======================== unified (from filesystem) ========================
                                         'bitrate'  '217.6'
                                        'duration'  '154'
                                          'artist'  'Mark Lanegan'
                                     'text_people'  ''
                                         'release'  "I'll Take Care of You"
                                           'title'  'Together Again'
                                           'quals'  ("['q-grit-2', 'q-busy-3', 'q-other-4', 'q-unu-1', 'q-syn-2', 'q-jzfks-1', "
 "'q-drums-2', 'q-vocals-3', 'q-bass-2', 'q-chart-3', 'q-mixbeat-2', "
 "'q-piano-1', 'q-play-2', 'q-hhrnbtt-1', 'q-oldst-3', 'q-hap-2', "
 "'q-localness-1']")
                                      'lastfmtags'  "['singer-songwriter', 'rock', 'grunge', 'alternative', 'blues']"
                             'musicbrainz_albumid'  '68675c88-8a22-3c3f-8225-9f87c6abe0ab'
                       'musicbrainz_albumartistid'  'a9126556-f555-4920-9617-6e013f8228a7'
                            'musicbrainz_artistid'  'a9126556-f555-4920-9617-6e013f8228a7'
                             'musicbrainz_trackid'  '08bd0c05-fa73-4ff4-b069-1ffe76eb851c'
                                     'tracknumber'  '9'
                                      'tracktotal'  '11'
                                            'date'  '1999'
                                        'comments'  ''
                                           'genre'  'ifs-songwriter'
                                             'bpm'  '128'
                                             'key'  '9B'
                                        'acoustid'  '9e2e1eb7-a9cd-4d7b-bff3-45aa09e614e1'
rest: ''

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

'acoustid_id'                                       '9e2e1eb7-a9cd-4d7b-bff3-45aa09e614e1'
'album'                                             "I'll Take Care of You"
'albumartist'                                       'Mark Lanegan'
'albumartistsort'                                   'Lanegan, Mark'
'artist'                                            'Mark Lanegan'
'artists'                                           'Mark Lanegan'
'artistsort'                                        'Lanegan, Mark'
'barcode'                                           '607618021528'
'bpm'                                               '128'
'catalognumber'                                     'BBQCD 215'
'comment'                                           'Sub Pop'
'composer'                                          'None'
'date'                                              '1999'
'discnumber'                                        '1'
'disctotal'                                         '1'
'dynamic range (dr)'                                '9'
'dynamic range (r128)'                              '3.3341999053955078'
'genre'                                             'ifs-songwriter'
'hdcd'                                              '0'
'isrc'                                              'USSUB1544509'
'key'                                               '9B'
'label'                                             'Beggars Banquet'
'lastfmtags'                                        ['singer-songwriter', 'rock', 'grunge', 'alternative', 'blues']
'media'                                             'CD'
'metadata_block_picture'                            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'
'musicbrainz_albumartistid'                         'a9126556-f555-4920-9617-6e013f8228a7'
'musicbrainz_albumid'                               '68675c88-8a22-3c3f-8225-9f87c6abe0ab'
'musicbrainz_artistid'                              'a9126556-f555-4920-9617-6e013f8228a7'
'musicbrainz_releasegroupid'                        'cba42bd5-7ad0-3e36-9438-423d07bdae12'
'musicbrainz_releasetrackid'                        '38e946ba-c7f6-3898-b6c5-a836ae0c8cf4'
'musicbrainz_trackid'                               '08bd0c05-fa73-4ff4-b069-1ffe76eb851c'
'organization'                                      'Sub Pop'
'originaldate'                                      '1999-09-21'
'originalyear'                                      '1999'
'peak level (r128)'                                 '+0.0 dBTP; +0.0 Izquierda; -0.0 Derecha'
'peak level (sample)'                               '-0.2 dB; -0.2 Izquierda; -0.2 Derecha'
'performer'                                         'Mark Lanegan'
'q-bass'                                            '2'
'q-busy'                                            '3'
'q-chart'                                           '3'
'q-drums'                                           '2'
'q-grit'                                            '2'
'q-hap'                                             '2'
'q-hhrnbtt'                                         '1'
'q-jzfks'                                           '1'
'q-localness'                                       '1'
'q-mixbeat'                                         '2'
'q-oldst'                                           '3'
'q-other'                                           '4'
'q-piano'                                           '1'
'q-play'                                            '2'
'q-syn'                                             '2'
'q-unu'                                             '1'
'q-vocals'                                          '3'
'releasecountry'                                    'GB'
'releasestatus'                                     'official'
'releasetype'                                       'album'
'replaygain_track_gain'                             '-6.80 dB'
'replaygain_track_peak'                             '1.026098'
'script'                                            'Latn'
'title'                                             'Together Again'
'tool name'                                         'Media Center'
'tracknumber'                                       '9'
'tracktotal'                                        '11'
'upc'                                               '0098787044584'
'volume level (r128)'                               '-11.7920703887939453'
'volume level (replaygain)'                         '-6.7920699119567871'
'waveform'                                          '0.1051;0.1165;0.1166;0.1537;0.1427;0.1166;0.1602;0.1145;0.0985;0.142;0.1514;0.1134;0.1261;0.1777;0.1357;0.1328;0.1462;0.1543;0.1524;0.138;0.1483;0.1283;0.2138;0.231;0.1884;0.1998;0.1739;0.1688;0.1294;0.1356;0.1562;0.1535;0.1267;0.1762;0.1763;0.1901;0.1594;0.1827;0.1647;0.1757;0.1613;0.1318;0.1427;0.1405;0.1156;0.1519;0.2637;0.2661;0.2143;0.2086;0.1648;0.1558;0.1551;0.1428;0.1297;0.1425;0.1293;0.1094;0.2052;0.189;0.186;0.1907;0.1566;0.1381;0.1219;0.1308;0.125;0.1644;0.1469;0.1195;0.1157;0.1761;0.1896;0.1609;0.2358;0.1836;0.1796;0.1494;0.1252;0.1526;0.1723;0.1414;0.1358;0.2018;0.2189;0.1806;0.1646;0.1448;0.1587;0.1456;0.1359;0.1407;0.1571;0.1373;0.1075;0.1699;0.2009;0.1867;0.1657;0.1796;0.1627;0.1554;0.1481;0.1345;0.1395;0.1539;0.1246;0.142;0.1577;0.1363;0.1488;0.152;0.1121;0.1364;0.1359;0.1343;0.1558;0.1727;0.1298;0.1258;0.1325;0.1277;0.1511;0.1619;0.1698;0.1329;0.1516;0.1817;0.1522;0.1652;0.174;0.1493;0.1667;0.1876;0.1613;0.1236;0.1843;0.1477;0.1559;0.1807;0.187;0.1603;0.1621;0.1684;0.1924;0.1633;0.1693;0.1656;0.1618;0.1374;0.1786;0.1552;0.1548;0.1636;0.1862;0.1491;0.1476;0.179;0.1567;0.1713;0.1597;0.1617;0.1466;0.1648;0.1741;0.1563;0.1811;0.1818;0.1667;0.1664;0.2407;0.242;0.2072;0.2209;0.1789;0.1553;0.1715;0.1543;0.1444;0.1752;0.1378;0.1393;0.198;0.2031;0.1753;0.1865;0.148;0.1671;0.1583;0.1393;0.1399;0.1689;0.1407;0.1092;0.1958;0.2354;0.1961;0.2071;0.1695;0.1586;0.1526;0.1735;0.1361;0.1368;0.1403;0.119;0.1735;0.1738;0.1706;0.1552;0.1779;0.1406;0.1411;0.1426;0.1306;0.1581;0.1586;0.1373;0.1559;0.2234;0.2594;0.2204;0.2242;0.1732;0.1856;0.1779;0.1456;0.1372;0.1454;0.1294;0.1058;0.1826;0.2252;0.1987;0.173;0.1744;0.1654;0.1801;0.1458;0.1475;0.1849;0.1541;0.1145;0.1861;0.1994;0.2078;0.1764;0.2042;0.1629;0.1601;0.148;0.1332;0.1393;0.1494;0.1265;0.1398;0.1841;0.1632;0.1363;0.1652;0.1282;0.1301;0.1518;0.1511;0.1343;0.1617;0.1262;0.1523;0.1786;0.2036;0.2215;0.1971;0.1538;0.1764;0.1527;0.1478;0.1538;0.1594;0.1463;0.143;0.1533;0.1745;0.1886;0.1716;0.1609;0.1462;0.141;0.1738;0.1422;0.15;0.1932;0.1504;0.1359;0.1228;0.0912;0.0857;0.066;0.0621;0.0329;0.0388;0.0098;0.0027;0.0007;0.0001;0;0;0;0;0'

