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gDAE1dont take this tab, this is not the good one=150(0)(19)84212101412101412104431412101412101412410912109121095121091210912612101412101412107141210141210148141216141216141291614121614121614101514171514171517111412161412161416541214141212121012128413=12012141210123414141012101512141210121611410141217214101213181213121512331913151415(0)20121312151233211315141514153322=13014161616145823121414141414342411111311115825121214121412342614161616145827151717171717342817171917(17)192919191919195830=120151417141531141412141414683212121112121212144433121412111211141215141714334151417141558351(0)1719171917161716171617161754333611717171717171919191916(0)443337(0)19full(19)17191716171617161716175433381717171717171919191916(0)443339=110355535840242224684107799124207555433524435553584524222468460797774775248235(3)(5)335490779912500755551357full4452(0)55354=20007(0)7(0)09(0)9(0)010(0)10(0)09(0)9(0)07(0)7(0)06(0)6(0)07(0)(7)(0)843333335507(0)7(0)09(0)9(0)010(0)10(0)09(0)9(0)010(0)10(0)014(0)14(0)013(0)13(0)3333335607(0)7(0)09(0)9(0)010(0)10(0)09(0)9(0)07(0)7(0)06(0)6(0)07(0)7(0)3333335707(0)7(0)09(0)9(0)010(0)10(0)09(0)9(0)010(0)10(0)014(0)14(0)013(0)13(0)033333335814(0)14(0)013(0)13(0)014(0)14(0)013(0)13(0)014(0)14(0)013(0)13(0)643333335919(0)19(0)019(0)19(0)019(0)19(0)019(0)19(0)01819(0)1819(0)01819(0)1819(0)01819(0)1819(0)01819(0)1819(0)08433333333601919(0)1919(0)01819(0)1819(0)01919(0)1919(0)01819(0)1819(0)01919(0)1919(0)01819(0)1819(0)01919(0)1919(0)0743333333611919044621263Drums00coming02323564757576507(0)75757½66(7)(7)½(7)½(5)670(0)007full568757½575690(0)00014full1614let ring7014full161414full14full(14)7100(0)120117212011120117312141414161414147412141414161412751612161216761216121616771612141216(12)141216121214½78(14)121412147900016XX1680151615141719½let ring81(19)1919½1919½1919½198219½191919full17830000000840000000850000203862103½0870(0)075578855755389151412141214121514123339014121412151412141214333911214121412(14)12141213143392121412121412129300000009400000950000000let ringHarm.9600004975444244498547(7)9(9)9let ring9954454610056976710810178119891210102101310131114111410312151216(12)1110(10)121112333104141216161417(16)(0)19full3105(19)1919191910619161716191619107161716191617161916171619161716108191617191617109161719171917191711019½(19)½(19)½111000000011200000011300005full114(5)full(5)full3½011502305207116509100910011791009100910118091009100X119harmonics55445120121091219109109122109109109101239109end harmonics121240000125707097099701269970127ImprovisationChange tuning (R)
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