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Test # 2896 |
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Lens Test |
Sony 28-70(E) |
at 70mm. Tested Apertures Between F5.6 to F13.0 |
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Test by Sinan Ozturk |
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PhotoAgainst Photo Editor's Comment: In our official sharpness thest we shoot chart that consists of 1 and 5 American Dolars. We take 3 crops from the very top left corner, center and between center and top left corner.
We shoot with every aperture from lens' widest aperture to F13. For zoom lenses we do the test for their both wide and tele focal lengths.
Unlike our other comparisons, these sharpness shots are taken in different times and lighting conditions might be different. So please consider only lenses' sharpness in these tests (we recommend analyzing black and white crops we provide) as contrast and color cast might not be very accurate in these comparisons.
After reviewing the test, scroll to the bottom of the page to compare 's Sharpness with other lenses. Please note in this test, was on a FULL FRAME Camera.
Photo_5919Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5918 Sony 28-70mm. F3.5-5.6 OSS |
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Photo by Sinan Ozturk
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Photo by Sinan Ozturk
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100% (1:1) Crop Samples |
Sony 28-70mm. F3.5-5.6 OSS Center
F/6.3 Brightness 82 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/6.3 Brightness 49 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/6.3 Brightness 71 (Almost Same) | 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) 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) | Sony 28-70mm. F3.5-5.6 OSS Center
F/5.6 Brightness 83 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/5.6 Brightness 48 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/5.6 Brightness 69 (Almost Same) |
|
Display crops in Black & White |
EXIF |
|
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Sony A7R
|
Camera |
Sony A7R
|
Sony 28-70mm. F3.5-5.6 OSS
|
Lens |
Sony 28-70mm. F3.5-5.6 OSS
|
6.3
|
Aperture |
5.6
|
1/10
|
Shutter |
1/13
|
100
|
ISO |
100
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(Almost Same) 88
|
Brightness |
87 (Almost Same)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
70 mm.
|
Focal Length |
70 mm.
|
70 mm.
|
Foc.Len.FF eq |
70 mm.
|
46 mm.
|
Foc.Len.APS-C |
46 mm.
|
Standard
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Scene Mode |
Standard
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Auto
|
White Balance |
Auto
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23.16 Mb.
|
Filesize |
22.09 Mb.
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7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
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Photo_5920Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5918 Sony 28-70mm. F3.5-5.6 OSS |
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|
|
100% (1:1) Crop Samples |
Sony 28-70mm. F3.5-5.6 OSS Center
F/7.1 Brightness 80 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/7.1 Brightness 50 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/7.1 Brightness 72 (Almost Same) | 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) 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) | Sony 28-70mm. F3.5-5.6 OSS Center
F/5.6 Brightness 83 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/5.6 Brightness 48 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/5.6 Brightness 69 (Almost Same) |
|
Display crops in Black & White |
EXIF |
|
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Sony A7R
|
Camera |
Sony A7R
|
Sony 28-70mm. F3.5-5.6 OSS
|
Lens |
Sony 28-70mm. F3.5-5.6 OSS
|
7.1
|
Aperture |
5.6
|
1/8
|
Shutter |
1/13
|
100
|
ISO |
100
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(Almost Same) 88
|
Brightness |
87 (Almost Same)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
70 mm.
|
Focal Length |
70 mm.
|
70 mm.
|
Foc.Len.FF eq |
70 mm.
|
46 mm.
|
Foc.Len.APS-C |
46 mm.
|
Standard
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Scene Mode |
Standard
|
Auto
|
White Balance |
Auto
|
24.03 Mb.
|
Filesize |
22.09 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
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Photo_5921Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5918 Sony 28-70mm. F3.5-5.6 OSS |
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|
|
100% (1:1) Crop Samples |
Sony 28-70mm. F3.5-5.6 OSS Center
F/8.0 Brightness 81 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/8.0 Brightness 52 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/8.0 Brightness 72 (Almost Same) | 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) 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) | Sony 28-70mm. F3.5-5.6 OSS Center
F/5.6 Brightness 83 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/5.6 Brightness 48 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/5.6 Brightness 69 (Almost Same) |
|
Display crops in Black & White |
EXIF |
|
|
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Sony A7R
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Camera |
Sony A7R
|
Sony 28-70mm. F3.5-5.6 OSS
|
Lens |
Sony 28-70mm. F3.5-5.6 OSS
|
8.0
|
Aperture |
5.6
|
1/6
|
Shutter |
1/13
|
100
|
ISO |
100
|
(Almost Same) 90
|
Brightness |
87 (Almost Same)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
70 mm.
