======================== unified (from filesystem) ========================
                                         'bitrate'  '217.6'
                                        'duration'  '232'
                                          'artist'  'Theo Croker'
                                     'text_people'  ''
                                         'release'  'Escape Velocity'
                                           'title'  'Transcend'
                                           'quals'  ("['q-bass-4', 'q-vocals-2', 'q-play-2', 'q-unu-1', 'q-busy-3', 'q-piano-1', "
 "'q-jzfks-2', 'q-oldst-3', 'q-chart-2', 'q-grit-2', 'q-hhrnbtt-1', "
 "'q-drums-3', 'q-other-3', 'q-mixbeat-1', 'q-hap-3', 'q-syn-1', "
 "'q-localness-2']")
                                      'lastfmtags'  ("['american', 'jazz', 'trumpet', 'sun and moon and stars and outer space', "
 "'usa']")
                                     'discogstags'  "['jazz']"
                             'musicbrainz_albumid'  '7adda684-0c8b-4959-b528-7d896bd59adf'
                       'musicbrainz_albumartistid'  '2c7bc024-3d96-4051-b0ec-b65229df1419'
                            'musicbrainz_artistid'  '2c7bc024-3d96-4051-b0ec-b65229df1419'
                             'musicbrainz_trackid'  '98ad2c1e-c885-41eb-a509-be6c5158396d'
                                     'tracknumber'  '2'
                                      'tracktotal'  '15'
                                            'date'  '2016'
                                        'comments'  ''
                                           'genre'  'prerock-jb-jazz-newer-nu'
                                             'bpm'  '95'
                                             'key'  '3A'
                                        'acoustid'  '74c9092e-0c23-412a-bb80-71e451a19452'
rest: ''

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

'acoustid_id'                                       '74c9092e-0c23-412a-bb80-71e451a19452'
'album'                                             'Escape Velocity'
'albumartist'                                       'Theo Croker'
'albumartistsort'                                   'Croker, Theo'
'artist'                                            'Theo Croker'
'artists'                                           'Theo Croker'
'artistsort'                                        'Croker, Theo'
'asin'                                              'B01CH9VJOC'
'bpm'                                               '95'
'date'                                              '2016-05-06'
'discnumber'                                        '1'
'discogstags'                                       'jazz'
'disctotal'                                         '1'
'encoder'                                           'FLAC 1.3.1'
'genre'                                             'prerock-jb-jazz-newer-nu'
'key'                                               '3A'
'label'                                             'DDB Productions'
'language'                                          'English'
'lastfmtags'                                        ['american', 'jazz', 'trumpet', 'sun and moon and stars and outer space', 'usa']
'media'                                             'Digital Media'
'metadata_block_picture'                            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2tYWxi3VnNYXUttcxPBcQuUkikGGRgcEEdjUea+nJfjf8I/itHHL488LS6fq4UCS9tEYhsf7cZDkezA496LTx38AfAEn2/Q9Bu9e1FMGLz45HCnt/riFH1Ck1vHEaWURWJv2fPCA+Dvg7W/id4oQ2W60MOn2so2u6sQc49XYKo46ZPQ18v6hez6pqN3f3Lb7i6leaVvVmJJP5k133xe+N2u/GDUY3v9llpduc22mwHMcZ6bmPVmwcZP4AZNedseMVi6evtJ7jT6DevSlVMH1oRealUc1tSo87UmJsAtPoFCkEHAJ2jJIHTnH9a9mMY00ruxne4UZxQzAD2zjNICDWvPG/KmKwE4pTC821d0cKsCd0sgHHHbr39OaimfhlHOOuO1JdzG9liCqwCoI1X7x9hwBmvCx2Kkr0qb9TWK6sW3hRDOs0nlShD5Y27g59PxB4P459YfIfzfLf924O0h+MH0Pp6V0Xh/wVLqcMtzeO1pbQjLA4DsM4OM+noMn2710N7r2haJGttauZZLdw+/YwZzy20nvzgHPvkevhRjde9ojRuxy2p+FLiFDLbSi+RQN4jO5oz0CEeo/pWfbRzWV0sc8U8RbICqCHzgqCBxnk/wBK6W68bX2sauF06OKJpW+XzI1yoGDjnIwMHn3NVLuS+tNTjRHhNxLLuLLFl42OGIIIxwGPTjr3JpxhC7lF7Bd9jHkt7jTJEngkkLxgl2VCPKO5l2nscge45x2Nb0tq2saRHqLTGRwf9ImY5IbGBxwTwoHTAx15GdDUbGUXkNpLEqT+W7S+SSsLHBDKec9SuTzyT68VNDMOjC1tJpJfKv3UXlvIoKIuCA45ByuSemOD1rpw05UKynHbqRNc0bHPzx+U7LnODwR3HY1Fir+p6ellqctolxHIARtYEnOQCO3uKpsm2QoSAQcE9q+u9pCorxdzBaaMjakp7LgDpzTcVhKOpaY0ilqWWBoGCuMHGaRIzISFGSBnHc1PItxc2lyOinsu1mHBxxkdKZUuKRSYUmMA0tITUMY2mMdx9qeeeKQLiuGacnboNCUhOKccUhrOSGMooNFcjGFFJuAOKCwBqOeK6hYWim7x70oOaSnGTsmFhaKM4pAc5qrq9gFoooqgCiiigAooooAKKKcBkVUVcBydKevFMXingYr06OiJY7PFOhhkuJUjiRpJHOFRBkk+gFMr6o+FPhjQfgH8M4viR4pthd69fKP7Ms2+8gcZRVB4DMBuLY+VeB3B2qVOVeZJ5l4Y/ZZ+IfiezS6GlR6XC4DJ/aUwhdgf9jlh+IFJ4o/Za+Ifhe0e6bSU1OFAWc6bKJmUf7nDH8AaoeNf2ivHfjW+mlk1250u0Zsx2WmyGBIx2GVwzfVif6Uzwb+0R488F30U0Wv3Wo2ytmS01GQzxyDuMtll+qkGsf3tr6DMfwP8JfEvxHa9TQrSG5ms2CzwS3McUiZ77WIOM8Z9eK6iT9lX4mIpI0BHwM4W8hz/AOh13fxM+IfhTxT4etPiH4T1hfCvj+EBLqwhk2SzqTtcHjDEZyD3UcjIFeXR/tD/ABHjYMPF2oZHqyn+YrmcqlR3Wgzk/FPg7W/BOo/Ydd0u50u6xlUnTAceqt0Ye4JrGPtX154V8QN+018EPEWn+IYYZvEuiKZYLxECFm2Fo5MAYUttZWA4I5x6cd8A/BGheDfBF98VfF0KXVpbFl0y0YA75FYruAPBYuNq54GGPbg9paLutQscJ4N/Zs8feNbRLq20j7BaOMpNqTiDePUKfmI98YrV179kr4iaJaNcR2FrqiryUsLgM/4KwUn8M1kfEL9ojxn4/wBQkkOqXGj6fuzFYafKYlQf7TDDOfc/kKxPDPxk8aeEr1LjT/Ed/wAEEw3ExmicehR8j+tH7x66BocleWVxp11JbXcEtrcRHbJDMhR0PoQeQa6bSPhZ4k13wXqHiuzs0k0SwLiedpkUrtALYUnJ+8O1fQWsW+j/ALVnw2vdasbGLT/iBosYE0cR/wBeo5C+rKwDbc8qwx0PNT4Uc/sgeN/rdf8AoEdYVK7UbJalJHyw0n512ngP4PeKfiRaXt3ouniazs8edczyrDEuQTgMxAOAMnHTjPUUnwj+FmpfFnxdDpNkDHAuJLq7K5WCLOCx9+wHc/jXsn7QHxR03wfoEfwt8EMINNs08nUrmM5Mh7xbu5J5c+vy9iKiHPN6/wDDA9DzTwp+z5428a6OuqaNp0F5YNI8STLdxKGKMVbGWHGR171sf8Mn/Ev/AKAkP/gbD/8AFV6X4d1/UfDP7GDajpV5Np99FdnZcW7bXXN2FOD7gkfjXhR+OPj7/ob9X/8AApq6eeWtmhWNC4/Z+8a2vim38OS6fbxavcWpu4YHvYR5kYbadp3cnIPHXAJrV/4ZR+Ji8/2FE30vYf8A4quA1Dx54j1rWrPV77W7661OzwLe6kmYyRYORtPbkmuqX9oT4jr08X6j/wB9D/CpjCtVfMhaIw/Gfww8UfDuSMeINGuNOSUlY5mAaJz6B1JUn2zmuaUV9cfAD4o3XxysNa8BeOdmrCW0aaK7aMK5UEBgdoA3KWUqw54PWvlnxHo7+HvEOqaU7b3sbqW1ZvUo5Un9K9bDXTcJrVEModqbHeNaOQY1uIG+9E5OD+RH+fpRk00Lk5xWuKo/WIqC3FF2NWBbe8vrg2DotmI2C2t65UruyoweckEg8etVtV0l7CdFaSMoQqMUYYVsYyevBwT+BqlNbZQuFI4zn9KfLYzW0EV/AHW2lLojnkjGAc8Y53V85XpVcLLlfXsaK0tUOOg3ovIrdoWWWVgAfvAdeuM+hP0Ga9K0nQrPwXYW17dMFvvI+0Ro6AOVJ4LLzlOhz9OoptiR4Z0aCO9im1HUL23E4t3BJiAUBTyAB6k+nfJrhbCw1DxPrUkVnKs8yr9oy5O0YAzgY6DgYx0ArBJRXM+pWr0Q/wAVeNL7xR5Mc+1IozvCKAPmOfT0ycVjw6ZcTLORGwWAZkJU/L9eOOnetQeHr/SptPu5LBrq3ugTHEjFi4wcoSvIbH+etdNbvpl74g1KVvs1vFO8cP8AZwjCYA2jjkc5UgqME9ehqY0+d3kJy5VocXoICaxalo/NG/AXGee35da0fHE27WGjDnKpGHQbduQgAOV4JI5J689avaOYV1VYbKMSpb3/AJ32ksQXjwdoOOgGDk5/i70fE1Y5vEsssUZgIRFeJi5O7HJXd/D6Y49OKznC0bRRad9TFj8QXLxQJLKc2+XilJLMGyCvUkfw4H1rs7vV7HxL4MjS4s5J9Vhi2Jcr82XJ6YGCD04C/iRXIaTZ21xZtJOJwFLBzEgYEbflwCeuT2zjjp1rOWSfS9R3RSmOeCT5ZEyCCD1FF3GKb1uCdyaC5/s65nhZS0TBomIG18Ejn9Bwfcd66x9ItPEMcH9nRbNSmKKtpEvyAMqgFv7vGWznGc10lx4J/wCEv0cauNPaO6jixMFyCCvBBUZOcg84GSc1wNpcy+GriJ9jwMHbzVRgWKjI2sDx1yPz7iuijKrTbnTe35EyS0TC90a5sriS3mR1uIpTC6nkAjj8utMjsFkhdmcw7FBKuBkn9OPT8a7mbS4dY0ObWYzDLKf9QIWCs5JOQUB+XhCckd+ua52aEKrRvktnDIw4GP619LQxUa8brdHm1pTpNJmXLblpJCjIqqSoLMevU/Xvx9aqvCzqSyqqgZMijg+wxxVmYGWXEZ2uzng9AQOf/wBeM0l0qqQzMgZeCC2847cH8evrWktLIqMmrIz3XaxGDwccjBpG3DKnI55HvSyOC2Rj/gI4FMd2dizdScmsJzSOtATimFielRsSxxnipF4GK891XVdtkXYFG360tGM0VaVtEID0phpzdaa3SsZspDaM4opjZJxXn1J8iuNK409TRTsBevNKoB5ArhVJydr6l3GUE5NSbR6Uwrg4pSpTgvUadxMZpyrnrkUKMMRT62pUU9ZEtgOKKKK7SQopGJ6CkUknBrN1Epco7DqKKK1EFKDSUU07O4EinmpKiSpR1r1KGqJZNZW4u7yCAv5YlkVN+M7cnGa+jP229Tkh8XeHNBjUx6fZad58ag/KWeRkxj2WJfzr5uYV9T/HTSW+OHwk8NfEHQkN1eafA0Wo28Yyyrx5nHX5HBP+6+elVU9ypFsW58rk0ylJzRjNOT5mAldr4R+DPjLx5pX9paDoj6jZeYYjKk8SgMMZBDOCOo60y++EXijTPAkPjC7sEttCn2mKaWeNXkDHClYydxz16dOeldr+zD8W/wDhXHjVbDUJ/L0HVmWGcuflhl6JL7DnBPoc9qwm/dbh0A9W8O+G0/Zf+C/iO9167t/+Em1xDFBawvuwdjLGgP8AFt3szEcDpz3539prOhfBr4Y6LakrYm3WVgOA7LCmCf8Av45/GuD/AGn/AAbq/hH4kTNf6he6pp18GuLC4vZ2mZUJ+aLLE/cJxj02+tenR6Qf2hP2ZtLttPYS+J/DGIxbhstJsUqF5/vx7SPVlxXK1a1RvcZ8pUEgU+aGS2lkilRopY2KOjjaysOCCD0NVy5JIAzWtSqqa1BK57r+x1qk9l8YVt4mbybuxnSVQeMKA4OPUFR+Zr2nwj4Rm1P4SfFHw5pEaPLNruoWdrGvyqpLoFBPYD17AGuI/Zf8Ej4b+G9c+JviZHsrWOzaOzSXhnjyGZwOvzEKi+uT6iuo+CHjm+0r9n/xn4tKRzakl9e3+GBCNKyoxyOuMnpXnu9R87L2H+ONEvP2Z/gQbPwtbNdajeyCPUdbUYaFmBzJjqB/CnZc5JyefjR3aR2d2LMxyWY5JPrX0n+z/wDHca7qOo+DfHlwNS0zXpHEU12chZZCd0RPZWJ4/ut0xnjyj44fCm8+EfjCSwbdLpdyWl0+5I/1kefun/aXIB/A966I1Y0rqW4mrn0N8K/BUfxG/ZRh0CXVE0eO5upCbySMSBNtzv6Flznbjr3rl1/Ys09v+akWn/gAv/yRUVsv/GDk+f8An8yf/A1a+aMVFOnKq3K9geh6J8ZfhPB8JdbsNPg16LX1urb7QZ4oREEO9l24DtnpnqOtY/gr4aeJfiIbpfDumNqbWoUzKk0aFA2cHDMDjg8iuWUGu6+DnxLufhV46stYiLPZsfJvYAf9bASNw+o6j3Ar3KcZwpaaszZ9B/Av4VTfAOy1jx546ng0wx2hgisxKHdQxBOSpILsVChRnrXyr4h1d/EPiDU9UkXZJfXUtyy5zgu5Yj9a+gP2vfD2oXd3pHi6x1S61XwpqkatCpnaSG3kK5UoCSFDryMDqGHoK+cQMVrhYupeq3qyGJt/GrEMLcOYmdM9uM/jUSLuYDnnjgZNWIb1rVDgjnuQSeO30r1opQVzObdtCrfKzLtVtwAGMeldv4F09tC0C91jVrMT2Ma+baW8soCSybSDxuB6cZweCeOa5zQdLbxDqlrZ7CiybneYqxBVclue3Hft61373ekSlbXUrxbVNOiUzyzQtIxORsVVUcZJDenHTGK+VzGVOrW5oO+ljop3SszN1KxuNRR9f8SXEllCVDNaIrJJOACoUFsYHGMAY7HB5rhI9bbQtUvJdHk8u3mVkAdA2UP8J3D/APXiu28Z+KtEudG0mFIn1OMmTHmyndGgYdB1XkHAz0z64Eaa94Lu4YIoNAYXL48zewAXrubPQADB/DmvDblJ2TNtErGHc6v5+nGaznECoE3QCXYwm25MwwAM5LLgds1nC5doba8idLe9t/8AWSCXaW2nK5XHJPHOTnFddo0KwWwit4ovs1yXRIs+bHgIQztkZ5z79sdDWVeWOl2haISp5LuiySeXIY4cDa5VecnJ4OexrsUG42Zztq+hBZZgntJTtdL9JN4VQhXAOdpxgZyD68L9K0vimJrbVbG6ABS4ttrOWLNIRwQx9gV6dDnGKo/2bbR2s1ta6lHLtfbuit2YkfKTuXDHBKt04IA7GtX4nxxvofht/NQNHbGN1UtIC+Ruwx9SM9up61nU0VjWJW8GWdvquk6msTMs8O2OF5SGVd6/NiPktuKHOBwBzXPahpk8Orvb3EUljdTTliZwB5ZGSQCDzyevHIH4X/hrrC6V4mhjeNmFziEPC2yRWPAAbsCSAeRx3Fb3xQ8PXWnvDfXawCykn42SIZ5BkhijdSmUPXoT3BrN+9G76FbHJTC/8J6hbTJe+ashEpa3myshDAkEjg9Ae4OQa6W4udD8V6bOyYs9UecSQwMxbKsMyfMFAxkH73T6db/jjTEvvBWlzWfm+ZGnnyRPIH2RAYUBsAkAAEZPQnvxXmdneS2VwksUrxMp6o2Dj0rKNR0ql0Ox23g3W7u01WLSZYfOigdl8tTtAX5t+7H1/rmtrxf4bWxvDeWQWeKZAWWF95BAHJ446gfhWJqmnprti3iHSLgxapFGbi6trf76qGO6YkHCdV4685wM87Oiatea74bubDEF1d+Uyh/M3CVWG45XjByRk9RiuqlX9lUcoLT9DKpT9pHlZyN3PDCrA4jl2lgMcgke1Z9pG2oSSSMUYptHlmTa8hPACg9feprzQisrMk7zx4wocFWHGAD16fh07U231W70q4C3ESTjKtulQM4xwGDdSQM4ycCvQq16ySm4tL7zClCmrqLuyvPblJsOPJL/ADgEcAHp7/pVd+BWhqdzb3SwPb+YoVChSXkrgnHPuOw4Has4tW/Nemm9GzVKwwdaeBQBgUp6VlCnyq7KuFBpobApwORVRkpANppFOIxRWUlfRjGUY5pQM0vArnUb7jGkZoxig9aKiyuAUYoooAMUUUUAFFFITjrQ2lqwFyB3qMnDHBoJJ5pK86rVctEWkG4+tFFFYcz7lEtFFFeyZD0qUVEnSng16dB2iiWOr0T4O/G3WPg9q0klsBfaRdEfa9NlbCv23qf4XA79xwc8Y86ZtgzUWS/ODinXqRtybtgkfTuoJ8AvirMdQkvrzwRqUp3zQxr5SFj142PH/wB8kUzT4fgF8Lrlr9dQv/G+oxgNDauvmRKw6H7iIf8AgRb6V862Oh6lqkZks7C6u41O0tBCzgH0yB706Xw7q1vcwwSaZeRTT5EUT27hpMddoxk49q5FGztzOwHbfGH40az8XtXjluwtlpNsSLPTYj8kQ/vMf4mIxz+AArz01pzeFtatYHlm0i/iiRSzu9s4VQOpJI4FNh8M6zdRJNFpN9LC67kkS2dlYdiCByK7uaEI2Qj229+Lnhn4lfAlfDvi2/e18V6SP+JddGB5POKj5MsoONy/I2fQNXlnw0+KGsfCfxGmraTIrbhsuLWXJiuEznawHf0I5Brlbq3nsblre5gkt50+9HKhVl4yMg9KZHC0sqoimSRiFVVGSSegArlSTi1DX8kM+qr34g/BD41lLrxTZTeHNafiScK6Mx9TJGCrfVxTbRP2dvhtMl/DcS+JrxPnjhkD3PP02rH/AN9V8zHw/qg66bd/9+G/wqrBZ3F3P5EEEk83/PONCzfkOa51QgtXIp32seo/Gz4/6p8Wpo7GGH+yvDtuwaGwRsl2HAaQjgkdgOB+tdD4B+K3hrQv2c/FPhS8vni1y9af7PbiB2D7lQL84G0cqeprwu6s7mylMVzBLbSjkpKhVvyNJb2s97J5VtBJcykZ2RIWb8hVTUHT00QknexVRm8wMCQQcgg8ivpKy+M/hT4o/B9/DHxCvnsddshix1UWzzFmAwjnYCc/wsDjcOevT51vtPurBlS6tZrZzyFmjKE/gaZa2013KsUMTzSt91I1LMcDPQe1ebC17b9bltM+m/hf8S/hp/wo6DwT4y1KdM3EjzQwQT8jzvMQh1T2Bpfsv7NH/P3qP5Xf/wATXzEpxV1dLvmhEwsrkxMNwkETbSPXOK9GmoJXcrEWb2O5+Ma+AY9asR8PpJ5NN+z/AOkmfzdwl3Hp5gBxtx0rz/JbgUttBPfS+XbQyXEmM7YlLHH0FXm0LUYI2kksLqONRuZ2hYAD1JxXqUZRqe4paEtPex7t8Hvi94dufhdrXw+8e3UsGmOhGn3aQvM8ZYk7QFUkFWwy/UjpivCbu1SK68mCVblckJIqld4ycHB5GRg8+tQbljyxKsAcYOeaZFfZvQ0yNMqAhUSTZ+o7fSu2pUp4L4dXLoY2cnoaNppZnS5klnjgtrYhZJWH8R7AdSeDwKhg1MWqSRWcfmy7j/pLqMFdvI247HBBz25Hamh7rUiwlYFN4fyh93PTPr3P5mrMkcRks4iuJJCiMMY4JA59K55RrYiLniHyx7f5hzKMlFaslspbvT9Nlu1uZP8ATZNsqq2FdBuLq5B4DDdwByAeOaw9Vlae7eWQt5rMd4Yqeeh5GB1B4x0xXoPjPw0bfS7eCzCLHjfKi/KUBAYD0Jx6nHH4jzeW2eEyI5AaNsFcjINfM1Hz35FodaGQ+XvzISBg/dHfHH64rpLLRIL28kSzn85WXbG5YBtxI/h7gjIweprmAM1etYpYI5ZRKsQAUEjGc5DLjuOnUdMc4rKhKSXKloElc7CPTC+n3v2wtBE07Pd3FmFXDnorEkALycL6laxbjXbOGAraW/mSuHRprgFnHAUEZJHIyCMeldXoNous/ZoJ3glJA2SXTDz1dScElASQMkjJ59Kt3V5paWsmmPfW8KWkhgmN2mx5B8u5h8rMOc8AYOOmOa6tb6Gata9ypqv2mK2iS/uE0P7fGTDsdWcquAd5A+XgDgHJzg9al8dmC9+FmhC0XzE028ktZZfODEjaCny9jgnPHYenGVJ4j8L2ET+Xp0l1eoAFfy18okc8biSvJOSBz7V0HivVF0z4V6UbSOa2+3TiZVZhIuSCzZJX/aPHTnPHIrKbTTiyo+R5KPNvbgDcZZXwAXbk8YAya9Av455vhlamKHCwzkkTrlpEdVUbMnPysR0xk81w13b38UqzXMc0UjfOrSKU6/NkZ+uePWu80jxJNrPgmaxvDbzNZrmJwxWUJggq3HI/i3c4/OuaCaun1KbRa8E6hpqeD7u11qCzCkSqkssjRzMwXCx5zz3GOMcc1y1tobRaVPdiK4t5LTa1zHcQAFkOAdhYYHU8Y6Hmq1n4jGhy3Rt7WKW8JdVuncsoy33gnIJ4GDz071DqHi3UNVs7yG7maVrmZJS2cYChhtx6cg4/2RTckrq4y1deH0j8PnVbKaaBAESWGdhuYMSPlIAyOO/X+cVhcy2GqQXelCVJEYMhhJZlGADwOc59/SsS2iE86RmVIQxxvkztH1wDV1dQuLa5s7xokYooEe5cq23gE+4/oKdKcYxk2twerR2es3aTXe2RVjuX+dhH3HI3Y7Z4OPrWJclLXdKxIY8YA7/1/Gqenyz6lqV1deartyxVzyQcngc4A/T8ap3ly0khJLZwFIP6/rXv4aqvY6vY86VG9Vvoxk8gkckAADjgYz74qILg5pACetOC0Xc3zNHXaysFBoorS1wGlcCjpSk9qTFcz30KDrRRSVIxOlBOaUDFHU1m07WAbR1p9NPpUuFtQEIxRS7aQ9alxtqAUUUjdDUN2VwAnAzTWYEU2ivOnXc1ZFpWCigDNOQEHpWUIczSG3YNhop9Fd3sIEXYUUUV0iHKcU4ttGTUeQvJ6UEh2B7CtVW5Y2i9f61C1wb5zu7U+POOaByMEU9V45rWnTbnzJiZ9Afsp/GG68J69aeEXSyg0jU7yS4nvrmQo0ZEPAySFAzGo59aT4p/tGapL8W9P1CC00+4Xwpe3kVlJGzMlwj4TcxDHPCg5UivASwFRSSZOF6+1XVVOlebEtT7B+MP7St7afDDwybOPTLu58TabcLqEKysxtCUQYChsj/WNw392oPgR+0Hdz/DzXLG8/suxHhjR4/sHmylGumRHABBbk/IvC+tfIyQ925NSHpWEMNKcbz0/Md0jpPiN47vPiV4uvPEF/bw21zchFaK3zsAVQoxkk9qpeDCR4w0Pn/l+gH/AJEWsatjwYD/AMJhof8A1/Qf+jFronFQpuMdrFQ+NHr/AIjg+ID61dtpN1HHp279yrCLOMD1XPXPWud+GE8s2ha7Bp1xb23ieWXcjzqMsvHTI9d/bgkZqz4x8C+LNV8S391p8jizlcGMC72cYA6Z45zXM6B4FTXvDk8+mXEh8RWk2HtTKqgAE8qfXpznGQa8mMabo6yXTZfmenJz9rez67v8iPx3qXiLUH0/SdbsES+icrHc7AGmzgcMOCOnTv71s+LdfPw1ig8P6AqW9wI1kur1kDO7H659PwBGKn8cz3WieBdGs9WuluNfiuRMjbt7xqM4JPfqBnv70eKvDq/FCKDXtBmjlu/KEdzYuwVlI9M9+3PBGDXM7VFHnVoa+l/8hNSi5cj97T18/mcRrnjnVfEukxWOoyR3CxyiVZfLCvnBGOMDHPpXW/CWytdDs7/xPqWI7aIrbQs395iAx/DI/Wud1X4b6tomn2c14I4rm7uVtorQMGfLA4JIyOox+Nd34k1/QPB9jY+GLzTG1RLaJZHCybF8w5ySO5OSfxronyOCpUVe/bt1M6akpupVe3fv0PP/AIi+Gx4b8UXMMS4tJ/39uR02NzgfQ5H0xXo1xf8AiWx8L+Dx4ehkuS9sBNGIQ6HCptDEj5Rye4/Ss7xRNZfEHwE2pafbNbT6O+1oGbewiwM/N3GOf+AmofGHibU9C8E+EF068ktBPaESGI4LYVMc/iazmuaMFNe8m1Z+hrFKnKcovRq+nqdHYw2tv8ZpVtUjjdtOLTrHjiQsOvvjbWR4l/4WJBpGoy3tzEdNEbmVCsOTH3HC56ehrC+Cjy3HjeWSRmlke2kZmc5ZjleSTTdf8BeLrWxvrm5dzYRq0robvcNo5I25qor2NTkk1ey3V/uE5c9NySere3y3OKttXmhnZljjBZGTAQADP4c9uvao4VWLnaNw7++e9QqoTG1ee+TUinNfSYONnz1NZHkS2sti8L6URkq7by2WO0Y6cfyq7oenXQuoLprKea1jlCuYUG8MQduMkdcd+OuQaqwXKx25DxI5XB+cgEjBx16//XrrdAuE0bw++o3l0hjuQVjtAoLI+eJNpBJAXcT7fhW2Pq8tFx6swpJ82iOf8R67eNdxQSmWK9t1+aRZiyknkDkZK7cDH1rlmfL52hRnpVu5uft2o3FwS2HckB+TjsPwGBUc0CNkrkHPU9/wr56NCpVo89Pe7+Z2NpPUrM2SccA9qNx+tPWMYILAEUskGx3VXDKD1z15rhdOr8Q7rYYJWU5UkHkZzW7B4V1K406S+MDKqx7ghXLFem7n6H39uldX4D8N6TaKbjVY4Lq5cOI4rlgsIwcD5iQMn7wPPQYHNYPjLxrNrVw1tCnk2sS+SCfvsoJ6nAwOemO1aRvD3qjFe+iMe6u4o7eO3jjVcLslTaVJPBJJ7nOcemOldp4hs52+E2iXV/JsYvi2TCrvUFlBGOvyjnPzZ65rgtPS0kLi5leJuNrgZA9cjFd7rEcGofCewlJED2kiiNFGRISSrHjgdSfUnOfYb5o3+4Fo7HFG3gPlS7vMAhG4SyZ+foBkdOxAPoffGr4Gmks9aZWAiR4JI238AhsKc8ZOPQdxXNSQSRIruhVX+6T3q/qD3tjLaCQG2khiAi8s4IGTzweuc1ClbVq1h2uQ6uqpqlyiCMKrlAIvu4HH+TWh4j0GfRrbTXmdZBPDuVwG556ZI7Ar78/lpNqukeI7gteRG11Box/pHHlu+CCpGRgc53Zzx2pNS16PxDpn9mzSb5rZt9nMeA4ONyHPIOMd+SPpUci11HdnLrF+4ZyjH0IPA6ZyMe4qybV7i1RlTds+XCrz3POBz16n29qua5CbOKOzSONTFGkkzJjJbGOT179Peq9vevFbiJCDjksM9x/Su/CU4OTpzW6M5uVrxGxB7KBiN8cr5jYFRgrgevIPSoUj3HLZ2g4JA6VI7tNICzegz2ApCSuVByM9uhr1YUYx0WxN299xCBk45HbNHSkozmt7oAzSE4oJxTetc859ENISn9qRQAKCaiKsrsBCc0UUVF7lBRRRSAKSgcUUtwFppBpaRjjvUzsldgJTGOeOtBbccCnBce9ee26vux27j2I6MZqTA9BS4A7VisM+rHzDQuOtOoortjFRVkSFFFFUAUUUUAMYZbGeKkRfTpTdoJyamXoKdCknNykDYqqFoZsCkZgBknApsY8wEt09K9FzSfs4bk+YzDOeuBUoQJ0p3A4xSdamFCNN8z1YNhuNJXf+HNHsfFHw81SCK0iXWdObzllRP3kidcE9TxuGPZaj+F+gWVy2p6zqsCT6dp8JJjkXKs5H9APzIqJYhKMm+mlvy+83VFtxS6nCU5HaN1dGKspyGBwQfWvTvCC6dF4F1TW7jQbXVLlb4hYPLHCts+VeDgDceKwde1uy1q70u2i8MwaIftKlmQf61SQNpG0cVn9Y95rl0XXQcqPKk+bf1OZOtX+Ob65x/wBdW/xqnFdTW8okgmeCQdHjYqw/EV2Hxc0200nxcbezt47WDyEby4lCrk5ycCtn+zNB+HGk2kmq6eusa7dxiUW0pHlwqfUcj26HJB6VzSrqrBKK+LoV7KSk038PU84lmkuXMk0jyyHq7sST+Jpbe6ms5fMt5XhkxjfGxU/mK9K0u48NfERn0x9Ji0DUnBNtNa42sQM4IAGfpj6EVgeEvAv9peIL+21WQ2tnpe5rxwcYwSMAn1wTn0FW60IxamrWD2Mm04O9zlZby4ubgTzXEssw6SO5ZhjpyeaZNO0jtJK7SOeSzHJP416BP8QPDNtcG2tfCFrPYg7fNl2iVh68qT+v5UzwxYaRrFl44vIrFPJhtmktFmUFocrIRjrg8Dv2rH6y4RuoNbfiHslJ2UrnAx3cyK6RSPEkgw4ViAw9D608yvIiJJIzrGMIrMSFHt6V6b8NL/RfEc0elT+G7Pzba1MjXThWMpUqORt75z1NYUHi7RLzxHptxL4cs7GwTdHcRgCQMGxhsbRyuM9+9TSrydSX7vmaG6S5U+ff1OUguJLZt8MjxP03ISDU8mp3k0ZSS7ndG4KtISD+Ga9KtvhQkXj12kUHw7Gn2wSNgoV7Rn8c/wDARXA+Kr601PXbq4sLeK0sicRRQpsAUcAkYHJ6n617uHxEcTKyjeyv/wAD1MKlOVJe8+pkYApOc08LT0CDPmbto/u/Wu+VNtXehz3sQtukG3kk8V6Hr17aWfgKXTXZbnUrScIzSQhyu7K8nb8pCjgnBz09aw/Cz2cWoPJPNZiG3cpiTBaVsYQqpBzzjn3NZfjLVhq/iC4dJI5Yd+5XjXAYnkn8z+lfN4urGpNcrv0ubQvbUxIwfOxUs0p+6BjA5x3pLXa0zE5xg9P0qS6VY2X5gzEA/L29q6aMZLCynGVk2yW/esVWzGQQcHvir+hob/W7KKWIXQklUMjsRuGeecjt71RONw5xmtzR77StIeyuZrN765VhJJExHlkZPAx0OMH615DTU3yuy7F6Gv8AFaVk8QJCro0CxBowhOF/hPy9AflHTrxn0HLafpsd+subuGCRRlVmO0P689KueLPEa+JNRjmis0sLaGJYYoEbdgDJJLcZJJPPpgdqyUCGNslg4xjHT3zWakpztLUNbaDp7SS3cqwBwcblOVP0PfqK7jTnjufhbeRNmR4pWUAtgoAQ4I5xySe2SA2D2PEzyS7EVpmljXITJO0euM1u+GtRaLStTtjbm5hkHmSKmQVABBPH+9+h+hbUU+VbjV7XObKkBeRyMjB6VueKZlu2sblJopA8O0JH1TaxHzE8k9eSBn3rDDYGO1bGq2tncxxyaZHnbF5swDE7AeMYPPBByeeorFWcWkV1KmiXNpa6jFJfW/2m15DrzkZHBHI5B7HitC81+wdbeOw0iKwSOfzi7N50jdOCxAOBgccd/U1Vh1W3stNNvDaQzTyg+ZPcxBmT0Cen41QtLgWtwkpijnCnPlyjKt9RUqXLZIDQ1W9GqKZfLig2/dVU2lwTyfTrnj60TQrZQ26hQzSR+YWYf3h0/CnXurPqcKGQwo6PlII48Ki4AxyOnHTJzn2q1qDrf2kV9hFl2hJNuME8jpkndwOvbBr18NL3oz7qxlJXMoHikJ4pKRuletKfKiQLUbqac4prNgZzXDOry6sqw+l4NRgE04GlGd+gx2cfSkooJrS9xAaKKKkYnSlpKKACkJFIzY4HWo8EtzXHUr8r5Yq40hxkx0pMEnJFOAApC4x3rnn3qSGvIMhSadUYBY08AinSnKXTQTQtFFFdAgooopgFFFFABRRRQAoGTTyQo5qPdtpVUuQzfgK1hP7MNWKwAGTluB6VKDgACgc07FdtKjya31fUTdxMZ60YpaQnFdOwjqvhpr48P+LbV5G221x/o8wPQhuh/BsH86674lLbeCPC8fh6wIVr64e5mwMYj3cA/wDjo/4Aa8kZsVoa3rt74ku0ub+USypEkIIGPlUY/M8k+5NeZVhzV4yj8/lsdUKvLTcP613PQ/Ber3+jfCzUrvSwTepfYQCPeefLB4+ma5jVPFHiLxFqekJrKsqRXKmPdB5fJI7456VQ0Lxvrfhm0a20y8FtAzmQr5Mb/MQBnLKT2FJrXjzXPEAthf3v2j7NJ5sX7mNdrevyqM/jXnTw8/aOc7av+uhtKtGUFFN6JadPzOm+MVpcv40M8VtJLHHBGSwjJUYyeTVr4paRceJFsPEmmI15YzWyo4iG5ozknkD/AHsH0IrnJviv4puY3ifVNyOpVh9niGQeo+7Wd4f8Yaz4ZyNPvXhiY5aFgHQ/gQcfUYrOFKslFwteOnqOVWlKUr3tL8De+GPhjULnxJa6g8D29jZt5sk8oKrwDwM9a6Xw1q1v4s1bxppsUiQvqisbVz0baCv68H6Zridc+IeveILZra6vdtsww0MKBFb645P0zXP29xLazJLDI0UqHKuhwQfY11LCTqtzquz6eXUhVoU7Rgrrr+ReuPDeqWl8bOTT7lbkNt8sREkn29fqK7bwDZTafoXju1uYzDPFZlHRuqkJLkVlw/F3xRFbGL7cjnGBK8KFx+mPzFYsHizVrf8AtMpeHOpqVuyyKxlBznkjj7x6Y613OlVqwcZJLbv39DOMqVOXNG/X8jqPgmufFd3/ANeMn/oaVwAFaGia/f8Ahy7e506f7PO6GNm2K2VJBIwwI7CqC120qVq0pPZ2/C5lKadOMe1z1W51m9HwRt2Mx3PN9lLY5MYLfL+QA+leWjrWk3iTUW0FdGM+dOWTzRDsXhued2M9z3rNTG4Z5HfFdmFoex5l3bZFWp7S3kkjU06M7GVhtPDI+OeeuM/hSjTolV92ZMD+Hrn6fl+dSQGREDZBRkDAuT8v19ePp07U9ZhMpdQWK5Qsv0zkDv0FdvN0R5DlK7aM+3thp9z5rWzOiEMJAAxB4J4PGOvY/WsrUJori+nlgjMMLuWVCR8o9OABXTXUyW8L7mIIG7AbnrXLxQxyXCq8oijJ5kIJwPoK+TzLDRpcrp9Wz0cPUlUTchIXCZ9e1IzliT1HpTolVA5ZRIMYAJxg9jT7dxEZGwhIQ43jIycDgdzzXJF1PZqnJ2SN29W0PtzGZlkkhaaJV2uNx4JGAc+xxx7VDMqxOyo4cKeGAI3CkVynAG5SMFScZ/z1q7qFvG1tb3MBLI/ynC42ED7p9/fuPpSbvF8q1/rYWzM4cHOOKGOTkU9ShID5C/7NS3dlJZttZo2z/cYGubkfK1HVF31sVjXV/D2F5tQu1SRkaW3aDA77vU5BA46isvRfC2oa+6raQ7gxwGY4BPt3P/1jXTaToY8Hayv2uTzZnJjjeCMlkYfe4bHGD16kA4rOMZKRRwQGe9bGm3BbR7yBJWtmHJlCEq6nGUYjpnaCPXBFdHpHw4ivJZI5biVyv8UQC4GRzg9jnrnvXQXPwdt4ocxz3CKSVLAhieeAcDHXHH881mpKG7NIwlLVI8koHWva/wDhQ8V5poliaSGZRlgp3ZOOnPbpz71l6z8ONI0G2ECSpeaiZU3xSS48kD7wJU8M2SMf4VEJRk7JlSpTirtHnM9vHa2tufnMsqbywKlc54AI54Gcj1ptleJazN5qu9vIMSIrEZ9OhGa9E1/4SaxqFzFcQCFYQiqwVCNmB0OM9Bge3FcJrPh7UNCuZbe+tJYCn8TJ8rKejA9CD6ivRpVI1IuEXr0M50p09ZIpyKqt8rb0OdrYxuGcZx26VGxp8lyXhhgESosWfmGcsTjJP5U3bXpwnKpG3UwtYZ1600jJHtTytGBWMoOWjGMwzHrxTwAoGKXpRVwpqLvuwCgUZo6VtoIDRQTxUZck8D8ayqVIw3Gh5OKYWJOBSbfUmkY4PHBriq1JWu9ENIXgHnk0uR6imdc8ZpK5fbOOyKsPZsDjFM6mgDJqTaPSi06+vQNENXhjk04YBPPWkK5NI4AxitHzUk3bRC3HZHqKMj1FNIBUkChU9av2k27JIVkKTxxz9KVfuijGBxSBscHrV7SvIB1FN3iin7WHcLMdRRRWohNuWzUwGBTEGc0+uuhBR97uJscMUtMpd1d6kSKTimnmjdk0Vk582wCbec9aWio3lxXPKcKSvIdrjnbA96ZH83Wmhi31qVF2iuaEnXqKS2K2QqqFpaKK7uVRVkQFL096SirTsgFzxRmkpwAqldgApy0KKdXZTjsyWxVUt05NXre1acnEiA5DbkHIxn6YqSxjUQKSTtL9mPBxgdOnXv8A1q55qRzMGKqW7kYzgc8123S3OGpUd7RQeUzKQAX3knD8j2GMdKEZYZRHIEsVyctMNqnHXHc847VBJZyS3aEznAky0SkEouOpweM9h6GpHhSGyRpVQyRR4DH7w+XpnPqT/nFcTqVKyaoaLuyeWMLKer7GFf3Lzl1SVpos5L7duenUZ6A1BbQpIJtzbSqEqSQATkcflmpZLhYwUVA3fcVBwfTuCOv6elRKWSJcoNjEkEr1PTr7Z6V81VSnWu5X8z046Rsi9e2VwkSkxRxhIlLFGXlegzjqcgnuecdqqPbqZNqyhgpAL9Fyff8Az0NXzFHdhpokVhHG4KdSAB988dMtgfQelVvsz6fNC+8xl4vNUkA8EHjr3/rVOLva2hKeg0XEdnIPIkcFSpIwCCw9D6cnt+dJFezadNI0LIRLHskAGVZW5II/w9KjnjcIrspVDkIe3qQPzrc8PaHaX9w91OzxabE2D5uN0nH3c9AeRj6ionF35b/d0KVrXMACN43YDa6gHluo6YAx15z9K6Xw94enEsc93bwS27KSgkkXBJ4B4znocD1HbrWLdwwedLDCqmNN0iuAd2OOGz6AfmajtJLmG4xCsodDnYueCCOorNRa3Y077HukyWz2tu+nhrWdCmZUQqrDnkrnGM46Y6/hWXrunJa6LJqV0jb7aaMmVVKIxYlN4yBkfOoOcng+1dD8Pr6wthHJPJBPKm1lhY7ndQ2Tzn5cDjuTnpXQ/EzVZ7z4XX2pwQpNNNKt2YXy+ERkG/OTjBUNzjODj1rz5ycJK2x3QjGUG3uQfCPwml/p0moovmC4iTYoQEEMoJ68YyQPfb09PWZvBtvcWbNJEUiIDKjDJzyP5bRk4ztPHPOV+zr5Ws+GLORpVCwx+U/kqPvAevOMgqce/tivX5tKiuLExR4RmQrkkHrkcdPevncRVn7Rpn1OFow9imfOPxH8TN4Q0RbbT5GS4upRbwykY8s4YllyMZwOCe/Paua+Dnwug8YvJM1yss9nOplaV3do3bJUlTw3IJBPcda9P+K3wNvPGOj/AGIXENsUmDxzOCQp6checYY89uvatr4H/CJfhbp14s18bvUdRkQzTrnHlpnbjPJxuPX9OK1lXjGg1B+8ZLCyliVOS91HX6V4FgsbWO1RF24GZJACW9z71zviX4K6VqkRhuLVXizlE7xsR1Rhyh5PTg9xXuGmaGWiijZTuAGFTt2rWk8LxyoW8vqPlGOnvzXjurOn70We6qcJ+7JXR+cvxa/Z2vfBUb6hbq0+kD717HHzAe3nRr0Xj76jHqorxrUdJutKaMXEe1JV3xSqcpKv95SOor9aL3whG0LJJbKySKwYSKCrDoQfUV8U/Hn4Qx/CTUP7Qj05r34falNi5sVI3aZM3G+FuSueSOx+6e1fTZbnU5NUq+vmfOZllEaa9tQ0XVdvP0/I+YSKMV1PjbwLN4Vltrq2mGo6HfL5tlqEY+WVOuGH8LDuPauWr7WEo1IqcHdM+UnGUHyy3EbpSU6m1MkJCGmGTnA5pxNJiuSpKT0i7DEGT16elLwOlIWA70uaxjyrS92A1iRx