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eBGDAE1Introw/ Octave Pedal=10610(7)0(2)0(2)7(4)0(2)0(2)12(9)0(2)0(2)7(4)0(2)0(2)7(4)0(2)7(4)0(2)44210(7)0(2)0(2)7(4)0(2)0(2)12(9)0(2)0(2)7(4)0(2)0(2)7(4)0(2)7(4)0(2)310(7)0(2)0(2)7(4)0(2)0(2)12(9)0(2)0(2)7(4)0(2)0(2)7(4)0(2)7(4)0(2)410(7)0(2)0(2)7(4)0(2)0(2)12(9)0(2)0(2)7(4)0(2)0(2)7(4)0(2)7(4)0(2)510(7)0(2)0(2)7(4)0(2)0(2)12(9)0(2)0(2)7(4)0(2)0(2)7(4)0(2)7(4)0(2)610(7)0(2)0(2)7(4)0(2)0(2)12(9)0(2)0(2)7(4)0(2)0(2)7(4)0(2)7(4)0(2)710(7)0(2)0(2)7(4)0(2)0(2)12(9)0(2)0(2)7(4)0(2)0(2)7(4)0(2)7(4)0(2)810(7)0(2)0(2)7(4)0(2)0(2)12(9)0(2)0(2)7(4)0(2)0(2)7(4)0(2)7(4)0(2)let ringlet ring9Verse10000000120000000let ringlet ringlet ring10700000080000000let ringlet ringlet ring1110000000120000000let ringlet ringlet ringlet ringlet ring124004004040040040let ringlet ring1310000000120000000let ringlet ringlet ring14700000080000000let ringlet ringlet ring1510000000120000000let ringlet ringlet ringlet ringlet ring164004004040040040171Chorus1009800980098009800980098009800980098009800981891009100910091009100910091009100910091009100let ringlet ring19707070707070707070707070707070702057555721009800980098009800980098009800980098009800982291009100910091009100910091009100910091009100let ring237070707070707070707070707070707024575557252Chorus2009800980098009800980098009800980098009800982691009100910091009100910091009100910091009100let ringlet ring277070707070707070707070707070707028575557290098009800980098009800980098009800980098009830910091009100910091009100910091009100910091003170707070707070707070707070707070let ringlet ringlet ringlet ring3257555857543357555734Bridge 1 & 2(10)(11)(0)(9)101109101109101109101110101110101110101110101110357707770777077707770757005700570036(10)(11)(0)(9)10110910110910110910111010111010111010111010111037770777077707770777075700570057003801011010110101101011010110101101011010110890890890890890893907707707707707707707707789898989898940010110101101011010110101101011010110101108908908908908908941077077077077077077077077898989898989421(10)(11)(0)(9)101109101109101109101110101110101110101110101110437707770777077707770757005700570044(10)(11)(0)(9)101109101109101109101110101110101110101110101110457707770777077707770757005700570046Interlude474849505152535420101101011010110101101011010110101101011089089089089089089550770770770770770770770778989898989895601011010110101101011010110101101011010110890890890890890895707707707707707707707707789898989898958010110591 Add comment2 Add comment3 Add comment4 Add comment5 Add comment6 Add comment7 Add comment8 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 Add comment29 Add comment30 Add comment31 Add comment32 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 comment47 Add comment48 Add comment49 Add comment50 Add comment51 Add comment52 Add comment53 Add comment54 Add comment55 Add comment56 Add comment57 Add comment58 Add comment59 Add commentChange tuning (R)