|
Focal Length |
70 mm.
|
70 mm.
|
Foc.Len.FF eq |
70 mm.
|
46 mm.
|
Foc.Len.APS-C |
46 mm.
|
Standard
|
Scene Mode |
Standard
|
Auto
|
White Balance |
Auto
|
24.84 Mb.
|
Filesize |
22.09 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5922Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5918 Sony 28-70mm. F3.5-5.6 OSS |
|
|
|
100% (1:1) Crop Samples |
Login or Register to display 3 crops from Sony 28-70mm. F3.5-5.6 OSS F/9.0 vs. Sony 28-70mm. F3.5-5.6 OSS F/5.6 for locations Center, Corner (Top Left), Between Center and Top Left Corner |
EXIF |
|
|
|
Sony A7R
|
Camera |
Sony A7R
|
Sony 28-70mm. F3.5-5.6 OSS
|
Lens |
Sony 28-70mm. F3.5-5.6 OSS
|
9.0
|
Aperture |
5.6
|
1/5
|
Shutter |
1/13
|
100
|
ISO |
100
|
(Almost Same) 91
|
Brightness |
87 (Almost Same)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
70 mm.
|
Focal Length |
70 mm.
|
70 mm.
|
Foc.Len.FF eq |
70 mm.
|
46 mm.
|
Foc.Len.APS-C |
46 mm.
|
Standard
|
Scene Mode |
Standard
|
Auto
|
White Balance |
Auto
|
25.09 Mb.
|
Filesize |
22.09 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5923Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5918 Sony 28-70mm. F3.5-5.6 OSS |
|
|
|
100% (1:1) Crop Samples |
Login or Register to display 3 crops from Sony 28-70mm. F3.5-5.6 OSS F/11.0 vs. Sony 28-70mm. F3.5-5.6 OSS F/5.6 for locations Center, Corner (Top Left), Between Center and Top Left Corner |
EXIF |
|
|
|
Sony A7R
|
Camera |
Sony A7R
|
Sony 28-70mm. F3.5-5.6 OSS
|
Lens |
Sony 28-70mm. F3.5-5.6 OSS
|
11.0
|
Aperture |
5.6
|
1/3
|
Shutter |
1/13
|
100
|
ISO |
100
|
(5% Brighter) 92
|
Brightness |
87 (5% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
70 mm.
|
Focal Length |
70 mm.
|
70 mm.
|
Foc.Len.FF eq |
70 mm.
|
46 mm.
|
Foc.Len.APS-C |
46 mm.
|
Standard
|
Scene Mode |
Standard
|
Auto
|
White Balance |
Auto
|
25.38 Mb.
|
Filesize |
22.09 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5924Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5918 Sony 28-70mm. F3.5-5.6 OSS |
|
|
|
100% (1:1) Crop Samples |
Login or Register to display 3 crops from Sony 28-70mm. F3.5-5.6 OSS F/13.0 vs. Sony 28-70mm. F3.5-5.6 OSS F/5.6 for locations Center, Corner (Top Left), Between Center and Top Left Corner |
EXIF |
|
|
|
Sony A7R
|
Camera |
Sony A7R
|
Sony 28-70mm. F3.5-5.6 OSS
|
Lens |
Sony 28-70mm. F3.5-5.6 OSS
|
13.0
|
Aperture |
5.6
|
10/25
|
Shutter |
1/13
|
100
|
ISO |
100
|
(9% Brighter) 96
|
Brightness |
87 (9% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
70 mm.
|
Focal Length |
70 mm.
|
70 mm.
|
Foc.Len.FF eq |
70 mm.
|
46 mm.
|
Foc.Len.APS-C |
46 mm.
|
Standard
|
Scene Mode |
Standard
|
Auto
|
White Balance |
Auto
|
26.16 Mb.
|
Filesize |
22.09 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Other Sony 28-70mm. F3.5-5.6 OSS vs. Comparisons |
![photo_5908](i.php?iid=5908&type=3) |
Sony 28-70(E) at 28mm. Tested Apertures Between F3.5 to F13.0 |
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