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cGD#A#FA#let ring1=15044222035534775555322067P. M.P. M.P. M.P. M.P. M.85556669000220002200100220220550005500P. M.P. M.P. M.let ring11055055077000770012077077077777733355500013222P. M.let ringP. M.let ring1422222222222325551522222222222325551655555555555517sooth groove guitar2201819202122232425262728P. M.292222223230222222222222222222223231P. M.P. M.P. M.32222222555222222222555000330000530000075000P. M.P. M.P. M.340055555500333333333003500005300000750000036000P. M.P. M.P. M.P. M.P. M.370085050507505050385500450550050050P. M.P. M.P. M.P. M.3986060607606060560040460560060060870870P. M.P. M.P. M.P. M.4187077070705700470570420700708606060760P. M.P. M.P. M.P. M.P. M.43606056004605600604406085050507505050P. M.P. M.let ring455500450550000000000000460001 Add comment2 Add comment3 Add comment4 Add comment5 Add comment6 Add comment7 Add8 Add comment9 Add comment10 Add comment11 Add comment12 Add comment13 Add comment14 Add comment15 Add comment16 Add comment17 Add comment18 Add comment19 Add comment20 Add comment21 Add comment22 Add comment23 Add comment24 Add comment25 Add comment26 Add comment27 Add comment28 Add29 Add comment30 Add comment31 Add32 Add comment33 Add comment34 Add comment35 Add comment36 Add comment37 Add comment38 Add comment39 Add comment40 Add comment41 Add comment42 Add comment43 Add comment44 Add comment45 Add comment46 Add commentTrack can be converted to a standard tuning (R)
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