1Intro 1=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 2=180CCBDCCS4410CCBDCCSBDS11CCBDCCS12CCSBDCCBDCCBD13CCBDCCS14CCBDCCSBDS15CCBDCCS16CCSBDCCHMTHMTLMTLMTLTLT17VersefHBDfHfHSfH18fHBDfHfHSfH19fHBDfHfHSfH20fHBDfHfHSfH21fHBDfHfHSfH22fHBDfHfHSfH23=180CCBDCCS24CCBDCCSBDS25ChorousCCSBDCCSBD26CCSBDCCSBD27CCSBDCCSBD28CCSBDCCSBDSS29CCSBDoHCCSBDoH30CCSBDoHCCSBDoH31CCSBDoHCCSBDoH32CCSBDoHCCSBDoHSS33=180CCBDCCS34CCBDCCSBDS35CCBDCCS36CCSBDCCBDCCBD37=180CCBDCCS38CCBDCCSBDS39CCBDCCS40CCSBDCCHMTHMTLMTLMTLTLT41VersefHBDfHfHSfH42fHBDfHfHSfH43fHBDfHfHSfH44fHBDfHfHSfH45fHBDfHfHSfH46fHBDfHfHSfH47=180CCBDCCS48CCBDCCSBDS49ChorousCCSBDCCSBD50CCSBDCCSBD51CCSBDCCSBD52CCSBDCCSBDSS53CCSBDoHCCSBDoH54CCSBDoHCCSBDoH55CCSBDoHCCSBDoH56CCSBDoHCCSBDoHSS57BridgeLMTLTLFTHFTBDLMTLTLFTHFTBDLMTLTLFTHFTBD5859LMTLTLFTHFTBDLMTLTLFTHFTBDLMTLTLFTHFTBD6061LMTLTLFTHFTBDLMTLTLFTHFTBDLMTLTLFTHFTBD6263LMTLTLFTHFTBDLMTLTLFTHFTBDLMTLTLFTHFTBDSSSS64HMTHMTLMTLMTLMTLTLTLT65CCBDCCS66CCBDCCS67CCBDCCS68CCBDCCS69Bridge 2SSSHFTHFTHFTSS70SHFTHFTHFTHFTHFTSS71SSSHFTHFTHFTSS72SHFTHFTHFTHFTHFTSS73SSSHFTHFTHFTSS74SHFTHFTHFTHFTHFTSS75SSSHFTHFTHFTSS76SHFTHFTHFTBDBDS77CCSBDCCSBDCCSBDBDCCSBDBD784xCCSBDCCSBDCCSBDBDCCSBDBD79ChorousCCSBDCCSBD80CCSBDCCSBD81CCSBDCCSBD82CCSBDCCSBDSS83CCSBDoHCCSBDoH84CCSBDoHCCSBDoH85CCSBDoHCCSBDoH86CCSBDoHCCSBDoHSS87Outro=180CCBDCCS88CCBDCCSBDS89CCBDCCS90CCSBDCCBDCCBD91=180CCBDCCS92CCBDCCSBDS93CCBDCCS94CCSBDCCBDCCBD95=180CCBDCCS96CCBDCCSBDS97CCBDCCS98CCSBDCCBDCCBD99=180CCBDCCS100CCBDCCSBDS101=180SSSSS102S