Stella Artois Wallpapers High Quality Desktop Background
Categories: - Main color: DimGray
Categories: Updated: 8 years ago - November 10, 2016
Tags: Stella Artois Wallpapers Main color: DimGray
Description: Download Stella Artois Wallpapers High Quality Desktop Background Desktop Background from the above display resolutions for Standart 4:3, Standart 5:4, Dual Screen Wide, Widescreen 16:10, Widescreen 16:9, Netbook, Tablet, Playbook, PlayStation, HD, Android HD , iPad, iPad 2, iPad mini, iPhone 6, iPhone 6S, iPhone 7, iPhone 8, iPhone 5, iPhone 5S, iPhone 5C, iPod Touch 5, iPhone 4, iPhone 4S, iPod touch 4, iPhone, iPhone 3G, iPhone 3GS. If you want, you can download Original resolution which may fits perfect to your screen.
Desktop Background EXIF data
Name | Value |
---|---|
Aperture | 2.4 |
Aperture Value | 2.4 |
Bits Per Sample | 8 |
Brightness Value | 2.843590615 |
Camera Model Name | VSCOcam |
Circle Of Confusion | 0.004 mm |
Color Components | 3 |
Color Space | sRGB |
Components Configuration | Y, Cb, Cr, - |
Copyright | Copyrighted. All Rights Reserved. |
Create Date | 2013 |
Date/Time Original | 2013 |
Encoding Process | Baseline DCT, Huffman coding |
Exif Byte Order | Big-endian (Motorola, MM) |
Exif Image Height | 2448 |
Exif Image Width | 3264 |
Exif Version | 0221 |
Exposure Mode | Auto |
Exposure Program | Program AE |
Exposure Time | 1/20 |
F Number | 2.4 |
Field Of View | 57.2 deg |
File Access Date/Time | 2016 |
File Creation Date/Time | 2016 |
File Modification Date/Time | 2016 |
File Size | 479 kB |
File Type | JPEG |
File Type Extension | jpg |
Flash | Off, Did not fire |
Flashpix Version | 0100 |
Focal Length | 4.1 mm |
Focal Length In 35mm Format | 33 mm |
GPS Altitude | 117.9141104 m |
GPS Dilution Of Precision | 5 |
GPS Latitude | 34 deg 6' 8.62" |
GPS Latitude Ref | North |
GPS Longitude | 118 deg 19' 37.79" |
GPS Longitude Ref | West |
GPS Position | 34 deg 6' 8.62" N, 118 deg 19' 37.79" W |
Hyperfocal Distance | 1.89 m |
Image Description | 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 |
Image Height | 1536 |
Image Size | 2048x1536 |
Image Width | 2048 |
ISO | 100 |
JFIF Version | 1.01 |
Lens Info | 4.12mm f/2.4 |
Lens Make | Apple |
Lens Model | iPhone 5 back camera 33mm f/2.4 |
Light Value | 6.8 |
Make | iPhone 5 |
Megapixels | 3.1 |
Metering Mode | Spot |
MIME Type | image/jpeg |
Offset Schema | 0 |
Resolution Unit | inches |
Run Time Epoch | 0 |
Run Time Flags | Valid |
Run Time Scale | 1000000000 |
Run Time Since Power Up | 9 |
Run Time Value | 35686158655083 |
Scale Factor To 35 mm Equivalent | 8.0 |
Scene Capture Type | Standard |
Scene Type | Directly photographed |
Sensing Method | One-chip color area |
Shutter Speed | 1/20 |
Shutter Speed Value | 1/20 |
Software | VSCOcam |
Subject Area | 2427 1578 1795 1077 |
User Comment | {"key" |
Warning | Invalid EXIF text encoding for UserComment |
White Balance | Auto |
X Resolution | 72 |
Y Cb Cr Positioning | Centered |
Y Cb Cr Sub Sampling | YCbCr4 |
Y Resolution | 72 |