========================== row from database ==========================
                                              'id'  1524315
                                            'path'  /data/Music/Bulk/00poprockelectronic/I_ll Take Care of You (2015)/09. Together Again.ogg
                                         'working'  None
                                         'bitrate'  217
                                    'duration_sec'  154
                                           'genre'  ifs-songwriter
                                        'filesize'  3496671
                                           'mtime'  1623435664
                                   'redo_metaread'  0
                                        'rest_str'   00poprockelectronic I_ll (2015) 09. ifs songwriter
                                      'tag_artist'  Mark Lanegan
                                     'tag_release'  I'll Take Care of You
                                       'tag_title'  Together Again
                                             'bpm'  128.0
                                    'search_title'  'again':2 'together':1
                                   'search_artist'  'lanegan':2 'mark':1
                                  'search_release'  'care':5 'i':1 'ill':3 'll':2 'of':6 'take':4 'you':7
                                     'search_rest'  '00poprockelectronic':1 '09':6,7 '2015':4,5 'i':2 'ifs':8 'll':3 'songwriter':9
                                    'search_combo'  '00poprockelectronic':12 '09':17,18 '2015':15,16 'again':2A 'care':9C 'i':5C,13 'ifs':19 'ill':7C 'lanegan':4B 'll':6C,14 'mark':3B 'of':10C 'songwriter':20 'take':8C 'together':1A 'you':11C
                                    'tag_tracknum'  9
                                      'num_images'  0
                                             'key'  9B
                                           'quals'  ['q-mixbeat-2', 'q-chart-3', 'q-other-4', 'q-oldst-3', 'q-grit-2', 'q-hap-2', 'q-drums-2', 'q-busy-3', 'q-localness-1', 'q-jzfks-1', 'q-hhrnbtt-1', 'q-syn-2', 'q-piano-1', 'q-unu-1', 'q-play-2', 'q-bass-2', 'q-vocals-3']
                                      'lastfmtags'  ['singer-songwriter', 'rock', 'grunge', 'alternative', 'blues']
                                        'tag_date'  1999
                                     'discogstags'  []

============================== file details ==============================
                                           'mtime'  1623435664.4476135  (2021-06-11 20:21:04)
                             'size'  3496671