(Classical) Chopin: Piano Concerto № 2 • Beethoven: Piano Concerto № 4 (George Szell, Guiomar Novaes) — 2013, APE (image+.cue) lossless

REM GENRE "Classical"
REM DATE "2013"
PERFORMER "Chopin, Beethoven"
TITLE "Piano Concertos"
FILE "Beethoven & Chopin Piano Concertos.ape" WAVE
  TRACK 01 AUDIO
    PERFORMER "Chopin"
    TITLE "Piano Concerto № 2 f-moll Op 21 – I. Maestoso"
    INDEX 01 00:00:00
  TRACK 02 AUDIO
    PERFORMER "Chopin"
    TITLE "Piano Concerto № 2 f-moll Op 21 – II. Larghetto"
    INDEX 01 11:25:66
  TRACK 03 AUDIO
    PERFORMER "Chopin"
    TITLE "Piano Concerto № 2 f-moll Op 21 – III. Allegro vivace"
    INDEX 01 20:11:58
  TRACK 04 AUDIO
    PERFORMER "Beethoven"
    TITLE "Piano Concerto № 4 G-Dur Op 58 – I. Allegro moderato"
    INDEX 01 28:19:49
  TRACK 05 AUDIO
    PERFORMER "Beethoven"
    TITLE "Piano Concerto № 4 G-Dur Op 58 – II. Andante con moto"
    INDEX 01 44:42:47
  TRACK 06 AUDIO
    PERFORMER "Beethoven"
    TITLE "Piano Concerto № 4 G-Dur Op 58 – III. Rondo. Vivace"
    INDEX 01 49:30:04

fooCDtect - foobar2000 + auCDtect, baralgin.
auCDtect: CD records authenticity detector, version 0.8.2
Copyright (c) 2004 Oleg Berngardt. All rights reserved.
Copyright (c) 2004 Alexander Djourik. All rights reserved.
     mode: 0
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    Track: 01 Piano Concerto № 2 f-moll Op 21 – I. Maestoso
Processing file: [01 Piano Concerto № 2 f-moll Op 21 – I. Maestoso.aucdtect]
Detected average hi-boundary frequency: 2.020800e+004 Hz
Detected average lo-boundary frequency: 1.303795e+004 Hz
Detected average hi-cut frequency: 2.093517e+004 Hz
Detected average lo-cut frequency: 5.010822e+003 Hz
Maximum probablis boundary frequency: 2.189100e+004 Hz
Coefficient of nonlinearity of a phase: 2.702379e-001
First order smothness: 3.344617e-001
Second order smothness: 6.251862e-001
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This track looks like CDDA with probability 100%
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    Track: 02 Piano Concerto № 2 f-moll Op 21 – II. Larghetto
Processing file: [02 Piano Concerto № 2 f-moll Op 21 – II. Larghetto.aucdtect]
Detected average hi-boundary frequency: 2.016274e+004 Hz
Detected average lo-boundary frequency: 1.252842e+004 Hz
Detected average hi-cut frequency: 2.105531e+004 Hz
Detected average lo-cut frequency: 4.082389e+003 Hz
Maximum probablis boundary frequency: 2.189100e+004 Hz
Coefficient of nonlinearity of a phase: 4.192381e-001
First order smothness: 3.556419e-001
Second order smothness: 5.638354e-001
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This track looks like CDDA with probability 100%
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    Track: 03 Piano Concerto № 2 f-moll Op 21 – III. Allegro vivace
Processing file: [03 Piano Concerto № 2 f-moll Op 21 – III. Allegro vivace.aucdtect]
Detected average hi-boundary frequency: 2.023642e+004 Hz
Detected average lo-boundary frequency: 1.347861e+004 Hz
Detected average hi-cut frequency: 2.060672e+004 Hz
Detected average lo-cut frequency: 5.063968e+003 Hz
Maximum probablis boundary frequency: 2.189100e+004 Hz
Coefficient of nonlinearity of a phase: 2.000243e-001
First order smothness: 3.788546e-001
Second order smothness: 6.062057e-001
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This track looks like CDDA with probability 85%
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    Track: 04 Piano Concerto № 4 G-Dur Op 58 – I. Allegro moderato
Processing file: [04 Piano Concerto № 4 G-Dur Op 58 – I. Allegro moderato.aucdtect]
Detected average hi-boundary frequency: 2.005344e+004 Hz
Detected average lo-boundary frequency: 1.260020e+004 Hz
Detected average hi-cut frequency: 2.172357e+004 Hz
Detected average lo-cut frequency: 4.741514e+003 Hz
Maximum probablis boundary frequency: 2.189100e+004 Hz
Coefficient of nonlinearity of a phase: 1.116862e+000
First order smothness: 3.483560e-001
Second order smothness: 6.568405e-001
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This track looks like CDDA with probability 100%
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    Track: 05 Piano Concerto № 4 G-Dur Op 58 – II. Andante con moto
Processing file: [05 Piano Concerto № 4 G-Dur Op 58 – II. Andante con moto.aucdtect]
Detected average hi-boundary frequency: 2.002155e+004 Hz
Detected average lo-boundary frequency: 1.231159e+004 Hz
Detected average hi-cut frequency: 2.175245e+004 Hz
Detected average lo-cut frequency: 2.642393e+003 Hz
Maximum probablis boundary frequency: 2.189100e+004 Hz
Coefficient of nonlinearity of a phase: 1.932372e+000
First order smothness: 3.676898e-001
Second order smothness: 5.350565e-001
------------------------------------------------------------
This track looks like CDDA with probability 100%
===========================================
    Track: 06 Piano Concerto № 4 G-Dur Op 58 – III. Rondo. Vivace
Processing file: [06 Piano Concerto № 4 G-Dur Op 58 – III. Rondo. Vivace.aucdtect]
Detected average hi-boundary frequency: 2.007705e+004 Hz
Detected average lo-boundary frequency: 1.240406e+004 Hz
Detected average hi-cut frequency: 2.169777e+004 Hz
Detected average lo-cut frequency: 4.372176e+003 Hz
Maximum probablis boundary frequency: 2.189100e+004 Hz
Coefficient of nonlinearity of a phase: 1.236687e+000
First order smothness: 3.616151e-001
Second order smothness: 6.230879e-001
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This track looks like CDDA with probability 100%
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