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to excuse me, I'm not at my best\n[01:03.770] I've been gone for a week\n[01:05.590] I've been drunk since I left\n[01:07.330] And these so-called vacations\n[01:09.530] Will soon be my death\n[01:11.180] I'm so sick from the drink\n[01:12.760] I need home for a rest\n[01:14.620] Take me home...\n[01:16.100] \n[01:22.770] Euston Station the train journey North\n[01:26.220] In the buffet car we lurched back and forth\n[01:29.360] Past old crooked dykes through Yorkshire's green fields\n[01:32.800] We were flung into dance as the train jigged and reeled\n[01:36.870] You'll have to excuse me, I'm not at my best\n[01:40.030] I've been gone for a week\n[01:41.760] I've been drunk since I left\n[01:43.360] And these so-called vacations\n[01:45.510] Will soon be my death\n[01:47.490] I'm so sick from the drink\n[01:49.130] I need home for a rest\n[01:50.720] Take me home...\n[01:52.160] \n[02:07.370] By the light of the moon, she'd drift through the streets\n[02:11.320] A rare old perfume, so seductive and sweet\n[02:14.830] She'd tease us and flirt, as the pubs all closed down\n[02:18.650] Then walk us on home and deny us a round\n[02:22.140] You'll have to excuse me, I'm not at my best\n[02:25.390] I've been gone for a month\n[02:26.990] I've been drunk since I left\n[02:28.890] And these so-called vacations\n[02:30.960] Will soon be my death\n[02:32.760] I'm so sick from the drink\n[02:34.330] I need home for a rest\n[02:36.040] Take me home...\n[02:37.390] \n[02:43.940] The gas heater's empty, it's damp as a tomb\n[02:47.320] The spirits we drank now ghosts in the room\n[02:50.970] I'm knackered again, come on sleep take me soon\n[02:54.380] And don't lift up my head 'til the the twelve bells at noon\n[02:58.200] You'll have to excuse me, I'm not at my best\n[03:01.540] I've been gone for a month\n[03:03.500] I've been drunk since I left\n[03:05.370] And these so-called vacations\n[03:07.360] Will soon be my death\n[03:08.870] I'm so sick from the drink\n[03:10.870] I need home for a rest\n[03:12.530] Take me home...\n[04:26.400] ", "notes": [], "metadata": { "source": "manual", "lastModified": 1774713933378, "dataVersion": "1.0.0" } }, "notation": { "files": [ { "id": "notation-1773772027529-xv5e0qy", "data": 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