======================== unified (from filesystem) ========================
                                         'bitrate'  '160.003'
                                        'duration'  '171'
                                          'artist'  'The Cranberries'
                                     'text_people'  'Stephen Street'
                                         'release'  "Everybody Else Is Doing It, So Why Can't We?"
                                           'title'  'How'
                                           'quals'  ("['q-grit-2', 'q-busy-3', 'q-other-2', 'q-syn-2', 'q-unu-1', 'q-jzfks-1', "
 "'q-drums-4', 'q-vocals-3', 'q-chart-4', 'q-bass-4', 'q-mixbeat-2', "
 "'q-piano-1', 'q-play-3', 'q-hhrnbtt-1', 'q-oldst-3', 'q-hap-2', "
 "'q-localness-1']")
                                      'lastfmtags'  "['alternative rock', 'alternative', 'female vocalists', 'irish', 'rock']"
                                     'discogstags'  "['rock', 'alternative rock']"
                             'musicbrainz_albumid'  '5027af30-3eec-3101-aec3-a70a27443573'
                       'musicbrainz_albumartistid'  'c98d40fd-f6cf-4b26-883e-eaa515ee2851'
                            'musicbrainz_artistid'  'c98d40fd-f6cf-4b26-883e-eaa515ee2851'
                             'musicbrainz_trackid'  'ee572427-c7a6-484b-8285-e58dc1da7fa9'
                                     'tracknumber'  '11'
                                      'tracktotal'  '12'
                                            'date'  '1993'
                                        'comments'  ''
                                           'genre'  'rock-pop'
                                             'bpm'  '107'
                                             'key'  '4A'
                                        'acoustid'  '4a51d947-121a-4258-bae5-cf58e9aca6cc'
rest: ''

======================== rawer (from filesystem) ========================

'acoustid_id'                                       '4a51d947-121a-4258-bae5-cf58e9aca6cc'
'album'                                             "Everybody Else Is Doing It, So Why Can't We?"
'albumartist'                                       'The Cranberries'
'albumartistsort'                                   'Cranberries, The'
'analysis'                                          ['MusicMagic '
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 'MusicMagic '
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'artist'                                            'The Cranberries'
'artists'                                           'The Cranberries'
'artistsort'                                        'Cranberries, The'
'bpm'                                               '107'
'catalognumber'                                     '514 156-4'
'composer'                                          "Dolores O'Riordan"
'composersort'                                      "O'Riordan, Dolores"
'date'                                              '1993-03-02'
'discnumber'                                        '1'
'discogstags'                                       ['rock', 'alternative rock']
'disctotal'                                         '1'
'engineer'                                          ['Aiden McGovern', 'Stephen Street']
'fingerprint'                                       ['MusicMagic '
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 'MusicMagic '
 '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']
'fmps_rating'                                       '0.6'
'foosic id'                                         ['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',
 '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']
'genre'                                             'rock-pop'
'isrc'                                              'USIR29300089'
'key'                                               '4A'
'label'                                             'Island'
'lastfmtags'                                        ['alternative rock', 'alternative', 'female vocalists', 'irish', 'rock']
'media'                                             'Cassette'
'metadata_block_picture'                            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'
'mood'                                              ['Relaxed',
 'Not party',
 'Not acoustic',
 'Not sad',
 'Not aggressive',
 'Electronic',
 'Not happy']
'musicbrainz_albumartistid'                         'c98d40fd-f6cf-4b26-883e-eaa515ee2851'
'musicbrainz_albumid'                               '5027af30-3eec-3101-aec3-a70a27443573'
'musicbrainz_artistid'                              'c98d40fd-f6cf-4b26-883e-eaa515ee2851'
'musicbrainz_releasegroupid'                        'e6b486b3-68e7-331c-a078-94fd71d61877'
'musicbrainz_releasetrackid'                        '076be80a-07bb-3df4-8576-229c036d3be2'
'musicbrainz_trackid'                               'ee572427-c7a6-484b-8285-e58dc1da7fa9'
'originaldate'                                      '1993-03-01'
'originalyear'                                      '1993'
'performer'                                         ["Dolores O'Riordan (vocals)",
 "Dolores O'Riordan (acoustic guitar)",
 'Mike Hogan (bass guitar)',
 'Noel Hogan (guitar)',
 'Noel Hogan (background vocals)',
 'Fergal Lawler (membranophone and percussion)']
'producer'                                          'Stephen Street'
'q-bass'                                            '4'
'q-busy'                                            '3'
'q-chart'                                           '4'
'q-drums'                                           '4'
'q-grit'                                            '2'
'q-hap'                                             '2'
'q-hhrnbtt'                                         '1'
'q-jzfks'                                           '1'
'q-localness'                                       '1'
'q-mixbeat'                                         '2'
'q-oldst'                                           '3'
'q-other'                                           '2'
'q-piano'                                           '1'
'q-play'                                            '3'
'q-syn'                                             '2'
'q-unu'                                             '1'
'q-vocals'                                          '3'
'rating'                                            ['153', '153']
'releasecountry'                                    'US'
'releasestatus'                                     'official'
'releasetype'                                       'album'
'replaygain_track_gain'                             '-3.21 dB'
'replaygain_track_peak'                             '0.928403'
'script'                                            'Latn'
'title'                                             'How'
'tracknumber'                                       '11'
'tracktotal'                                        '12'

