl │ ├── tritriad3c.scl │ ├── tritriad3d.scl │ ├── tritriad5.scl │ ├── tritriad68.scl │ ├── tritriad68i.scl │ ├── tritriad69.scl │ ├── tritriad7.scl │ ├── tritriad9.scl │ ├── trost.scl │ ├── tsikno_2nd.scl │ ├── tsjerepnin.scl │ ├── tsuda13.scl │ ├── tuinstra.scl │ ├── tuneable3.scl │ ├── tuners1.scl │ ├── tuners2.scl │ ├── tuners3.scl │ ├── turkish.scl │ ├── turkish_17.scl │ ├── turkish_24.scl │ ├── turkish_24a.scl │ ├── turkish_29.scl │ ├── turkish_29a.scl │ ├── turkish_41.scl │ ├── turkish_41a.scl │ ├── turkish_aeu.scl │ ├── turkish_aeu41.scl │ ├── turkish_awjara_on_b.scl │ ├── turkish_bagl.scl │ ├── turkish_bestenigar_on_b.scl │ ├── turkish_buselik_on_d.scl │ ├── turkish_huseyni_and_neva.scl │ ├── turkish_mahur_and_penchgah.scl │ ├── turkish_mahur_and_zavil.scl │ ├── turkish_nishabur_on_e.scl │ ├── turkish_rast_and_penchgah_on_c.scl │ ├── turkish_segah-huzzam-mustear_on_e.scl │ ├── turkish_segah-huzzam-mustear_v2_on_e.scl │ ├── turkish_segah_on_e.scl │ ├── turkish_sivas.scl │ ├── turkish_sunbule_on_d.scl │ ├── turkish_ushshaq-bayati_on_d.scl │ ├── turko-arabic_(kurdili)hijazkar-suznak-nawruz_neveser_nikriz_on_c.scl │ ├── turko-arabic_(kurdili)neveser_and_nikriz_on_c.scl │ ├── turko-arabic_hijaz-humayun-zirgule_on_d.scl │ ├── turko-arabic_hijazkar_and kurdili-hijazkar_on_c.scl │ ├── turko-arabic_iraq-awdj_and_ferahnak_on_b.scl │ ├── turko-arabic_karjighar-bayati_shuri_on_d.scl │ ├── turko-arabic_kurdi_buselik_nishabur_on_d.scl │ ├── turko-arabic_kurdi_on_d.scl │ ├── turko-arabic_nihavend(murassah)_zanjaran_on_c.scl │ ├── turko-arabic_nihavend_and_nihavend-murassah_on_c.scl │ ├── turko-arabic_rast_huseyni_uzzal-garip.scl │ ├── turko-arabic_rast_on_c.scl │ ├── turko-arabic_saba_on_d.scl │ ├── turko-arabic_suznak-nawruz_on_c.scl │ ├── turko-arabic_ushshaq-bayati_and_huseyni_on_d.scl │ ├── turko-arabic_uzzal-garip.scl │ ├── two29.scl │ ├── two29a.scl │ ├── twofifths1.scl │ ├── twofifths2.scl │ ├── ulimba.scl │ ├── ultimate12_nr1.scl │ ├── ultimate12_nr2.scl │ ├── ultimate12_nr3.scl │ ├── ultimate12_nr4a.scl │ ├── ultimate12_nr4b.scl │ ├── unimajor.scl │ ├── unimajorpenta.scl │ ├── unimarv19.scl │ ├── urania24.scl │ ├── urmawi.scl │ ├── uruk.scl │ ├── ushaq99.scl │ ├── ushshaq tetrachord 11-limit.scl │ ├── ushshaq tetrachord 19-limit.scl │ ├── ushshaq tetrachord 23-limit.scl │ ├── vaisvil_70.scl │ ├── vaisvil_diam7pluswoo.scl │ ├── vaisvil_goldsilver.scl │ ├── vaisvil_halfdiamond91.scl │ ├── vaisvil_harm3-26.scl │ ├── val-werck.scl │ ├── valamute31.scl │ ├── valamute46.scl │ ├── valenporc15.scl │ ├── valentine.scl │ ├── valentine2.scl │ ├── vallotti-broekaert.scl │ ├── vallotti.scl │ ├── vallotti2.scl │ ├── vallotti3.scl │ ├── vavoom.scl │ ├── velde_9.scl │ ├── velde_ji.scl │ ├── venkataramana.scl │ ├── veroli-ord.scl │ ├── veroli.scl │ ├── veroli1.scl │ ├── veroli2.scl │ ├── vertex_chrom.scl │ ├── vertex_chrom2.scl │ ├── vertex_chrom3.scl │ ├── vertex_chrom4.scl │ ├── vertex_diat.scl │ ├── vertex_diat10.scl │ ├── vertex_diat11.scl │ ├── vertex_diat12.scl │ ├── vertex_diat2.scl │ ├── vertex_diat4.scl │ ├── vertex_diat5.scl │ ├── vertex_diat7.scl │ ├── vertex_diat8.scl │ ├── vertex_diat9.scl │ ├── vertex_sdiat.scl │ ├── vertex_sdiat2.scl │ ├── vertex_sdiat3.scl │ ├── vertex_sdiat4.scl │ ├── vertex_sdiat5.scl │ ├── vicentino1.scl │ ├── vicentino2.scl │ ├── vicentino2q217.scl │ ├── vicentino36.scl │ ├── vicentino38.scl │ ├── victor_eb.scl │ ├── victorian.scl │ ├── vines_ovovo10eb5w6w7_0_D.scl │ ├── vines_ovovo22eb9w14w15_00_D.scl │ ├── vines_ovovo27eb5w6w7_00_D.scl │ ├── vitale1.scl │ ├── vitale2.scl │ ├── vitale3.scl │ ├── vogel_21.scl │ ├── vogelh_b.scl │ ├── vogelh_fisk.scl │ ├── vogelh_hamburg.scl │ ├── vogelh_hmean.scl │ ├── volans.scl │ ├── vong.scl │ ├── vries19-72.scl │ ├── vries35-72.scl │ ├── vries5-72.scl │ ├── vries6-31.scl │ ├── waka3-7-17.scl │ ├── wakabayashi_half.scl │ ├── walker_21.scl │ ├── walkerr_11.scl │ ├── wang-pho.scl │ ├── wauchope.scl │ ├── wegscheider.scl │ ├── wegscheider2.scl │ ├── wegscheider_1a.scl │ ├── weingarten.scl │ ├── weingarten2.scl │ ├── weiss1.scl │ ├── weiss2.scl │ ├── weiss_mandal.scl │ ├── wellfip17.scl │ ├── wendell1.scl │ ├── wendell1r.scl │ ├── wendell2.scl │ ├── wendell2p.scl │ ├── wendell3.scl │ ├── wendell4.scl │ ├── wendell5.scl │ ├── wendell6.scl │ ├── wendell7.scl │ ├── werc4.scl │ ├── werck1.scl │ ├── werck3.scl │ ├── werck3_eb.scl │ ├── werck3_ebm.scl │ ├── werck3_mim.scl │ ├── werck3_mod.scl │ ├── werck3_mod2.scl │ ├── werck3_turck.scl │ ├── werck4.scl │ ├── werck5.scl │ ├── werck6.scl │ ├── werck6_cor.scl │ ├── werck6_dup.scl │ ├── werck_cl5.scl │ ├── werck_cl6.scl │ ├── werck_puzzle.scl │ ├── werckmeisterIV_variant.scl │ ├── werckmeisterIV_variant_c.scl │ ├── white.scl │ ├── whoosh.scl │ ├── wicks_eb.scl │ ├── wiegleb-book.scl │ ├── wiegleb.scl │ ├── wier_15.scl │ ├── wier_53.scl │ ├── wier_cl.scl │ ├── wier_j.scl │ ├── wiese1.scl │ ├── wiese3.scl │ ├── wilcent17.scl │ ├── wilson-rastbayyati24.scl │ ├── wilson1.scl │ ├── wilson11.scl │ ├── wilson1t.scl │ ├── wilson2.scl │ ├── wilson3.scl │ ├── wilson5.scl │ ├── wilson7.scl │ ├── wilson7_2.scl │ ├── wilson7_3.scl │ ├── wilson7_4.scl │ ├── wilson_17.scl │ ├── wilson_31.scl │ ├── wilson_41.scl │ ├── wilson_alessandro.scl │ ├── wilson_bag.scl │ ├── wilson_class.scl │ ├── wilson_dia1.scl │ ├── wilson_dia2.scl │ ├── wilson_dia3.scl │ ├── wilson_dia4.scl │ ├── wilson_duo.scl │ ├── wilson_enh.scl │ ├── wilson_enh2.scl │ ├── wilson_facet.scl │ ├── wilson_gh1.scl │ ├── wilson_gh11.scl │ ├── wilson_gh2.scl │ ├── wilson_gh50.scl │ ├── wilson_hebdome1.scl │ ├── wilson_hexflank.scl │ ├── wilson_hypenh.scl │ ├── wilson_l1.scl │ ├── wilson_l2.scl │ ├── wilson_l3.scl │ ├── wilson_l4.scl │ ├── wilson_l5.scl │ ├── wilson_l6.scl │ ├── wilson_pelog.scl │ ├── window.scl │ ├── wizard22.scl │ ├── wonder1.scl │ ├── wonder36.scl │ ├── wookie58.scl │ ├── woz31.scl │ ├── wronski.scl │ ├── wurschmidt.scl │ ├── wurschmidt1.scl │ ├── wurschmidt2.scl │ ├── wurschmidt_31.scl │ ├── wurschmidt_31a.scl │ ├── wurschmidt_53.scl │ ├── wyschnegradsky.scl │ ├── xenakis_chrom.scl │ ├── xenakis_diat.scl │ ├── xenakis_schrom.scl │ ├── xylophone2.scl │ ├── xylophone3.scl │ ├── xylophone4.scl │ ├── yajna31.scl │ ├── yarman-36a_12core.scl │ ├── yarman12-135.scl │ ├── yarman12-159.scl │ ├── yarman24a-rational.scl │ ├── yarman24a.scl │ ├── yarman24b-rational.scl │ ├── yarman24b-rational2.scl │ ├── yarman24b.scl │ ├── yarman24c.scl │ ├── yarman24d-equalizedmtfifth.scl │ ├── yarman31b-rational-practical.scl │ ├── yarman31b-rational.scl │ ├── yarman31b.scl │ ├── yarman31c-rational-practical.scl │ ├── yarman31c-rational.scl │ ├── yarman31c.scl │ ├── yarman31c_final.scl │ ├── yarman31d-equalizedmtfifth.scl │ ├── yarman31d-rational-practical.scl │ ├── yarman31d-rational.scl │ ├── yarman36a_nr1-438hz.scl │ ├── yarman36a_nr2-440hz.scl │ ├── yarman36b.scl │ ├── yarman36c.scl │ ├── yarman_17etx3.scl │ ├── yarman_19etx2.scl │ ├── yarman_19etx3.scl │ ├── yarman_23etx2.scl │ ├── yarman_29etx2.scl │ ├── yarman_buselik.scl │ ├── yarman_hijaz.scl │ ├── yarman_hijazkar.scl │ ├── yarman_karjighar.scl │ ├── yarman_mahur.scl │ ├── yarman_nihavend.scl │ ├── yarman_rast.scl │ ├── yarman_saba.scl │ ├── yarman_segah.scl │ ├── yarman_ushaq.scl │ ├── yasser_6.scl │ ├── yasser_diat.scl │ ├── yasser_ji.scl │ ├── yekta-41.scl │ ├── yekta-cataclysmic.scl │ ├── yekta.scl │ ├── young-g.scl │ ├── young-lm_guitar.scl │ ├── young-lm_piano.scl │ ├── young-sorge.scl │ ├── young-w10.scl │ ├── young-w14.scl │ ├── young-wt.scl │ ├── young.scl │ ├── young1.scl │ ├── young2.scl │ ├── yugo_bagpipe.scl │ ├── zalzal.scl │ ├── zalzal2.scl │ ├── zapf-dent.scl │ ├── zapf.scl │ ├── zarlino2.scl │ ├── zarlino24.scl │ ├── zarte24-volans_b.scl │ ├── zartehijaz1.scl │ ├── zesster_a.scl │ ├── zesster_b.scl │ ├── zesster_c.scl │ ├── zesster_mix.scl │ ├── zest24-persian_Eb.scl │ ├── zest24-supergoya17plus3_Db.scl │ ├── zest24.scl │ ├── zeta12.scl │ ├── zeus1.scl │ ├── zeus22.scl │ ├── zeus24.scl │ ├── zeus7tri.scl │ ├── zeus8tri.scl │ ├── zex46.scl │ ├── zir_bouzourk.scl │ ├── zwolle.scl │ └── zwolle2.scl ├── scldb.json └── tones.json ├── docs ├── LICENSE ├── README.md ├── algorithmic-methods.md ├── generative-methods.md ├── statistic-methods.md ├── stochastic-methods.md ├── transform-methods.md ├── translate-methods.md └── utility-methods.md ├── img └── total-serialism-p5library-icon.jpg ├── index.js ├── package.json ├── src ├── database.js ├── dictionary.js ├── gen-basic.js ├── gen-complex.js ├── gen-stochastic.js ├── statistic.js ├── transform.js ├── translate.js └── utility.js └── test ├── markov.test.js └── serialism.test.js /.babelrc: -------------------------------------------------------------------------------- https://raw.githubusercontent.com/tmhglnd/total-serialism/HEAD/.babelrc 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