File:Landscape-nature-sky-desert (24244426371).jpg
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Summary
[edit]DescriptionLandscape-nature-sky-desert (24244426371).jpg | desert |
Date | |
Source |
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Author | www.Pixel.la Free Stock Photos |
Camera location | 37° 30′ 49.8″ N, 121° 52′ 59.4″ W | View this and other nearby images on: OpenStreetMap | 37.513833; -121.883167 |
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Licensing
[edit]This file is made available under the Creative Commons CC0 1.0 Universal Public Domain Dedication. | |
The person who associated a work with this deed has dedicated the work to the public domain by waiving all of their rights to the work worldwide under copyright law, including all related and neighboring rights, to the extent allowed by law. You can copy, modify, distribute and perform the work, even for commercial purposes, all without asking permission.
http://creativecommons.org/publicdomain/zero/1.0/deed.enCC0Creative Commons Zero, Public Domain Dedicationfalsefalse |
This image was originally posted to Flickr by pixellaphoto at https://flickr.com/photos/137643065@N06/24244426371. It was reviewed on 16 September 2016 by FlickreviewR and was confirmed to be licensed under the terms of the cc-zero. |
16 September 2016
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current | 04:30, 16 September 2016 | 3,264 × 2,448 (2.1 MB) | Vanished Account Byeznhpyxeuztibuo (talk | contribs) | Transferred from Flickr via Flickr2Commons |
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Metadata
This file contains additional information such as Exif metadata which may have been added by the digital camera, scanner, or software program used to create or digitize it. If the file has been modified from its original state, some details such as the timestamp may not fully reflect those of the original file. The timestamp is only as accurate as the clock in the camera, and it may be completely wrong.
Camera manufacturer | iPhone 5 |
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Camera model | VSCOcam |
Copyright holder | Copyrighted. All Rights Reserved. |
Exposure time | 1/1,153 sec (0.00086730268863833) |
F-number | f/2.4 |
ISO speed rating | 50 |
Date and time of data generation | 19:08, 26 May 2013 |
Lens focal length | 4.13 mm |
User comments | {"key":"f2"} |
Latitude | 37° 30′ 49.8″ N |
Longitude | 121° 52′ 59.4″ W |
Altitude | 728.55 meters above sea level |
Image title | 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 |
Orientation | Normal |
Horizontal resolution | 72 dpi |
Vertical resolution | 72 dpi |
Software used | VSCOcam |
Y and C positioning | Centered |
Exposure Program | Normal program |
Exif version | 2.21 |
Date and time of digitizing | 19:08, 26 May 2013 |
Meaning of each component |
|
APEX shutter speed | 10.171681415929 |
APEX aperture | 2.5260691271236 |
APEX brightness | 9.5880721220527 |
Metering mode | Pattern |
Flash | Flash did not fire, compulsory flash suppression |
Supported Flashpix version | 1 |
Color space | sRGB |
Sensing method | One-chip color area sensor |
Exposure mode | Auto exposure |
White balance | Auto white balance |
Focal length in 35 mm film | 33 mm |
Scene capture type | Standard |
GPS time (atomic clock) | 02:08:6.25 |
Reference for direction of image | True direction |
Direction of image | 42.42874251497 |
IIM version | 2 |