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d#A#F#C#G#D#1=160442introduction riff330033033032320232023204010201001051123112112633003303307232023202320801020100109112331XXXX334553XXXX10330033033011232023202320120102010010131123112112143300330330152320232023201601020100101711233111233133455333455318starts da music3300033033019232002202302001022102010211123312112322330003303302323200220230240102210201025112311231123112333453345334533452633000330330272320022023028010221020102911233121123303300033033031232002202303201022102010331123112311231123334533453345334534=140334535577736355537112338334539577740355541112342=150330003000303432320230302304401020100131045112331213345534346330003000303472320230302304801020100131049112331213345534350330003000303512320230302305201020100131053112331213345534354330003000303552320230302305601020100131057112331213345534358=140553(3)(3)(4)(5)59577760355561112362334563577764355565112366334567577768355569112370334571577772355573=150112311231123112311233300330033003300330074these notes inside of the () are the delay effect!12(12)15(15)15(11)17(13)18(18)18(22)15(19)75really, just tab improvisation :p171517151720171720376171719181718201818202018182018191737718201818151315131513inside of the () is delay!!!15(15)15(15)15(15)17(17)3378dont forget it!17191717191820182018201819181517337915171715171917191820182019172017380delay too!(17)20(20)19(19)18(18)18(18)20(20)15131513811512151715171719171815182018202220382delay wall! rocks! ;)18(18)20(20)20(20)18(18)18(18)20(20)22(22)18(18)19(19)18(18)33338320(20)19(19)17(17)15(15)12(12)15(15)17(17)17(17)17(17)20(20)17(17)19(19)33333333841820221820222018151917151720221985181515181518201820222018202018198618151315131117151215121081010128710111310886633576686108881181078686881013151818208918202220181518202220181522201815131533333390(3)(3)(4)(5)915777923555931123943345955777963555971123983300033033099232002202301000102210201010111233121123102330003303301032320022023010401022102010105112311231123112333453345334533451063300033033010723200220230108010221020101091123312112311033000330330111232002202301120102210201011311231123112311233345334533453345Track can be converted to a standard tuning (R)