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cGD#A#FA#let ring1Tabs By Tuomas Miettinen=155442345678910111291110let ring1212912101312911101412161411let ring151291110161291210171291110let ringlet ring181216141119129710201291210let ring2112911102212161411231291110let ring24129121025129111026121614112728293031323334353637383940414243444546let ring47129710481291210491291110let ring5012161411511291110521291210let ring53129111054121614115555755575let ring56557555755755755575let ringlet ring585575559129710601291210let ring6112911106212161411631291110let ring641291210651291110661216141167686970let ring7172737475129710761291210771291110let ring781216141179129710801291210let ring81129111082121614118384858687888990let ring9192939495129710961291210971291110let ring98121614119912911101001291210let ringlet ring101129111010212161410330353735let ring1043035373510530353735106let ring1073035373510830353735let ringlet ring1093035373511011130353735let ring1123035373511330353735let ring1143035373511530353735let ring1163035373511730353735let ring1183035373511930353735let ring1203035373512130353735let ring1223035373512330353735let ring1243035373512530353735let ring1263035373512730353735let ring1283035373512930353735let ring1303035373513130353735let ring1323035373513330353735let ring1343035373513530353735let ring1363035373513730353735let ring1383035373513930353735let ring1403035373514130353735let ring1423035373514330353735let ring1443035373514530353735let ring14630353735147148149150Track can be converted to a standard tuning (R)