+tIVHdqcV3UoQKKh0pTk77DvYZgkccf1oCetSYoIxVewS1lqFxoAFLRSgcc1tGPRCEpGXdSmiolFSVmA3Z70m/HGOlDN2FNrgnNQdqZaV9xdxPekoormbb3ZQGiiih6gS0UUV7RkOjOc+xp9MQ44p+a7KT9xXJYUUUVtcQUh60EgVGz47VhVqRgrspIczY70xF3E5pUjJOT3qUACueMJVmpzVkO9hAoFOxxSUV6KSiiAooopABooopAFOFIBk06tqa6gOAwKfEnmSKg6scDNMBzUtuiySqrMFUnkk44r1KdjOWiNbTiVswWI25JHsP8AOan0sRXMt1qLxmVbaPEUbLkNIQcdPTBP4iq146MkSqY5Cx2jcckehz9RVixgcWUJZ1bdJIf3Z4fBABY9+p7elc2KbajBfaZx07LmqMmS3ijd2jUL5jZYnOSfU1R1LUIrcbHXzCeq+grSKqoxz05+tczq1yrsY9siSbwxWTsuBtx+ZOPpVYqpHDULLTojGhH207yM+TG7CncueMjBp0uSTyCuSB8248VLCvnXjtIDEFDMdgC7SBx+uBSQBooZsR7i4KK+fukEFsfh+hr5FJtvzv8AgeyJaX81mx8mV4weoRyu4dwcGuqtPGWnJcRreaPHM2cPIJcqjdCyAAg8c45/GuO6ZGcfSlkieF2jdCjqcEMMEVkqs4pJA4RludLcanpKreyx2a3VxI++N3JVMbucru/HH9KpSTzz21wkdyIUdiZbdmxub5eFA6jI447d6zLS1kuZNiAluuMH+lWLS/WzaSMoJ4mwGyvbIJxnp0/lXXGXMlKWhny8ui1Om8NpBebBeRpHZxqJbh2CkzFRlVyT6MCePrXUXvjTR900aWsKwRRqwONrS4HAUE98dq8za7RUlg3tJAcuhVAp3EDr6DgZA9KteH9WNpd7WjSRp2CeY/LqDxxnjjPpRNJsaTS0PRdL1uK7vLWRYzBEzc5zlvUEA44x+YxXodnOkumS2c3mfZruJreJCrOAMqCnI5H0OOSB0ry2BJlaRR8ttIyqqKdrHA6Z/iPI7DGTXqWjWknlWb5kJNrJOgkYqDudAAvHPU59cH8eCol1O2kaP7Ketvpi63ot2Lmab7SssSy8llGFP1UbVz0wSPQ5+srW3jih3XBBdBkvnC9iApB/H/8AXX546Lq2paN8Zry40Tzba/W+kUQ2qgxSRuQGQq2D8445HccV+kXhFP7V/eyIk4Zh8kALhTjncSMbupxjoM9xnxMXRTnzLqe5gq7VPlfQq2+iPKdrhkjJzjHLduh68jt15q9F4UjOHX90MZ7jsM5757V6FHoMQj3eUQDwqsTn3yB0x/U08aQWJ3RjHUDGTj64/wAa8qcOXc9inV5noY2g2KrhWi3MqkszfKT7n06V0Yt02AOx9cfMAevJ7U1LIiWNUPzOpJyMkY9Omfxp5t3gGdnmMOuzPH14GK86V2z0ISRBcxoFAYIR245/z9DXC/EDwTY+LvD2oaXeQJPY3cTxTROP4SMZ9iOoNdvOpYNuO0ggleB/nn1rLlmDIVHAI5A7Vmk4+8jqjLm0Z+Y/gvSzofjHxB8I/Ep86xlnkS2d+sM4GVZPTcuD25x615J4n8PXPhXX77SbsYntZTGfcZ4P0Iwfxr6U/bk8My+Bvir4a8XWKlGu4gxdQQDNCw6n3Ur+Vcj+0b4fi1zTND8dabHmzv7eMSlRjaGGUJ+mSp9wK/QcuxNpw/lqL/yZf5nwWLw9lUp9ab0/wv8AyPBD0ptKTye9N5NfQSlqeGhDyaaQT7VIBilrCVLm3YyEIe9PVadS1MKEYPQG7hSUUV0gLSHmg9KaWwKznJR3AUcGlJqPzAKQuTXK8RCK01HZjycVGXJoOep60lcVStKWi0KSCiigDPt9a5km9igopWAB4pKGrOwBRRRSAlooor2zIQttp45pmMnNOU06d+Z32AkyBUZNB60mM1pOblohCbsn+tOCbiPajbzgVIq4AFKlSc3aQNgB6U7FKBTiMivZhSuiLkeKSnkUVLiMaRikp9NI9KhxtqgEopcUlZ2YCg4p1NGKdW8dAHL0pc4poNOAzXoU3daGbLEcrQFD8yRMwJOM5we3FbIhWFrVootkT2sZJO3Jb8AM8Hqaz7p1XyVBDvG+cRDBXuenf6Y6VFpL75YGEi5KsrIFwRyT/X9K5qs/9pgvU55e9TkzbZjtbv3wO5rmr9opmR8bZwg3gfdPTByTnODz9K6ZmAUZJJ9MVzUsTQzOUlDloSQykttHTBx0445Hft1rLMV7sWZYTdkOnTpBdxM27y2OyUBsblPUdOmKsadaRtfrbtK0MvmqoLrjHPIPof8AP0qTzW72qrHA0cvmM27zMjacYXGM8Y657037SzOH5aQDhs4PTj8q+bpzSl5nptNk93aSWtzJbyEBo8g5PoPX8OPw9athUvbCG3FsTc24JMwXAdSRt3nGT2AOehFXLS8S7SE3cfkbR/x9j58HkJkHnjDDk/lST65aRW8jQ2j+a/8Ay3dgC7DOWIHTqOOfwrpaTV2tjJuVrdRywR6LZuVnUXu04AYfLng8bvTGOM/hXOsf3jAYGCcAcigvJNjJJwMDcew7U0EpnGOfauadRuzS0NVGzNPVhHDJCiukxEWCVUKozkj7p68//rqTSLyG3fzGtBcznJwOCG6gqOnb04z+FY2TnrzWppF1NaMTA7uzLlo1j3cgkc+v6dfbBSq872Dlsj0zQtUM8Ej+WgJTLqowwABPHAyeAMY55ziu90C7mshBJdiOC3t0xH5j7fNyScYHUAgjOOnv18f0m6l02wlDsbSSRDuUABlUggE56nGfTGDwMV0Wga010LO5Ku8LkRtEW6IFbnIPTJwQMfhispwvc2hOzPdfCUOkShdSWyjNxKFWNlUbyAFG3dgknkLwM8MfSvovwb40tg0cKzMEt4wk84KlWJbIjRR2G4EjGT0JIHHyr4MurjUNTht8rcpboI449gCZyFLAE8sdu36A/WvoLwRpgSf7XOfNcMvJYED/AGj1z1xzkHaM9RXz2Kl7Nn0WEh7VH0dpOsw3VqjMzCNlJGRjBPPToevYfiep27ZUuX2j5iyjl2yW/DP8vQ5rzHR7uQxhI9rA4DKSOOf88d66/Skm2r1VSrArkAj6f/rFeJUr8zse3TwyinI6aWz8pFfepjjBZnJyFPpn/P8AWuZ8U/EDQvDGkveapf2+nxqdpa8VkG4DgZIx1x0PfNZPxL8dWPgHw8L/AFJXkjT5oLSLh7mQ/dAHXGTyenPtXzPH8KPG37Q2rDWPFupJp2jMgMFpbyQFFX+5s8wMoOCejEnnHzZrsw9GMlzSOGvWnH3YnXeL/wBsHR7i4W18J6Ld+L7hmIQWJkLYGQw8vG4jHOQDkVydl+2jo91clLjwvq9pGu1ZN5XcO7EAhSRjgZA5zzXV23w18B/CG4SXT4Qb2JhILtnZ34wPlbjIJx2H+6pGa5XxfeeFvFuom4n06N7qY/PMi7SW4yxPQn+tbTdBaOI6axC95Ssc/wDtE6joHxy+D1/Po92Li60s/b7MOAshwuZF29vlJ49Vrz79nsWvxP8AgdrPhrUzvbTJTCO5EMg3Iw9NrBvyr1Lwz8O7Czed7d1Nu8Tx7OxQq2Qfckn86+bP2ZNTk0DX/GAjnMcH9ntGVJGGYP8ALn6c/nV00nScab2aaMq0nHEQnUXxJp+Z5F4g0Obw5rl9plwQ01rKYmYdGx0I+owfxrPIwa3fGqXreIrq7vnLy3bNKpLZO3cQM/gKw2r7qjLnpKT3PkZrlm0thtBopCapuyJFopu7HemmTBrCVeENwtckpM1H5ntQX9qyliYdGOzHb859qaxDdBzTaAcGuCVaU9GVawuw0nINOVueTSM2e2KGocqknYNRO/NKSMcCkorNStcYUUYJ7UoUk+lSoylshidvegjBqTaPSk2gHPaul0GTzDKKfvAoqPZw/nC77DqKaDt4PJpc84rvU0yLC0opO9KOK1jvqApGaB6UnJHFPUYrpgud6CFVRmnAc0i9adXfCKS0JFB5oakHFLnNdUXeNiWJRRRWJQUUUhNJ6AITSUUVk2wClBpKKUZO4EgNPLZOQAB6VGDT1OCDjPtXo0pdCGixCIPKYykk7wdoHJHfn8f0qxpZicWm2a3jlJZXEoCbR6luM8dOp5PXoHWxe4SRflVZEJCg4AOccDPSs2e2e3lxwHHOQaxxEZOcakN0YxalzQZ1p0u5ZCNqyFl3oIn6r1GCDz+FY9xpwlRWEUv3nzMrEK25S3Ttz07HofWqa6xcxglRiUjDTE5cnnnPXPzHn0wO1aUPiUfIrWqxxRDCsCGfHHXPLfgRwT+HFXqVK65ZR2JhSdPVMz7PRyscZuIHUS/KCwK7c5w2c9PlP59+Mu0i1tIL+I321oShcKsi4Y56E9uM/iKfr2ty3C/Z38kqCTutCBG4JyOMZ4PrWE0ztEsZbKKxYDHc4z/IV49SrCl7ttTqjGUrts1r/XxcrIEjK+YCH+Y/Ng/KWOSWIHHPFZonllZEVsYG0c7QAev/ANeoMc88VIyFHIOOPQ5BrmVSpU32NeVI0dYgh014oLa4ErqgMpVR8kvRgGH3hxkEHFZhbjHWhxtOCQcgdDmkJLfSpnUctFpboNKwOpRip6g44OaltDKJlMTFGAJ3egxyfyzV9fDeorYtdvaMlvtyJXBx2PGO+PWs1wQF5HzDoO3bms1Fw95jbvoXUuPPvFluZkkUj5i4YgZ/hGBx14xxXVaVqMEsEcMDRrDbxJcCIclXz83JHoDk/wC1XDA7c11PhO6aOMwg4XzFlwgyQOjZ5HUDA71up86v2Fsz3X4dahHcXMCSyGKS8+YIrY6OTgntzu7dvbNfWPgQyXHh9LmMq8c6iNyQAN4X5l3HJzkHr618WeFrKe2kshbebKZwFZlOxldgcAc8HG7PqD78/bnwl26folkrJG8nlCK4Qw5Zm4+ck84DMeT69DkV85mMdmj6XK5Ns73QYo4VEpbZGcA8gHn69TnPv0r0Cxg3W4lKeWijG0cjpz/k/rXIWNjHLIfKBSMnKnjPX5sHnI4I/KvUdB0J5YlAbccYKrknp/8AW/TrXzcX71j6WqrRueca3pkNzrq6pMqh7blR5jgkDAzkMDjHTHHB45rN8UeMNS1K1azsU81pOMyS4JA5Ykk8AdSeB3ruvG3gy+W0mYRs8eGxtHIAJzz9OK8U12TXbZoV0qwiiljw0bX0wjDP26AtknoAM88Gu/nklZGNOlGb5t7GVrHwUsJoTe6xqM+q6jIu42tszRRR5yeBhncdRuIUHqM8V5Xq9hpsF7JbwwtayKDtXJG4DPYgEEehFd/+1RcfHb4YeDdE1DSdRfWfC15bzWupQeEYn0+7trlwwhEjeWLgqGJPoxQghRXhdr8EvFfgzwz8PL/xDc6wviTXVmn1PTL+8d3gQzYgd0ZsqWRgSPxPQ12zwnJBzlI82OPdar7KMPn/AEj0jQBfS+HNTuYjI/2W2mkzg5BVGOf0r5A+DVhPdQamqSOlxdTCGU4JIVRk/mWr9L/hZ8K2vfh/e6U7ql1qVrPF5pGeZEZQc/iD9K/ODQfE4+DWuePdE1RWstVSOVbMmyE+28RwpjcMyhUYb/mw2Cq8HmtMvTnCbXl9xzZm1CpDmeiv95xfxQgez8UvayIyPBEqHKkZ5LZGe3zVyJat3xd4j17xFd2suvXBuZRCHhYxJH8jjcPugcf5HWsBjkHFfZUp2pJW2Pl5tOTaAtjrTN5z2oCk9TTgoHvXO3UqPTRE6ITbu5P6U1gB9af90HNM+81ZVVFJK2rGhCMdaKduBzx1pMjbjvXPKMVsyhB1oOM8UE5oAycVP91AKWyMUbD6U5VINOrrhR5leZN7bDAnPNDJjpT6K19hC1hXYxGAHNO3j1pr4HGOabWDqSpe4rMq19R+8UhYMcHpTaKzdeUtGFhfl96KSisufyQ7DkXPNOyd2O1C4xxS5xXowioxVmQxD9cUikk47UjnmnRjIqVLnq8qH0JQMCloor3YpRMgpwOabRWiYD6KB0orW9wCiiigAPSmU8001EgEooorLd6AFOFIDilrSKsAtPAypORxgY70ynCuqm7Essi5lwgQn5RgZw3ue3sPyp4u3Us8nzyD5drjgDvxUO4KTGgWQMAM7ec8dO/WlkLTIrEqzAc4+8Rz1+mP5V1J9Tn5V2L5ht3TLurvncQhGWPcD6+lUrqRfnRUAG844Ix09/alNwBFGodt4HJBJ9wOenQdP1qvJIZDljk+uKG0ou4oQaepTmQqxDZU4zg8fjUQH0rY16GCOSzkhwY5bdGO0scN0ZST3BHbisv+AjPy5ziviq1K9R2Z3RldXLWnavNp0rsixyIyFGikQMjAj0P0HI596gmm898pGIkwBsUkgfTJ7nn8aY8DxHDqVOcFTwR+FXrvVTdIGkgUTuu2WT/nqARjA7fdwSOvNZxcrWm7ILJO6KLud4LdgAPp0rr/AIT+DH8e+MrTSI1DSS4CqeQSWVRn6bs/hXJTSNPJ5sshlduWLEk/iTXafBzxKvhH4kaPqqEMLW5jmWORgvmbJFcJn324/Gn72vK+9i48t0p7dfQ+39K/YQgvPC095qfiO7WYWxaC0jYRqcDgkZ4HGOB0r478f/BfUPDmvyW8IWSCRSYynytGVxnepxxz1XP41+rGi+LPD/iTxpBY6LqNreWz2NrOIo5A58uWL5C2OhYhuuCDXhHxR+DmofETxXq2lWti8Ph+3l2Xq2u5ZJ3OGVCwVto5z09BntXzlHGVVV5ZNn1dbB0ZQvBLysfA994Xun0eOCdoVmjZQ0kXKtnnJyOoXJzxnPfrXKz6bd6bKkUhJhLgEqTsJPXHTPAP4d6+q7b4LR6Z4uk8N3EUvlGdoYYXJBLAglD25BYge2OKj+KH7PGo6POsl1YwRwJiRJFwqMpQDOPb2yOfTk+hHFRvZnk1cDOFnY8++GUl/fXNharGCsMS7GWTdmQAE7gMnk9xyTjsMV9mfDmdzqL6hcK7TOiwndg44B3jgLtLcYxxwO1fPHwt8MSW1tD5qqrpMkRZeHcoC4J46ZOCfcjvx7/4H1HbMbOYrviTG08ttJBVhgc8Dbn256Zrw8xr87sj3Msw/Irs9s8LFrSKW3ZiM7jvU545Ydseo/4CK9w8B6vbXkhijdGaHarqjglGK5AIB9DmvnbQbpraUyblkGVYIVA4A6Zxnn0ORxXpnhHVo7CVliaNUOCvqT78k+leJRdpXPcrwvF2PfbiztrqDa8YweCOa848ceAbLWLSaAqQs2dy4zken6V0GjeIPNGEYBc5O59xySeQcn/PpVnULpZ4WLdCAcg7hz6V7DlFo8OCnTlofGfjrwN488LyzJpE0t3alGiXbN8yx55XB+XBwOB6VxHhn4a69rWqxvq7m2hUqBEHLMQPU9AOen0r6y8VbT5gEnIG0H19f5GuS0m1ihu2dkycema4J1be7c92DcouTSNqwK2Vnbxx7I/JAC8dhjj6ZFfIP7fPwD/4SsRfE7wzaKNftRu1OKBAxuipG2XHRmA4Ixk4r7Hwi2RyeWweVOCPT/PNc1rlzbXkT2srAqQAQq7jwep/nXdhqnspKS2PHr0VVi4tbn4zeN/Gd/8AEDxLd65qixjUbrabholCKzAAZCjhRgABRwAABwKwa+qv2vf2Zz4Uu7jxl4ZtD/Zch3ahbRD/AFTnkyKB0U55A4HXp0+VQcivssLWjVhp0Pj8RRnRm1IKaSFz6mlJxUZ5NVWqctrbmCQ7huScU2gDJxS49+feuN3mk7FbCAZNP2D3oLgUqHIya66dOnfl3ZLbAqDj2pAgBzTjiiuh043vYm41mK06mv0oVuOTWfPao4sdtB1ITgU1n9KbWc66WkRpCscmkzRRXC5OTuywpVXNAUmpFXA610UaLm9VoS2IFA7UU7iivRVOK00IG8Y4/SgDjB5pEGBzTqzirpNoGMYfMKljGD0qM/fFSJ1p0EvaN+Y3sPooor1tzMUdaXFA6UtdEVZAFAGaKM4rRWT1EKBQetLmmk1UuVKyBAelMpc0Yrml72iGJS45oNJSWgC9D60opAM06rQBTlJBBBwR6U0CpEAJ+Y4A5+vtXVTRLEUZOOSewA61ILh9jq3z7+pbJI/zx+VR5KnIOCOhFMZixySST1zVTlyitfceXLKFJOB0BPSm5/GkzimM+PrWEqqgrsdhlwOhzihLjZdibyozh9+wrleucY9PanEblOahIGcHINfP4qLVTnXU1jtYt3OpS3gle5klmmc8sZOO3GMewH4D0okjWdow7NDshBYu4cnH90DGPofzqkRz0wKQ9TzXHKs7+8v6/MfL2JEjEjgM6xg/xPnH6DNBDoPMBA5wCDyD/OmDnknpTi58sLuJAOdvYf5wKi6s3t8yj3j9nP493Pw68aadqU6m6eEiOeEvtNxASCwU9nGAw9So98/r18ONX0vxl4evNZ8O6xF/ZetlbpLqLHzEoFKseqsCvQ45OOor8D4bWadXeJGdY+WK9v8AOK9l+BH7Vvjf4E6tLPo98k9lOMT6feqZLaU/3mUEFWxxuQg+ua4a1L2zU1pL8/md1DEOjH2cvh/I/QD4kfCm8sYL3VLfzI9Xju3kt52bcDICWU4xnk9cnnJr5P8ACHxe1jw38Yrrwt45u47rQtWaQRQRXAljsJ3YlQD2BYYKnoGX0rY8S/8ABQrUPGfgjXtC1fwtokb6hE8cd5YiQvAG7KGcHd/tcYz0NfIWp6rJf3xu4lWz8oiRI0PAbIyR755/Cs6OCnGEnU7HbicyjWceRarr+h97afpNrFeyiGIEuNpIwqkDAB6df8DXd6FaIsyTGILxsXnoufbj0/KvG/hz46t/Fljb39tLu3qodR2fHzcfXNe06NN/o0QyQfQHAPtXy+ITi2pH1GFknZxOklvpYwpWUFD3J/z7fzre0HX3S6jIwrkY4bsO/wCeK5Aylo1wcjpuIqzpt7HBJzliR/DkkDuPpXmu/Q9TRnvXhvXvM2nfkcdOrY//AF4ruYdVE0AwyKmME7f849a8F8Oa6kYVUcLjsxOcc5rtrTX8IdhXkjJAB3V1U6qirM4qtLmeh0urabHcFmyN6AlmHGc4PI6Z4+vvzXKXlkbO5DjPycqN5yfb9OprYh1FHU7l3ckn3P8AkCsrWr2JY3Y4HXvUTaeqN6UZx9053xh4tOj2nygJjCj5s8n3/WuAsfGN1ePI0kJWHOCxHLf4d6zPjVrr6Xb2cgyImk5fkYOM46d68z1j9p/T/D2m7IdPn1G4J2tHbWpnIP4DA/E10Uuea0QVYUqUeaR7le6jpuraZPbzMLiKZCksMiblYHqMV+ZX7Qnwlm+EHxBubBEb+yLvNxYOSD+7J+79V6flX0jB+2JBNqMNv/YbWN5uHli+txDu54A7Yzn3rw/9qf40z/FvxFpULxwIumQsjmDBBkZuRkDsABXv4KVWE7NWPlcz9jUp3i9UeJ9aaUp2MCivq5U1L4kfK3sMK46HmkIwM55qTFJtGc1zSofylXGqmetPAoozXTTpxgJu4UUE+tMZs8DpSqTUECVwZs02lIGODzSV5k25O8mWgooorMYU8J60IuOvWnV30qKteRDYUZoors2JCiiigBAc0tIpJHNLUxd0mDGn74qRKZjLA09eKqhG02/MGPooor1E9SBw6UtIDxS10p6AFFFITSbsAE4ptFFZXbAXFKORQTxSDrVrQBKKUikqHdMApwOabSjNVF6gPBpc02iulSsTYU0xmx3oLVEzFj7Vw16/KtCkhHmxwKRFLnJoCDNSKMGvLhGdWalUd12L22F25qORCGGKsAcUFMivUqYVVYWW5ClZkA2uwViVXgZAyajK85HP4YqYw5z0496aY8DORx615NWhN6yRomiMphQ2RyencU0nP1pXOTSxxtK21FLN6AZNeXJJScYl+bOy+FVnLe+IHSIbmEfCsCVJJA5x7E16l4m+A66wyXFkvkyyLyEXCk9elcH8DZo49fuQ/wB7yx06lc4P9K+vvBMq3UEUbAOUCjcDnnA/SvLxVaVJpo9zBUY1Y2kfIt/+z14usdxGnvInZkOf6Vd0L4P39lpOqT6xarE81u0VsHHKvgEPj6j9TX6b+GtKsr/S186BHJTBbZzXn3xJ+HUF5ZXBSIBguBjjiuGGYy2Z6UstpJNxPhj9nnxf/Y+tSaNdMEYsWiWQ4GR95fr3/OvsbRNZjvYIzEwOVGSM46V8JfFTw7deA/HBuoAYg0nmIR0DjqOPX9cmvcvg38VYtVhjjllwQNpycEHirxuG9rH2sDDLsV7GXsKnRn0dHdsjYLMQR26j/OKs2svmxkAHjOQF4H+cVzNtqS3AQq4YEcjNb+nyodh8wAdgCQK+bastT63mVjpdEu2E0e8hRvGS/f8Az/WvRLKUBwCQFZfl6HH+c15rpzb5lZJAvPBXGD6f5/Wu38PESzICAyA58tc45/z+lRZlpo66K4xFxznr0PHqayr95bqXyySQT1/vD/Oa6G3tQYs5yOS3HTjk/wD1+OleDfHn46r8Lnghtbf7RezhgofIA4fpjjIIH6djW0aUptRRhKvGmm30PTtS0Oy1nS3s9Rs4bu0myHimQMD6dfTnoa8S1iXwd8Ipb5bSZtLMiFggk3oTuxtJAY5Udc9x6A4zfCl38UPi/wCG5L6O7tvDmjzzS25m1GY2vkxMisJCx5Zedo4bPzZHcefeKPgj8ORdRyeJfjHe6/rLSbrmHQ4PPQHIDHc5IY9eTn0wOtepRoJaTZ51SvWqfwlqzyP9or43T6xNFpekXkyQMWLxygOFXplScjn1HpXzyR8xYkljySTkmvQfjf4R0Twh44gs9G1671vS5rJLhLm7tRDNGSzjy2UcdVzkHGGFee19rl9OnCn7qPisZOrKs/a7oG6UhJIAJzjge1IeaK75O7OEKKKTp3qL2ACwBpN4ph5NFee8RLoXyoCcmiiiuZu7uygooGO9FABTlwoye9NIweKAMmrjeMtNxDw4JxQXANJnbwOaRgMZ711OpJLR6omxJRUVPQ/LWlOtzu1hNWHUUUV0iA8UgORmkDAjnilyAPas1JPVPQBRxUi1GDUi9K6qPZCYtFFFdhIUoOKSlrSLACc0lKBzQetNq+rASijPNFSmr6AFFLikqwFzmkoopX7gFKDSE4qJ5TnArCpXjRV2NK5Mzgd6iab0GaaqF/vVJsAHArm9pWr6x91fiPRERZmPfn2qQJgU/aAKa2ScUo0HT1k7sd7goDcDipFUCmgYFFd1OKhZvckkHBp1Rg04GvQpzWxDQpFRspPAG4ngAd6kJxTBP5Lg7QxGSPrj/J/CsMU1GDbBX6FQjrSfzqRxhBj8ajBx718fUhyTszoWqOn+HN19m8VW+GKNICqsDjB4P9K+1vhtNlYeME/jXw/4NkMeqkggEKGHHOQw719k/C6/M6QOTzgEH1rw8wXuJnvZY9Wj698A2purUBenQY9cVo+IPD7SxOpjJXnpUfwvk3QQMCMOOR78ev8AnmvU73RRd2WWGMc8D9K+U5mfYWPzp/aX+DT39pPcRQF1xuZVBB46EY7j9a+K7W+v/BusyLC5SSNsMMY3AdPpX7LeNvAyX8cqSRA7gQQR1r4a+P8A+zV9ru5L2yiMU/8AeQdfr619DgcbG3s5nz2YYCTftae5g/DH4rw6gsSS3SvLtG4A/wA8dK930jX7a+SLMq4zxzX5+aloeteB9UYskttLGSBMo4I9/wD69eh+AvjVNYuyX9yYWAB3scqe3HpWmIwManvwOfCZjKk+Sqj7ptrtSqlZASpJ7A/rXbeHdSMboQPQ9cg8Y/D/AOvXzV4L+IS63HFKJxtPIAbINeu6DrDhFIUMfUHFfPzhKm9T6qjVjVWh9B6ZqUMttGrMY1KjL4575/kPxzXyT8Vvg54w8VfE+STTZ2lDMEgu7pd+xQpxjtgbjk4yT+vtej+IiuzfKRg10UWsRhWmDqW2kcfw/jVU60oO8RToRnpLY+Z7r9njxjqcM6+JvFN9IpXeII4hGHPA6bzkY74PXGB28b+MPwo1j4R6HNrmm6pcXFvBOsU1vOFMZR22qdybeM4GO+RzX1X8TPiW+kI/72OMHI3O2xAeuc89Mn8zmvlz4nftQ6F4x+H/AIh8OXNoDfXcBjRwm+MSBgVK5HynI6+3bpX0WEqqrZxWn4HJip0qNOUKjSdnbe9+h8//ABD03xFY66kniZMXksKtGVQKmzsFwAMc/qD3rljmu0+Ivj9/HNp4Zjk3NJpmmx2kjngM4AGfyC81xTda+xpLkpJNWPgcRyOq3Td15iUUUhOBSbstTnBjx70wkkc9KGbJpOvGa86pU53ZMtKwUYopyj1P4VlCHO7DbsNopzEDoBSKAeppun73KmFxKUKTQzZGKXBU8ZNNRV+6AQqRSA4pScmkqJNKXuB6irwQaQ8miik3pYYu0kZoHHINJk+tFO6VuUQu8+tFJRRzz7sLIByaft7dqYODUgORmuihGMrpiYAYGKkQ/lTKK9GD5NiCXIo3Co+tKOBXUqjYrD6XNRl9vem+YWzim8RGDtfULEpOKiebsKCrN948e1KqBfrWE51amkVZDSSHIvc9aeDimpnHNLXXStGKsSxd1JRSM2BxVynpqIWms4UUxizH0FN2CuGeIm9IL7ykl1AyFj6ClCd+tPUYpcZrONFy96bux3FXoKdSdKDXpR91ECk5oAoC4GaUGtYpt3kAuKQijvSk1rpYQ0cdaeDimHrSjpSi7PQYpNREM+TztU/gCR/9b9KcSB1NNQp85YkHqB6/54/WuHE1E2k31GiKQ8UypJHBGBWv4W0Btdu5FKt5aITkcZbsP8+1eBiOX2m90bwTeiNz4e6BO8st9In7ox7VU9wSPmx+FfTHwmdkWAEHCY7V57omgm2s9oTaSR1PHSvUPh9a7LhCoKgMCw9BXzeMqKUGfS4Gk4NH2h8IZRPbxoTjaAcdOMjn6cdq95sYt9qqsAxPXYOMduv4V4B8LUkNvEsJKlORk+v9Ov8Anr75ocTJb8nPcr2H0/z3r5VO59ZJaGV4h0iKS2YbBtxhQB0rxDxx4ejKybkD4HcV9Ca4QIGYDB6Yxnn3968c8eyqySDIB5JHerXu6oV+f3T4w+MHw5sdX81vJUMwPIWvknx38PrrQpy0cIaLJwyDHf8AX/PWv0C8X23mNICueT1FeI+M9DikjkVowwOQVPb6V7WFxco2TPCxuBjLVHgHwz+IA0IJBKwjdDtypxkZ47Y//VX034R+Llhf28avMqSYzgnk18j+NPDZ07VZZrY4AbcecbcVkad4pvdNlVmbeA+/ByPqPp7V688PTxWuzPHpYqphHbofo1omtHUJD5UuRjPB6dP8a7S0FxLEq4ZvbNfB3hP9oB9K1aHc0yW5OJGjb5gmAWK5O0dDjI6kZ719FfD39qG0trry9V8uU5kQsvyouxSVAySfvccnuxPrXkVcrqRfunt0c2pS0kdD8Y/g5rPjLSnazZiqgYh3bA7EnHv3PA696/P6fQ9l74lS7jkjvdOkYGAnGD5uxge+VJB/A1+jOtftT6Tc+GzcRotnvVpCTlcRBW+fPPOQVxnqCw6V+fVxqU2p2/i7xBIPJ/ti5by0I5Znm818ewAPIr2crhKm1TktEzyM1nSquNSDu3c5HaAKYwwalIKkgjBHUGmNX21SC5dD5lDKaVB6k06ivPlFSVmUMKc8UgQ9+KeSBTQ/PtXLKFKMtWVdjsAdulMxljg0rct6Uqrj602nUlypaINhoU5pwQA5p1FawoxiK7DFISQR6UjN6Hmmg8jms51UnyxGkIwwcUUrfeNJXFOyk7FIXHyk0lGaKTadrDCinhcKc0zHANXKm47iuFFFFZDClDkDFJRVRk4u6AcHJNOJxSKvc07rXpUlNx95mbsNG76UoB7mlp2BWsKT7sLiBRmnEAdKTGKWuuKSWxIZ4opDxTWkx0qZ1IwV5MY+kLY6VEznI7Uu7pjmuf6wm7IdhzMcZ70DJxQPelHWnrJ3bEKBimOx6AU+lCVtKDlHljoF7DFzxUuaQACkPJxWsYumrXFuLjJ68UtAGKK6IxS1ZIuOKKM5pK1b7ALmk60UtRq2AlOJpKSrvYBkq5BOagzVo80xwqjJFeTicPzvnTt3Li7EUcbTSKiDLMQAPU17t4C8KJp+noE3EnliR1PGf6V514F8DyeIZxJLGyxlgI1wQW9x/j7V9MaF4aOn6XFFt3PsAYjn/PevlMXWjTXInqe5gsM5++0RaHpDTKMLntXoHgjRH/tWNUXDEgfhkDnP+f5UvhXwy7FW2FQuMgg9PrXr/g/wWsOpxTbcbgMA565r5fEV76H1mGoWSbPYvhZopt7eMKSGGNyt/n68/wD6q9gWRoFhieMkNhQYxuAPP5D3/wAaw/BuhpbWUUZThQPu9Bke9dRf/wCjQuw+RByS3IHr7iuFRsdcpq9jB8S3eISpbEx4zzj8RXjXjVg5f5QZyMEfhXpGt3rTOVI8oAZ4Xd6nsSCOP5da8s8ZShkYbf3gzjOQfwP9K2VmiFeMrnkfiMZYkqBkYwea8d8ettjYKwDYPpXr2syl2kVlDOOcA9T7V5X41SORnbAB28cdPrXTRXvGFaV4nyZ8RRKZ5JlZoyjA9SCMmuA5Jz1Nes/FgwRadKcASSyKgwPfP8hXmdtCDCCe9fe5bhJYx8kNNLnwWKnabuVY2fIWMEOSRlc5OeMf59aurqV0UVDK8ydWSQlsYz+I/A1XuYdnIFOivJY4QiSlBjjYPmHJ4z1x1P5V1SoSw1V0qhxt8yui/f6vf3UEdqFkhtnjGIAvysARyvHTKe+MGqcr3DqkIkeaGFCUQchVPzHgdOuTTruU3M8kySSMqbQvmNlgPr7H+dR31vLBJmUF9+TuPUnuD7juKrl5feBO4OXEhWQFXAAwwwRxxx9KDUUfIOQc9qlNerQfPC7JehGwwaYx4NPcfNSeXzk1x1Iyk2oopEarnrTgoHSnkcU2sVSjT0G3cUUtNxzT66oCGHj1pBmnE+tI3txWM1bUCNsZ4pByaU4xjvSDqK8mWszToOZQBTac2WYigpxWk6fM24LRCT7ioeKbkhjikU4Oaeo5z61UG5qKXQHoOPNN2ClGcc9aWu1xjPVogbsHvRTqKn2UOw7sioooryTQkXlRTh1pq/dFL0r2ab0TZkxxxQKbTgeK3Uk2AtITim7smkAxnmpdW/wgKcnvgVH16CpQM/SkxzwBXPOk52Y07CCP1NKBigvgUVajCOkRXFAzQyHFPApa6/ZKSsxXGqm0cmlOTzSFsU3cabcYLlQDiQDTgKaq9zTq0ppvViYtGKAcUpNdVkkIQ0lKBRQ1cAxRRRRYBKKKXFS9QErpPBfhGbxHe72gL2i8Z9Wz29fxqXwl4HuNfljlmVo7UkH0Mg9vT/OK+kvA/geO0jhiitwiqBxjgfzzXzeZ4+FKLpQd2enhMJKtLmewvw78ArZRR7IiMqBjj0r1uy8GFnVAMjGeB78Y/wAjr9a3fBPgxVljQRZbGOg447Y/zxXsNj4OtbDS2vLtkgs7aJpZpp/uxqBksT6ADORX57WqzqSbPtqNONKNjA8D+CBJFGDENgIynXBHXPP416lp/hIWE8DrHsUH7p6Ag+pH1rf8LeD9tjBc28SyhkV92QwdccHOce9d1FoCJCkhj8thzs7j1/rXK4Ox0qfKXdEUfY0DDBx7iq2tXPlqNmcDk8g1JLcNYojFAyj5iegHQf5/nXOa9rIMDtGxDA4OD8wz+NDfQyW9zk9e1OJZ3t1Qh2QuUkQ+Wwzg4bGM57fTivJfGt55LNJHlmAbMZboeuR6810njDWmMLoSWB67u4PY15Lr+tsybCSwzg7m+6KqHY2loYHiK/ivLd5FYrN/eXG5fUe4rxDxxrT2wcP97tIMc16n4kKXFqWjYRyj0YV85/FbxCdFtZ5ph+9zsRMj5mPT8upr1MLTcpWPHxdbkg2zx34ha4NV1QQxvujgJ3bTxuP+GP51j2y7YE9cVQG+5mJOWZjlj/M1pjCrgduK/WOHaDi51eiVv8z4avPmeoyVN4qnG32W4jdgCFYNgjPQ/UZq+DkVFNCHXPevazHAfWY+0p/EjGEraMS21RkZ2mjW6JA2+byFIOenp1GPenXlwZoTukDyKRuIGQxI5OfX5V+pyc1VZOXOzGeQB0FP812Enmgyl+7Mcg+v/wCuvlVTnHSSNLK90RsTuGVC4AwOlOJHbmkKlySSSTzk96mgk8k7gFJxxuGce9ddGE9UDehDsxyeTS44p80jSyFmOWPemdKtxUXZAhuM0mPan0EZrPkQ7jMUUpGKSs2rFCN2pKU0lc8twGOPQUqrgc08CkxWPsUpczHcAKRgT7U4YFKea15E42ERiPuadTgMUhBqVRVNe6gbuJRTjjPNNJ71bSQBRTPM9qK5vbU+47MbRRRXlmg9SAtKGGKaANuTQBuPtXepzSikRZClxSZJPSnAbRx1pCuepNU41Huw0E246HmnjpTVXB5p1VSjZXtYTDNG4LyaZnccE8Uu3c3Q1Sqt/CgsLjJyfypQM04YFLXTGmlqIAKQtjijOaDWzemghvJp4FOA4puAzUKHL8wuOFFJkKKA2a3UlsSLRz+FFFagLRjilIFJ0FXbuADinYoFWbDT59SuEht0LsTjPZfcntWnuxi5SeiDVuyIYYHuJVjjQu7HCqo5NekeDPhg88sU94hkcHIQfdGPX1NdH4D+HkFkFldPMnI+aVvTvj0Fe1+GdAhiKLjcMjHHT3r4zMs3venR0X5nu4TAOVpTMXwv4JZSmV2gc52k17B4U8KSwSINow3KhsfXj0qfw1oabk+TrxkDPvxj6GvWdA0NMbWcttPJz06+3+Sa+LnUc3dn1EKUaa0NnwVokahWMIBxgnaCRz/SvXdE0dZYvnQFCMbSMgjnj/PrXD6Npn2GRRHhoj0yMcDH+Fek+Gp1aQK43MB91jzjucZ/wqErik2ldHU6Dpwg2LtKquOrYH5Y9RWxPAhXhQAB0NO0+PfCOg9Me/8An9KkuFKqxJ/4Diq5Dn9pd3OS1h2ihfJLKcjJ5I/SvJvFGr/Zy/lMdvTn19BmvUvFkpSHp0OOOSf1rwzxpdBpGbaN2ernIP8An865KkbM9Gm7o4jxRqPmAvJkEHoc9z/n2ry/Wbze46Z6dc10HifWPOmMbBUKjbjrn8fSvNvEl+bYKAdrfeweTV0o3YTdlcq+IbljbOwddoBOS3T8+K+Ovid4q/4S/wATFYJBJZWoMcTr0f8AvN+PA/AV618aPibNpejS6bA5W8vkaPPdIzwx/HOB+NeAWUO1dx6mvu8jy54msoyWnX0/4J8bmOJ5nyxJYoxEgVRj1qQrilxxTHkAOBya/Y1Thh6aT0S2Pm7tscCeo/OnIwUklVcEY+aoGkOeBmlBZ+vArD20Z+5a43ESZ+Sdo5PQdBUqwm5IAUIFUdBj8TTe1NLYGK55U43vN6D6aFqVIZQ43LEytjkHO0f1/wAKz37Y49ak84gADkAkgEA1EOTXl1VFtRiOEXHcbg0u2nngY7elNNc8qfLua3GmkpTSVzSQxtJnmnEUgFcjiygxmkIp4GKQ8g1XIrBcbTc4p9RH5jx0rlqvltbcYobceKfTQMfSlxipp80VeQC0dDTSc0jHAqpVFFXAGYA0xmyfakJz1oryalaU7roWlYKKKK5ygooooAeFBAp1Iv3RS160Ekk0tzJhTQMnJpScCmlyfaoqTgn733DSY7I9aRs44701RuPNSURlKqn0QbDVTmn4IpQKWuunSjBaCbuIAM0/ApB9KC2O1dS5Yq7ENJwacBxTCMtnNBPNYqdm20BIeBUeSvSgsTSque9Em5v3Q2ADccmncDApOew/GpAtdFOF9hMbgkinHjpS5GKbnNdTjGK8xCZJopQDUtvavdSiOMZY/kPc1NuVOTegeRPpemy6pdLDEDz1bGQv1r2PwV4Ui0+CPauWxlmPG4+tYnhLREtUSNAGIPLdCT3/AM+1epeHrLy1XI5OBkYx9BXyGZY91fcjpFHuYPDa80jpPD+k5VcAkgdMZx/nivQtEtEhCbejHn5Rn8q5bSnMEaHI3Y7Y449T+NdHba1FZjfJImVG7czDGB3Pt+NfG1G5M+ppxUD0LRUQbflYMQOSOPy6H/8AXXp2gFSgJGRjH4V4LpvxCif/AI9IJL1RwHijIXj0bGD+dddpXxYksSBPpl2o6A8Y6+vf9KyS7m71Wh9E6XJ8mMfMDzkmuu054WUITtz36HPrXgPhr4wadcXCLdCayBON0i5H4kdPx9a9f8PeIbO/h822uI50PR1O8fTg8VvBJs5pq256xpOo7I9jXAZN2MouPwPr/Pmr19dLNBuEuwA7uW4OOcfy71xWm38b5GAsnqMDPPH6960Z70iFyTubbnAX7w/CulJWsee0+bQ57xXPJLvXdgHBKnBHT/PSvGPFtrJKXZTtOehB5969a1Cb7TNIq/KVJwoIB/L864rxPpgeIbQMDjFcU4HpUp20PnTW9Pe+1FkK4YsMDB614/8AHnVl8Es0s7FYkt/M64LMSQFHTkkfrX0/deHj9uWUoQC2cntXhf7VHwvl8UXHheaD5oYrwxzRr/FlGZM+25T+YqsLyqqufYnFqTovk3PgzWb271vWJ72/LfaJGzsb+AdlHsBUfl4PpXQ+PNFfw/4z1exlXY8M5yvpnDf1rA3bR61++5bhaFLDRmvtJP8AA/OarlztPoNZiiZJ57CogrMRj86lPzdefpSoNorrnS9tNJv3TNOwJGFHApSQOKGfAqFmJ6VrUqQoR5YISTY4vjpUZPNLSdTXk1ajkaJWFpMYo/Gm596wckihx6Uw9KUnNNNYVJ3GkJQTiikY5rjnLTQYZz0oAz9aCKM4FZ+oxaCcU0yAU0ndis5VYrRasLCnk+1IMAUhP4VGHIFcVSrGDuy0rkuRikJwDiow3PPNBP5VzyxKa0HYNxPekoorz2292WFFGM0pXHufSmoyauhCqoI6UUgbHb9aK64zppJNL+vkTqJRRRXEWKGIGKA5H/16SnJGSea3g6k2lETsJyxpwSn7dvtQTk12ww6jrPVkX7AABR3pcUneutrlEOBpM5NKoxQcA1tra7EGcCm8sc0Hk0oGKhvn06ANpQKRmxwOtA3d+KwulK24xc4NPC4qMDNS100le9xMKN2Kax54pVHGe9bqb5rIVh2eKAM0lKvWt4u71EOrpfC+nGRshcvJjn0H8+ev5VhWFi9/NsU4A5Zj2Fek6HaLbxosafN6gY715eZYm0fZR+Z14end8zOs0Oyjt0Qk9CM4Oc11MOtw2SdFAHfpXEr5q4DNtB5PrV/TdEuNVcIoJUnGf8/WvjZxT1kz6GEnFWijp5PG+0eXboXlJA+XPJrY8O+HdX8U38MuoYjsg28Ww/jI6Fvp6fjVjwz4IttNtzczgRooLtI3OABzk113w68aaZ4kvXTRtI1XUtOjcwnVYLP/AEXdkA4YkEgE9cEdK4JyST9mvmd1OL5l7WXyPdvh9ommR6fHF5CoEBQAJwf/AK/Stjx74TsU0h3iCCUDgKFGSO4H+f51maJYyQGKMIxeT7g/iwODtB61uXtrdTwyRMzhXwMscq3Y9PTPtXmKSelj1+Vp7nm/hLUoL6NILiNBJ9zgDg/T3/wroNRtDoN2t5p80lkrHD+U5UL0PbGetcvqukzeG9RkuAh+zyEl2A4X3+n41euPERv7ExsQXCjt94DsPwpx8yJ73Wx634duvEd3Yw3Gn6nDchhlFnXqeeNw6dCOldLb+N/Etg3lXujC66YMEoDH8DwR+NeV/CfXpbaOeIHzER8gdTn1P4YP5165b+JGlxG9q7svBLJxXRHXZnJJJPa5kXnxDWIlrrS7y0+bo8YIB+oJHWk/4TTTtTdiJ1YnqH+Uj866ueJdTiWN4lYNxtwOPrXKa14Mtpo2dYvL3ZJKjn/63fkVfLInmp+hlahe2xDFNu4Y4x1/GuB8ZadHq+nuqnypUKtG+3dsYHcvHcAj9Py3b7S/sUknkznMRAkXJ9Af5EVyeoXskQcSbuSQ3H4/jWDi73OyEotWR8o/H7wJb+Lbu51O3iS11dP3c6Aj5ZkHKMe6spDK3HBz6gfL08clvK8UqFJEOGUjkGvr/wCL9y1jr0d8u8wzoIblV6soJKt9VPT2Zh3r55+JWiCOdNSiRQH+WUgYyegP9Pyr9D4fzCceXC1Je69vJ9j43MsOuZ1IrVb/AOZw0YPfFOyKYCM0E4r9LjPkjZHztriscg1EcCnMajavOxFW5cUG6lyKbRXAp9yrBRS4zSVm1YYhOKQnNK3SmMawqSsMGNMzjpStmkAwK8+cm3oUKCcGkIz9aAadQveWoxmM/hRQeppCcDNYOy1ARzximUZzRXkVJ88rmiVgooorMYUYzTkXJz2p4FdVOg5q7JbsRjKGjJJyKeVyfalAAHFaqjJ+7fQVyPaaKl20Vp9VXmHMyGlC888Ug4NOB3H2ripxT33KYqqByOafjtTVGBT15r1aMVZKxmxQKCuelOxRXeoXVmTcYUNIwPepKRhms5UlZ2C4zORikxTuBSjkVkoX0b1GG7FNZztNIxJbAGfenrx1o5nO8U7ANjXjNPxgUmQM0wyHpQnClFRYasfQKMEil6Vsl3AXGadgU2iumLSJHYGKAOR6nikApyHM8a9epoqT9nBzLguaSR12hWyxwRqAyk/Nk4yT1zXa21xHbWm7jCjoDwa5TSkMcaA/eVQCDV+/n8m08sAsw44xya+NqPmbbPXj7uiOz8I2n9s3PnSj90Dhc/WvavCmgIQBGij5eF4B/wA9K8e8CTFIoI2B5Ucg/ma9/wDASh1kO3O3nqOenH5V4eLbPdwaVjh/jh4Y8Wa5Z2OiaDpck2jzh5tRulmEQKqc+UzFuFPf1APoa9V/ZZ8RPrPwtTXfEFjpXhfRYJDBayI5ggNuBtDkydOQ3zd8E8VH8VvD/iXxd4asPDHhpSs2t3Jt7zUc5jtINuWYn36fpxkmj9mHwfrfxP8AF/xF8I6lrA8Q+HPCdjNoulxzwxwLPcTrtLlVGMoqsgODgS5wec5pe0o8j6aim/ZV3JX1+7ucx8W7nwZ8XPE0OnfDnw9eeI9fBjS98aaZaXNyukIHwJItmCWB6Y2r15JzX25Y/D270bwvptndXs2qTwWscT3s0eyWdlT77Acbjjn6H0NeWfsd/Ez4YfBH4W6b4L8QQXPgbxZbtL/a0eq2UiGecyt+880LhlPGAcYGMDFes+Pv2j/Ab+KfAel6B4k0vxEuvai+nXMOlzpcPCrRMUlZVyQBIqqenDMcHbUVaLaUEnZdx0sQovmk9X2OK8R+F45I5Y5EwUX5lI4x68evPtXhHiPTH8PXzIMNbknbn1/z3r6r8YRJbTSRDZlfl+8MYB6f04r53+JyxiJnG3AJ5/z9a4mrHoqfMiD4W+IE0rxLGkjjypflwRzjjivqPS3tWhV0AHrjt7D0r4b067eKaJlb7jA8HoRX058PvFb3lhGJZPm2/wB4nPAP0rem+V2Zy1U5K6PT/MhT5Rhh1wBz9DVa8ddrDBCN3x/n