======================== unified (from filesystem) ========================
                                         'bitrate'  '217.6'
                                        'duration'  '284'
                                          'artist'  'Polygon Window'
                                     'text_people'  ''
                                         'release'  'Surfing on Sine Waves'
                                           'title'  'Portreath Harbour'
                                           'quals'  ("['q-grit-2', 'q-busy-3', 'q-other-2', 'q-unu-2', 'q-syn-3', 'q-jzfks-1', "
 "'q-drums-4', 'q-vocals-1', 'q-chart-2', 'q-bass-3', 'q-mixbeat-2', "
 "'q-piano-1', 'q-play-3', 'q-hhrnbtt-1', 'q-oldst-3', 'q-hap-2', "
 "'q-localness-1']")
                             'musicbrainz_albumid'  'cb2956df-ed21-4061-9ec2-700d667bef04'
                       'musicbrainz_albumartistid'  'aaa78ce4-e4fe-43b6-abe1-733dc83f8eb1'
                            'musicbrainz_artistid'  'aaa78ce4-e4fe-43b6-abe1-733dc83f8eb1'
                             'musicbrainz_trackid'  '7f190fd8-c031-46a4-a315-a52aec1855d4'
                                     'tracknumber'  '9'
                                      'tracktotal'  '11'
                                            'date'  '1992'
                                        'comments'  ''
                                           'genre'  'electronic-experimental;electronic'
                                             'bpm'  '116.9'
                                             'key'  '6B'
                                        'acoustid'  'd808d8db-a77f-4d7a-a9cd-6dae32fd147a'
rest: ''

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

'acoustid_id'                                       'd808d8db-a77f-4d7a-a9cd-6dae32fd147a'
'album'                                             'Surfing on Sine Waves'
'albumartist'                                       'Polygon Window'
'albumartistsort'                                   'Polygon Window'
'artist'                                            'Polygon Window'
'artists'                                           'Polygon Window'
'artistsort'                                        'Polygon Window'
'bpm'                                               '116.9'
'catalognumber'                                     'WARPCDD7'
'date'                                              '1993'
'discnumber'                                        '1'
'disctotal'                                         '1'
'genre'                                             ['electronic-experimental', 'electronic']
'key'                                               '6B'
'label'                                             'Warp'
'media'                                             'Digital Media'
'metadata_block_picture'                            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'
'musicbrainz_albumartistid'                         'aaa78ce4-e4fe-43b6-abe1-733dc83f8eb1'
'musicbrainz_albumid'                               'cb2956df-ed21-4061-9ec2-700d667bef04'
'musicbrainz_artistid'                              'aaa78ce4-e4fe-43b6-abe1-733dc83f8eb1'
'musicbrainz_releasegroupid'                        '0afb7bd6-33a9-3a01-8765-f1de0a1f0972'
'musicbrainz_releasetrackid'                        'e2946ea2-1f44-4a28-a42f-642ce5ca00ef'
'musicbrainz_trackid'                               '7f190fd8-c031-46a4-a315-a52aec1855d4'
'originaldate'                                      '1992'
'originalyear'                                      '1992'
'q-bass'                                            '3'
'q-busy'                                            '3'
'q-chart'                                           '2'
'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'                                             '3'
'q-unu'                                             '2'
'q-vocals'                                          '1'
'releasecountry'                                    'XW'
'releasestatus'                                     'official'
'releasetype'                                       'album'
'replaygain_album_gain'                             '-1.72 dB'
'replaygain_album_peak'                             '1.004800'
'replaygain_track_gain'                             '-1.79 dB'
'replaygain_track_peak'                             '0.798808'
'script'                                            'Latn'
'title'                                             'Portreath Harbour'
'tracknumber'                                       '9'
'tracktotal'                                        '11'

========================== row from database ==========================
                                              'id'  1495761
                                            'path'  /data/Music/Bulk/00exnnpjpsprgttidm/Surfing On Sine Waves (1993)/09 - Portreath Harbour.ogg
                                         'working'  None
                                         'bitrate'  217
                                    'duration_sec'  284
                                           'genre'  electronic-experimental;electronic
                                        'filesize'  7071938
                                           'mtime'  1636920504
                                   'redo_metaread'  0
                                        'rest_str'   00exnnpjpsprgttidm On (1993) 09 electronic experimental;electronic
                                      'tag_artist'  Polygon Window
                                     'tag_release'  Surfing on Sine Waves
                                       'tag_title'  Portreath Harbour
                                             'bpm'  116.9
                                    'search_title'  'harbour':2 'portreath':1
                                   'search_artist'  'polygon':1 'window':2
                                  'search_release'  'on':2 'sine':3 'surfing':1 'waves':4
                                     'search_rest'  '1993':2,3 'electronic':4,6,8 'experimental':5,7 'on':1
                                    'search_combo'  '1993':10,11 'electronic':12,14,16 'experimental':13,15 'harbour':2A 'on':6C,9 'polygon':3B 'portreath':1A 'sine':7C 'surfing':5C 'waves':8C 'window':4B
                                    'tag_tracknum'  9
                                      'num_images'  0
                                             'key'  6B
                                           'quals'  ['q-mixbeat-2', 'q-chart-2', 'q-other-2', 'q-oldst-3', 'q-grit-2', 'q-hap-2', 'q-drums-4', 'q-busy-3', 'q-localness-1', 'q-jzfks-1', 'q-hhrnbtt-1', 'q-syn-3', 'q-piano-1', 'q-play-3', 'q-bass-3', 'q-vocals-1', 'q-unu-2']
                                      'lastfmtags'  []
                                        'tag_date'  1992
                                     'discogstags'  []

============================== file details ==============================
                                           'mtime'  1636920503.7269213  (2021-11-14 21:08:23)
                             'size'  7071938