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Camera Make
iPhone 5
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Camera Model
VSCOcam
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Orientation
The 0th row is at the visual top of the image, and the 0th column is the visual left-hand side
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X-Resolution
72/1
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Y-Resolution
72/1
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Resolution Unit
2
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Software
VSCOcam
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Last Modified
2013:10:02 16:23:47
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IFD0.HostComputer
iPhone 5
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YCbCr Positioning
centered
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Copyright
Copyrighted. All Rights Reserved.
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Exif Version
0221
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Date Taken
2013:10:02 16:23:47
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Date Digitized
2013:10:02 16:23:47
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Flashpix Version
Flashpix Format Version 1.0
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Color Space
sRGB
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Image Width
2448
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Image Length
3264
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Scene Capture Type
Standard