2rDvb4sd25c9QxGfzNV/7VYDg846A/0rq50cyi9zP8QWq4ba2eDg546c15V4mtBliBz3GO2K9N1K4M28ghfb/wCt+dcT4ggWSMbfxJrBnTTdtD5n+LWlm7tZnXkjkA9j19K8K1O1GpaTNbsMDaVHt2r6k8c6X9ohlUjLcqCRxXzlrtidO1CRG4Rz06Yrtw0+V6brU5cTC/oeDzxtBPJE/wB+NirfUHFR7jXT+PtJNnfrdqMRzcNj+8B/UfyrlC1fqtHGKtSjU7nxk6fs5uLHMwFMLUlJurGda+4khxOaAcUzNLu4rH2q6jsSUm6mB80Kciq9qnsKwuSTRjrRSEms2+4xKYetPJphrkqFBRRSFgK521FXYATgUwsTQTk0ledVqubsti0rBRRRXOUFGM0AZNSgYrelS9p6CbsNTpTgcUGivTiuRJdjMKDzRRTAKKKKAIqM4oorxDUkjHHrUo+lMiPHvUlfR4ZLkRiwopRSV3WsSFIxxQzYqN2yMVy1aqimNK44EE/0oL468UxeB0xTthauaM5OPurUoPM/uimM5z1qQR4pfLX0pSpVpxtewXSIMk9zUsSYGT1p+0elLVUcI4S5pO4OVwooor0LdyAooJxRS6gKDipLIF70YBJAyNvXr2qKrWhBn1JWGOOOa4sZUtBRv/SN6K99HeaaFKDPrRfsZpI8HALYwD/nvRbEpCACPmP51YgtyzozHv8AhjPavmZeZ6MVdnZeEAY7uEZ54Xjpnive/BksiyLt3Y2gkANyc8dPcfyrwjwyAlwoI+bPPNe3+E8ieHIwR1AyMdvw4FePidT3MLofQ/ghxcvGxXc4HGCc8jHGB068+49K9v8AhB4d0fwlNc/2ZptvYtezNc3LQR7TcOed7Hvk559OmO3gngWZGaBQ+xGCkLGSDnjB/wA8c+9fQ/g6dgCd275s7SQWX/EfSuOPY66tt2evpHaXsQ+0wxzLt6Om78Oa53XtC0KC7W/i0nT1v15S4W2QSj/gQAP61w3h34tXL/FXWfBOpwQrGmnRarpl3CSfPhZjHIrjpuR1AyOoI7itXxJqQRJD5gABHUjt69vT0red4rU4YK7ujzf4iXm2Z3RmzyCQemOMH1/z6V88fES4LwujnoDknA79T+tez+ObnbGwcFiepyMN+VeCeM2JLhsLjOQDnpXlyl7x69ONlqcdYu+9QRjPH417b8N70C0Cs3zcdO54/KvFLONluE43AHAHQH/PNes/D7cZFyCWOCAueK6EzJ9T1kzM6Dk44ytQtM0bbRwPQ/y/z606BtigDlM49c0yXAJCDaf4c8cVoYpEF3MzBiAQQfrXM6y+Y8ZzycHPStqeRlGcA4HYc1z2qShkZj/+qlctR6nnniWESMee/QnGR3r5++I+liN3YKNw98fpmvoHX3+Ujqe3P6V5F43thfQSkHkDnBxx1Hb6V0Ut7mNXWJ4Tr2nrq2lSQOfmC4B9D2NeRspRirAqwOCD1Fe036G3uRHwA3ykH1615X4psxZazMBgLJiQAe/X9Qa+zyyra9NvTc+WxcbtSMk0wnFJI4H1pE4HNejOqnPkicKWgZJPoKKU4pKx16u4BTlPFNFOAwK0he4C0h6UGjtWrfQBuaKXH5Ulc7TW4CHoajpzN2FIq569K8+q/aSUYlrRCUcY96UjBpK5WnHRooKMZopVODRFJtJgOVeMkU6nAZFJivZVPkSSMhKKKKACiiigAooooAipVIB5pKK8VOzuak0PIP1qSo4eFNSV9Jh9KUTB7hSMdozSk4phBc+1bTm7WjuCGgFiaeIwPc04KAKKiNBR1lqwuIFpaKK1skIKKKKACiiirWwCEnsKAMck5paOtZ8t9WA0t6UnJ60uAtA5rDVvVlA/yoa0vDjBZ/ugliRn0/zzWXNwoHrV7w8f9MAJwM+vfBrzcXK9Tl7I6aHxHfwcRpznHpWxYweaqgjLeo6+tYunKZAuR8ueldPpyDevQHvn0rwpux6VNdTa0E+XdRhuRnPPT1/pXsXh2YKkLE8ZANeMWDeXdgH7oz8vSvVvDFwZIYDk5BHBJ564715lfVHq4d2Z7MvxE0j4ceGJNd1m8+zWEIUOzHPJIAUKAcnpwB+FfQngH4h6Ve+CbLxM+oQ2ui3FulylzduIlVG5AbIHPt6+uefz0/aQ8J6pr+gaVqP2uCPwvphafUIHl8uRyCNu3jkkEqAD1PvXp37G/wAJ7L4u/AfxHb66u3RNb1ySextrd9o0+RF2koMYPDfQ4575UKUfZqbZFTESdR07Gb8XviD4U+Dnxztdc+H3xC88zCR7y2W5W6ggkMyO1sSDtETguwBJ2kZBGM19oR/ETR/HFjJe6PqVvqNkHMX2m3kSRMr6EEjIxxjrivye+Iejx6f8YLfwBbPoU40u9GjnXLeweT7Y0rkCWZGLDenmbcKMBk4zya+8/gp+zjon7PuiXo0rU7rVLzUlUXVxLIVRthJACLwvU8kZ9TxVZgoQpp31t95nlznOo1bS52/iG5MisoYrG2RgsCCM4JHH0/z08i8XxlGcEKBzuU/n1wP8+9epX8yywSh1UIh+63AHOQfYf5+nmnigl3LcE85OOCfUf5/rXz8Xzan0cvd0OWsrZXwGYggdcZxxXpHgiTyJ1GAGHXP+fauI063xtYAYGDjpken06V0ujT/ZnSXJZCOehwPfn/PNdcdzlk1seu2cyyRtggnjPOTSTTkAlvmPTI47Vj2F6PJQpjkDtgY6Zq5JKZFweVzx/wDqrW4ktCKdwVYZGPb/AArD1VAykgbhjjFbEp3luecc+v8AnrWJqBLQuAeeu4cYB/z+tZNmsUefeIoAd53YzwRn8a8x1rLSvuO7acfn/wDqr1jxEpi2qEY7yF4A+XgkE/ljvyR9a8y1yPDtnIPOe/t/Oumk9TmqxPEfF9mIJWdMEh8jIznFebePtP8ANsYr1esWA3up6frj8zXsni2z+Rxgc8gk5+ledzWq3enSW8iZGChX29K97D1HG0keBiKad0eRqCxz2p1Wb2zawu5YH+9G2M+voarnrX0kafJG/c8NiUUUUxBT6ZQTmrjLlAkBFBFNU4pSeK6lJOOorCHpTaUnNJXLN3YxqrjrzQ5xwOKGbHA60zFedUkoLkiUlcM5orufCXwe1/xfpM2o26R2tsFJhNySpnPoox068nj+nEzQvbzSRSLtkRirKexBwRXI01uUMpVUnmtm98F61p2g2+tXGnyx6XcY8u5yCDnOOAcjOO4psHhjVZ9Em1eOwnbTITte62fIDnHXvzxxW9GnzO8hNmaDzR0/GnQQSXM0cMMbSyyMESNBuZmJwAAOpNS3+nXelXLW97azWdwoBMU8ZRgD04PNepzWViCvRRRUgFFFN3fMRUuSjuA1iQTzRSHqaK8mUnd2ZoFFFGM1Ax6NtX8aepwc56+tJGu4emKUxZYelezSjU5IuOpm7XBWLnA6etSY56mgADpxRXo04cq993ZDYtJRRWzYgoxmiipfmAUUm4ZpalNPYAooJA61E02eFFTOtCkveY0myUsB1OKazjHFMVMnLHJpwxWPPOa1Vh2DbkZp0aYpRTlropU1zJibIboYK/SrGjbzeoF6ZBP4f5NQXXVas2amzkR3wQWBA759K8XGxf1mVvL8kdVBN2aPQNLcFkVT8/v/AJ966rTywODz+HWuK0S4EoSQthiBkDjmuy0/BKnGeOmf8+teFUPVp6I0UmCXCkAk5HH/ANavTvBk8bRIM4bdg/T1z+Yry15A0y7iAOvNd74MuwAqOQFwM4/zxXn1dYnfRdpXOj+MvhPWfiF4Ag0fRR5kkt7E1yhkAJiBHTPAwTn8K9y/YIS30b4KQW1vNJuTV75Dg/d2yFV6eoX8z2rkvB0jHYNoYH5iCfvfoffn6etXP2MfCPiDwj4o+IVpqv2kaal+F05JiRF5UjSSs0Z5GW3LnHp7VzxqNUXG+xpOmvbRmluj5+/bB8F3Oh/HS8OnNa+Hlhv47q1tdKTe1pDK6u97cyIMoWmJIU/dwMYG0n6Pi/a28I6g2laHov8AbHiq5eeK0lv4LCbamF2tMxxjlsE4yBk8cVj/ABl/Y703w94d1Txhq2sXfifWdS8UWcki3DlY0tZ7pI3jZcnzCBIOewQYxxX07qvgfRvCujrYaRpsGk2VtGY7a3toBGFGMjHTt/LvV4ypSqUore3yIwVKrTqz6J/M831p2Z33EgnDex6f/XrzzWrvzJWwQSvXaePzz/nNdl4plETsoPfG4qfm9z6dv/1155fyeZPychSTuPPBOa8WC0PbqPUmgYCEjDIenzHPGehz9BVixvP9MAQE5Ybsdfr0rNtZ8qCxOMdvf8KoyaqIbrJbg8se3TP+FdcTjvfU9IsddFpeJGWyjDPPGPf8T3rr7W9BUkcHcRnGDn/OK8Gt9c+0eMbCJH3JsZm547H8PumvXdOu1eEYYAEZ/Dn/AAoldM2i7o3Zz5jBlHzYrMuYyQ+Dkk+nb/OKurIJEU7s5OPl6dRVS4bEbRkAcnp/n61nJmkTidciBZ9wwo+6D2/zzXmviGJSpk27R64xmvU9ZTZE7bsls/eIFedeIoBIjBlLbhzzW9JmdZHkviCHzVfPJPOMV5vcIIrySNuA49M5P+cV61r9ooQ4HXgcV5hr8JjuPMAxtbJ+nT+VexReuh4VddTz3xxpm0pdqPmB2Pjnjsfz4/EVx56163qtqt3bvGwyrrhvcGvKLq3e1uJIpBh0ODX0uGq89PlfQ8KvDllciooorqOcKKKKADOKXrmkoppgGcUUpPHSkzTfqAV6F8GPh/H4y8QyXN9EZNLscNIpziWQ/dT3HBJ+gHevPD617R4Y8QN4X+Al7e2GEvZrp4TIvVWYgbvqF6fhXJWatZjR6LH45sNZ1zUND0397Bplo8tw0J2hivHlIR2Hcj2A715743+GEXiO38J3uj6bDpF1qMIa8hjUrFCCqtub0wW24xkkgda5z4F6VqMnieTWo7n7DpdkjfbbqUDY6nkx5PGTgH2xn0r0jwf4ouvid8QpruKWSHwxow3Qx/cE0pBCO/8A48wB6YFc0feQPTY6Lxb4S0iLwXpuk6pqCWGgWJjM7yNteUIuFQHtk8nHPGAOcjxz4hfE1/GVvF4c8N2L2+hQ4VIYo8vOFPy/KOijqB+J9B3HxT0y1+Kng1fEGgTtdS6bJIkkCkncoPzfL6jhh6g1X8DaXaeCPAWnXOoalN4Y1e/nM6SQRCaa6jAGyMrtJxg528cmu1RtqZo4H4NeHJ734m6fFPC8LWJN1KkilWXaPlyO3zFaZ8cNXGr/ABH1LaQY7UJbKR/srz/48Wr13wiNQ8L6Xr/jbxQDJq96EjjtwFR9q/LGm0cKzHbx2wM85rB+OdzbaT4H0nS7m1tRrF3L9ocwxbfLAyWIPXq23JOTyapay0BPU8DopTxSVo1Z2LCo2+8ac2ScY/GkKADrXFV5qmkVsUtBtFO3AdgaK5eWP8xVxtLynOKQcGlY5PtSjZK/UCaI4Xmn5qKIZFSgYr6DDybgjJhRRRXWvMkKQtilowCah36AJyfalwBRRRYBNuOlBBPfFLSFsVLjFIY0pkcnNM27T0qXPFN25rmnSi7NblXEyc8U9VwOetAUClrohDW8ibhUiio6ch5rtp2UkSxDGZrqNRj1OelT3yskWcDIweQDwf8A9dQwti7IJ6rgVvTaYbqVwWAjK4GOCOPpXzmKknVnfu/wPRo2VO3cn8M3jTRRrzlcDOevNejaX+8QLnLEdc4/X868o8O74LuSJ+CmVIHsR/ia9N0SU4xnI4Ga8GqktEd1J3NO5GzDEEZPPp1re8MXflSpuyD6EdB/n+VZcsIkTceCO56fpVjSo/KlVipyO3p/nH61xN3Vmdkfddz6A8DXKMIwxaNiQCy5BGAPT6/rX0Z4BmEi+ZFMELKQXXjBPAySefp/KvlXwXc5MKkr7bgOR2z/AEr6O8AahsMUg3Kdw3fKDhcYJ5PPfv17149aOp7VB3idR8fCT8HdWKSAJFJayFG43bbmEjA4xjb6fh0rrfGOoZt98kmQGLEHnBPAxgA9cfrXJfFW+gk+FPiL7UreSti77AMDK4cYz15XPH9RTvFOuedZllLIjDco6jB+b/PpWE9IW9Toivfbt2PNvFEyvdSklQ38THGDxxxz/KvNdWuQ03ynlscgDB9/8+ldT4t1EF3OdvOAV6/56968xuNRaabaxG7gAA5H4f59KmknYisrHRfbDFbkjDc8flXIa1rHkyE7uAfXOP8AOBVy81bbbnpnHJJ6V5r4n1x2LKh3u7BVXPUk4A/OvQpw5nY4Zy5Y3PRfAlwdQ1m6vm6BfKRmyBx8xx+ePwr2nRr1SipnPyjIx2AxXh3gpRpljDAfnZRh29W5J/UmvVvD115u1/QjjNZ1NZXOiGkUj0aGVWUAvu7kDjn/ACKjuWJwwHJOevb6fWqtlNvG0EEEDp+tX5SSo+QDsRn3HWsTeLuc1rEYwu1gy4rg9biyW42rk9RXot/bRyR+YzAMB24APp09q4rXICDIF65HQH/PUmtIaGdTVHkuuw7g23jb0xXmfiS3/esWyO2fWvX9atTlgcKpxkD+fFeceJ7ZRGxGDgcjtXq03qmeRVjozhIl3WoUg/KShyfTp+mK8/8AGen+RdJcD+P5W+o6H8v5V6BCdl3Mg6MAwGOM5wf0IrA8Y2Qm06Y/xRjfzz05P04zXs4afJUXmeLWjzRPOqKKK9w80KKQDB6mlpK/UAooopgFFFIxwKmTUVdgMc5Nbnhzxlf+G7a7tIo7e90+6wZrK9j8yF2HRsZGCPUH+lYVOVc89q8xc1Sd0abI6PX/AB7q/iGwi092hsdLjwVsLGMRQ59SByfxJrR8P/Ey+8NeDL/QLG1giN4zF70EiUBgAR1xnHAPbNcaTilByK7o04xfdkN3Or8AfEfU/h7ezS2YjuLedcS202djHs3HII/lXQ6r8f8AxLqWnR26R2VlMmQLq3hxIo/2MkheOMgflXmdFb6E2R1uq/E3WdW0rR9PkeOO30xxKoQHM0gOQ8hJO49T9ST3rZ1r403eu3lte3Og6LNfQpsE89u0vfPCs2Bznsetec0UaLWwWOt8a/EGTxraWcc2kabYS25Jaeyh2NJxjB9vauSozxTGY5xWdSpGCuNIfTHPbvTcn1NKAWNck63OuWK3LtYSipAuByBRSWHk1e4