1intro=110CC1BDSSSS442CC2BDCC2BDRCLMTLMTBDBDcCS3CC1BDcCcCcCcC4CC2BDcCcCSSSSSSCBDBDCC2BDBD5CC2BDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDS6RCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDS7CC2BDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDS8RCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSRCBDSSSSSSSCBDBDCC2BDBD9verseCC1BDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDS10oHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDS11oHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDS12oHBDSoHBDSoHBDSoHBDSoHBDSoHBDSSSSS13pre 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-introCC2BDCC2BDCC2BD(CC2)SoHBDfHoHBDfH78CC2BDSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCS79CC1BDSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCS80RCBDRCSRCBDRCSRCBDRCSSCC2BDBDCC1SSSLMTLMTLT81verseCC1BDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDS82oHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDS83oHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDSoHBDS84oHBDSoHBDSoHBDSoHBDSLMTLMTLMTLMTLMTSSSS85CC2BDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDS86rbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDS87CC2BDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDS88rbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSrbBDSSSSSSSCBDBDCC2BDBD89pre chorusCC1BDSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCS90RCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCS91CC1BDSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCSRCBDRCS92RCBDRCSRCBDRCSRCBDRCSSCC2BDBDCC1SSSLMTLMTLT93chorusCC1BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD94CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD95CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD96CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD97CC1BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD98CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD99CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD100CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD101CC1BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD102CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD103CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD104CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD105CC1BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD106CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD107CC2BDBDBDBDCC2BDBDBDBDCC2SBDBDBDBDCC2BDBDBDBD108CC2SBDBDBDBDCC2SBDBDBDBDCC2SBDBDSBDBDSSSS109outroCC1BD110111112113114115116117118119120121122123124125126127128