========================== row from database ==========================
                                              'id'  1525953
                                            'path'  /data/Music/Bulk/00poprockelectronic-poprock-indierock/The Cranberries/Everybody Else Is Doing It, So Why Can_t We/The Cranberries@Everybody Else Is Doing It, So Why Can_t We @1993@11@The Cranberries@How.ogg
                                         'working'  None
                                         'bitrate'  160
                                    'duration_sec'  171
                                           'genre'  rock-pop
                                        'filesize'  3352923
                                           'mtime'  1678463626
                                   'redo_metaread'  0
                                        'rest_str'   00poprockelectronic poprock indierock Can_t Cranberries@Everybody Can_t @1993@11@The Cranberries@How rock pop
                                      'tag_artist'  The Cranberries
                                     'tag_release'  Everybody Else Is Doing It, So Why Can't We?
                                       'tag_title'  How
                                             'bpm'  107.0
                                    'search_title'  'how':1
                                   'search_artist'  'cranberries':2 'the':1
                                  'search_release'  'can':9 'cant':11 'doing':4 'else':2 'everybody':1 'is':3 'it':5,6 'so':7 't':10 'we':12 'why':8
                                     'search_rest'  '00poprockelectronic':1 '11':9 '1993':8 'can':4 'cranberries':6,11 'everybody':7 'how':12 'indierock':3 'pop':14 'poprock':2 'rock':13 't':5 'the':10
                                    'search_combo'  '00poprockelectronic':16 '11':24 '1993':23 'can':12C,19 'cant':14C 'cranberries':3B,21,26 'doing':7C 'else':5C 'everybody':4C,22 'how':1A,27 'indierock':18 'is':6C 'it':8C,9C 'pop':29 'poprock':17 'rock':28 'so':10C 't':13C,20 'the':2B,25 'we':15C 'why':11C
                                    'tag_tracknum'  11
                                      'num_images'  0
                                             'key'  4A
                                           'quals'  ['q-hhrnbtt-1', 'q-grit-2', 'q-play-3', 'q-bass-4', 'q-other-2', 'q-piano-1', 'q-mixbeat-2', 'q-jzfks-1', 'q-drums-4', 'q-chart-4', 'q-vocals-3', 'q-syn-2', 'q-oldst-3', 'q-busy-3', 'q-unu-1', 'q-localness-1', 'q-hap-2']
                                      'lastfmtags'  ['alternative rock', 'alternative', 'female vocalists', 'irish', 'rock']
                                        'tag_date'  1993
                                     'discogstags'  ['rock', 'alternative rock']

============================== file details ==============================
                                           'mtime'  1678463625.8719957  (2023-03-10 16:53:45)
                             'size'  3352923