cxGODT1fJ5xTKKwhNweg2rk8fI/Gn1DGSFp28+te5Rqx5Fcya1JKKRTkUpOK7Lq1yQoozxRTuAE4FIDmlPSm5xUNtMYpOBSDj3NKBmlwBSs5O4bCAetLRS4xzXRGOghKKUnNJjmlKy0AKUdaAM07tVxXUCItsukb+ddRaBQsDLhzjBJ528dM9v/r1y9wuUB9K19Gv1lby5Gy+MDJ/QV89jIuFWSfXX7zspS92yLk0fla9FKgCiWPJ3Hqw4P6Gu+0I7YkU5OOwNefXkmNQsgy5O719c/1Fd74fOVHUZwM149ZXjqd1Dc7K1h81fmKnPqeDVm3sSrhsfd6BTjHf86fpSiXaT7cVux2ZkAcH29ee3+fevJbsetGNzp/BzlJYlKB1BwVAxn8v89a978Dag5jRCvyuAhLc7jz3/wDrevSvCPDtp5M6naobGOe4+n5CvZ/Cp4RkYg8fdGQD6jiuCq1c9CirI9D1ZU1nQb/TbkAwXcLQzCNuXVlwcE98HH1A9KwtdvysQRgWVVCgoTg+vb9a0wqGEKSIpQDkE4z7jnpiuY8QzbJZNqkgH7x5HcdeP09a86Tu7HoxT3POvE8+8MXCjaOeeR69+nT8q87luwJWwxO3jJ5/Gu18UzExyYUgnJ6A9eAK87uZQ0zY+XHAB/xrrpLS5yVXqM1jVCtr16dSDXnUM7ap4niQEtHD+8I9+g/rXQeI7kpbnJxuB4rA+HUbXmoXNyQVDSEDjOQDgc/hn8a9GEbRcjzJtymkj2vwzEpWMPnP1r0bRrYADAwMYwDzXnGkPsdAOfUYrvdNuQYE43DHfjFcUrncmlud7pLqg2sQG6kg1rMfkPPHRuOvseP8muUsbrylDJgADkDv+f4Vu2dyroGfCkcDjGP85rJqxvF9hlxa71dSxBAPzEnAHHrXL63bEAhlz1GM98//AF/512CNHIrDGcjIdeCf8k/pXOayVAY4wQMYHr2HJ7f1oi9bjabPMfENuEDMFKHd0A6AmvJvEzBRKCPXI9P8/wCNeqeJJsBm3Yw57dOf8/lXj/iRRI0uGLA5PvXqUbs8qt1OGm+XUYZMnklPzB/rVTW4hLbyK/IKkH8qm1EkXUO0n76H8M1Dq8wELAHjbivWXQ8Sb3PJwOB9KWlkYMzMBtBJOB2pBzX0K0SR5LCiiiqAKKKKACo2OTQzZPHSkAya8+rU9o+SJaVtQHWpCAwppAX3NNBx0qYy9l7stbhuPC888+lO701c/nS9BknNdcLJXSJFopu8e9AcE1XtYdwsxWJA4pNo6/jSk4qM8msaslF66jQ/fyOw96a2M8UAFqXYfasZe0qLa49ENopzJ6U2sJwcHZjTuFFKEJoqvZT7BdCUUUVkMen3akQA0UV7dBK0TJj8Yooor0iAPSm5NFFZy0GhCeKQdaKK538SKHUoNFFbx3Exw60NRRXXH4SRvV6WiisIbsYq9adRRXXHYQrKCpB6VTR2ifKnBFFFeTmiSdN+v6F020bjTtc3FqXA3LInI4J+YV6R4fPK8dAMUUV87iVZHsU1aasekaZErIpP1/lXZ6ZbIEXGRnH6kUUV89UPdpdDqdKtIzdsMEbZNo5r0rwtGilFVQvzYyOOw/8Ar/nRRXDPc7oHYwlvsrMzM5wPvHPJbGa5TxAxj/eJ8pZmBA6cNiiiuGW53PY8w8Q/vpZEboHK5HX6151fn58DgEngcd6KK9Cn8JwVdzjfF7FYpADjC8flV34W2scen5VcfKOB0oor0H/DPLX8Q9JhYgjHGR2rqdFkMlujHGfQUUVxHadRp7MYVwxUFlB28dcZrZs7iTzmUHG0cHr/ADoorKR0QLsMzOpBPBGSBwOhNU9SXMDHPJUE+54ooqEbnkvjJiWkUcADt9a8U16Rg7LnjcV/z+dFFetQ2R4tc42+JNzGc87lH6iqGvSmOGUgAkDjP0zRRXrRPDl1POGUAUhAAoor6uSWp5Q2iiiuYYUjdKKKiXwsFuJsHvTsAdqKKypJa6DYx+tKqgiiisopOrK4+g6kf7poorpn8D9CVuMK4UGnAfJmiiuOmlzP0LYzJPeiiiuW9yh6dKdRRXq0vgRm9xjnmkQZNFFcb1raldCSiiivRIP/2Q=='
'musicbrainz_albumartistid'                         '2c7bc024-3d96-4051-b0ec-b65229df1419'
'musicbrainz_albumid'                               '7adda684-0c8b-4959-b528-7d896bd59adf'
'musicbrainz_artistid'                              '2c7bc024-3d96-4051-b0ec-b65229df1419'
'musicbrainz_releasegroupid'                        'a1e274db-7330-4b9a-975b-0ae70e05e955'
'musicbrainz_releasetrackid'                        'e3d48118-abba-407d-9ee8-86edeab9b1ca'
'musicbrainz_trackid'                               '98ad2c1e-c885-41eb-a509-be6c5158396d'
'organization'                                      'Okeh'
'originaldate'                                      '2016-05-06'
'originalyear'                                      '2016'
'q-bass'                                            '4'
'q-busy'                                            '3'
'q-chart'                                           '2'
'q-drums'                                           '3'
'q-grit'                                            '2'
'q-hap'                                             '3'
'q-hhrnbtt'                                         '1'
'q-jzfks'                                           '2'
'q-localness'                                       '2'
'q-mixbeat'                                         '1'
'q-oldst'                                           '3'
'q-other'                                           '3'
'q-piano'                                           '1'
'q-play'                                            '2'
'q-syn'                                             '1'
'q-unu'                                             '1'
'q-vocals'                                          '2'
'release type'                                      'Normal'
'releasecountry'                                    'US'
'releasestatus'                                     'official'
'releasetype'                                       'album'
'replaygain_track_gain'                             '-9.44 dB'
'replaygain_track_peak'                             '1.078144'
'retail date'                                       '2016-00-00'
'rip date'                                          '2016-09-07'
'ripping tool'                                      'EAC Secure'
'script'                                            'Latn'
'title'                                             'Transcend'
'tracknumber'                                       '2'
'tracktotal'                                        '15'

========================== row from database ==========================
                                              'id'  1246936
                                            'path'  /data/Music/Bulk/00blues-jazz-exotica-oldies-country/Theo Croker - Escape Velocity/02-theo_croker-transcend.ogg
                                         'working'  None
                                         'bitrate'  217
                                    'duration_sec'  232
                                           'genre'  prerock-jb-jazz-newer-nu
                                        'filesize'  6658633
                                           'mtime'  1620536728
                                   'redo_metaread'  0
                                        'rest_str'   00blues jazz exotica oldies country 02 theo_croker transcend prerock jb jazz newer nu
                                      'tag_artist'  Theo Croker
                                     'tag_release'  Escape Velocity
                                       'tag_title'  Transcend
                                             'bpm'  95.0
                                    'search_title'  'transcend':1
                                   'search_artist'  'croker':2 'theo':1
                                  'search_release'  'escape':1 'velocity':2
                                     'search_rest'  'country':4 'croker':6 'exotica':2 'jazz':1 'jb':9 'newer':10 'nu':11 'oldies':3 'prerock':8 'theo':5 'transcend':7
                                    'search_combo'  'country':9 'croker':3B,11 'escape':4C 'exotica':7 'jazz':6 'jb':14 'newer':15 'nu':16 'oldies':8 'prerock':13 'theo':2B,10 'transcend':1A,12 'velocity':5C
                                    'tag_tracknum'  2
                                      'num_images'  0
                                             'key'  3A
                                           'quals'  ['q-mixbeat-1', 'q-chart-2', 'q-other-3', 'q-oldst-3', 'q-grit-2', 'q-hap-3', 'q-drums-3', 'q-busy-3', 'q-localness-2', 'q-jzfks-2', 'q-hhrnbtt-1', 'q-syn-1', 'q-piano-1', 'q-unu-1', 'q-play-2', 'q-bass-4', 'q-vocals-2']
                                      'lastfmtags'  ['american', 'jazz', 'trumpet', 'sun and moon and stars and outer space', 'usa']
                                        'tag_date'  2016
                                     'discogstags'  ['jazz']

============================== file details ==============================
                                           'mtime'  1620536727.6972992  (2021-05-09 07:05:27)
                             'size'  6658633