d#A#F#C#G#C#1=864423456789101112dropped Db tuning : Eb with low Db1719171315171719171516141417192217151517171917141615161614161517full17full1717full171715161518171516141912201411(14)(11)(14)(11)(14)(11)(14)(11)1512(15)(12)(15)(12)1411(14)(11)129107(10)(7)21129(12)(9)(12)(9)(12)(9)(12)(9)1411107(10)(7)129(12)(9)(12)(9)(12)(9)(12)(9)(12)(9)(12)(9)(12)(9)22(12)(9)(12)(9)(12)(9)1411(14)(11)(14)(11)1512(15)(12)1714(17)(14)(17)(14)(17)(14)(17)(14)14111512(15)(12)231714(17)(14)(17)(14)(17)(14)(17)(14)129107(10)(7)129(12)(9)(12)(9)(12)(9)(12)(9)(12)(9)(12)(9)(12)(9)let ring24107(10)(7)(10)(7)(10)(7)(10)(7)(10)(7)129(12)(9)1411(14)(11)(14)(11)15121411129107(10)(7)25129(12)(9)(12)(9)(12)(9)(12)(9)7452(5)(2)52(5)(2)(5)(2)(5)(2)(5)(2)7496(9)(6)26107(10)(7)(10)(7)(10)(7)7452(5)(2)(5)(2)74(7)(4)(7)(4)(7)(4)52(5)(2)(5)(2)(5)(2)2777502817full171514151715142915full143021½2121½2121½½1921223122full22full22212222full3217full1716151414151617171615331719171918191919341918½171918½171918½17351415Harm.Harm.362202222222370777127773384204042040420404204392424542024245420242454200400240450570790911011120121401441160111201214014160121401415015171517full421717full1717full1717full1717full1516154319full1715441922full21202119181945161412121412141214full4617full171514151715144715full144815161414121210118977497full557full557full58full501201291010710351797575325320232020325322235210107141010108108853778777877547(7)(7)10(10)710(10)10(10)14(14)12(12)15(15)5515(15)(15)17(17)(17)15(15)19561719175715171719171516145817192217591517171917141615601614161517full17full611717full1717151615621715161463121012101210641012101012106512109full7109full7979766797107575671017full1517full1517full1517full6815161517151416146977501010555555444707750101055555544471775010105555554447277507374