2026
Takin Chances
Album
1998
Electric Blues

Takin Chances

James Harman
FLAC 869 Kbps · 44.1 kHz393.34 Mb
GenreElectric Blues
MediaWEB
LabelCannonball Records
Play time59:58
FormatFLAC · 869 Kbps · 44.1 kHz
Channels2
Size393.34 Mb

Tracklist

1
Modern Numbers Game
4:20
2
Five'll Getcha Ten
6:00
3
Somebody... (Th'owd Bad Luck On Me)
3:33
4
Gamblin' Blues
3:43
5
Sweet, Sweet Dream
3:33
6
Frolictime
5:33
7
Crapshoot
3:41
8
Old-Man Eyes
3:52
9
Decisions
5:25
10
Lucky Dog
4:28
11
Let It Ride
5:04
12
Read My Mind
4:48
13
Takin' Chances
5:50

Dynamic range

DRPeakRMSTimeTitle
DR6-0.47 dB-7.92 dB4:20Modern Numbers Game
DR7-0.43 dB-8.79 dB6:00Five'll Getcha Ten
DR7-0.44 dB-8.84 dB3:33Somebody... (Th'owd Bad Luck On Me)
DR6-0.45 dB-7.59 dB3:43Gamblin' Blues
DR6-0.46 dB-7.53 dB3:33Sweet, Sweet Dream
DR7-0.44 dB-8.43 dB5:33Frolictime
DR5-0.45 dB-6.85 dB3:41Crapshoot
DR7-0.46 dB-10.19 dB3:52Old-Man Eyes
DR6-0.47 dB-7.82 dB5:25Decisions
DR7-0.45 dB-8.54 dB4:28Lucky Dog
DR6-0.47 dB-8.23 dB5:04Let It Ride
DR6-0.48 dB-8.29 dB4:48Read My Mind
DR7-0.48 dB-9.75 dB5:50Takin' Chances
Official DR value: DR6Sampling rate: 44100 HzAverage bitrate: 869 kbsBits per sample: 16 bitNumber of files: 13
Archive content (29 files)
  • - 0.00
  • 01 - Modern Numbers Game.flac - 27.09
  • 02 - Five'll Getcha Ten.flac - 37.00
  • 03 - Somebody... (Th'owd Bad Luck On Me).flac - 22.62
  • 04 - Gamblin' Blues.flac - 20.63
  • 05 - Sweet, Sweet Dream.flac - 22.72
  • 06 - Frolictime.flac - 35.37
  • 07 - Crapshoot.flac - 24.94
  • 08 - Old-Man Eyes.flac - 20.73
  • 09 - Decisions.flac - 36.56
  • 10 - Lucky Dog.flac - 28.36
  • 11 - Let It Ride.flac - 30.91
  • 12 - Read My Mind.flac - 32.23
  • 13 - Takin' Chances.flac - 34.01
  • Back.jpg - 2.85
  • Booklet 1.jpg - 2.29
  • Booklet 2.jpg - 2.39
  • Booklet 3.jpg - 2.04
  • Booklet 4.jpg - 1.61
  • Booklet 5.jpg - 1.03
  • Booklet 6.jpg - 2.85
  • CD.jpg - 0.81
  • Folder.auCDtect.txt - 0.01
  • Folder.jpg - 0.33
  • Front.jpg - 1.55
  • Info.txt - 0.00
  • Inlay.jpg - 2.67
  • James Harman - Takin' Chances.log - 0.01

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