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Test # 2895 |
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Lens Test |
Sony 28-70(E) |
at 28mm. Tested Apertures Between F3.5 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_5908Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5907 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/4.0 Brightness 94 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/4.0 Brightness 49 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/4.0 Brightness 76 (Almost Same) | 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) 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) | Sony 28-70mm. F3.5-5.6 OSS Center
F/3.5 Brightness 95 (Almost Same) | 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TxsymGX0qtAJI885BqwbqRF4AIqG30GjNkTyvl3Y9jSQFTMox3q07Q3JCuCjHviols2jlBX5gD1BraDJZsKPmU1fjXiqKHJWr8ZIFTIEO20bafRWYxAB0pCOMU/3oNSxlSdflrN1Mf6PWpcj5ay9U/49az6opGBAD9oH1reitizckVgQki49s1uJcOjAHgYFdUnoZ9SzKFiXKrzVB7uVTwcVclcumM9axZ43SXqCexzWKV3qUTPPI/3yK0tPlDwbPSsIo55NbGlR5T3roSXKI0FRVGcc01oznjpUyqR1pTuHArKQyToaU8iggHpTeRUMCnecAY9aQnMB+lLe8qPrSf8sePSonsNbnN3DASt9ahVsuKluCBM2R3p8cAcZXtW0NhMlRyOudtMkweMcVMg+TBpjqCOc9a1juSzW0xNsQPHNXp2IAHaoLBcQrUlzzWNTWQ47GRI4ac/WrsYHkcDJNZzr++z/tVpQqfIptaB1K1uQJjg1U1WM7gw7jqKmYhbgn3pb9S9urAZxUNa3GYqO69OlWQpmHHWoAQxI6GlCyKeCa0QEoSSM89KmVPMHDYNRrlxhuD71PDCyHqKYizFuTAJ4702cseENI24L15qnIjqc7uPrUdRkgeTOGxmrEMkiyDI79RVIKW/iwamg8xZFBORW0USzoc5ZTV1OBVBDkpV9OlTIEPAp1ItLnmsigoNGeaO1JgVrn7tZeqf8e1al1zHWXqWfsvvWXVFI52PPnj61qOrbgc8AVlx/wCv/GtG5Qsww2OK6mQXI5PMjxnmqtxbFzkNyPei1zGRznn1qeaMyA4qXoMzGV+oHA96vafdeVIFbjNU3iaI96h3tnIq0I7FSHGRg/SisCw1R4WCSHK/yroUKyoHB4NTKLQXD2paBQTWbGU7sfJTTjyT9KW94Xj1pEIMH4VEthrc5u4A85s+tQ+YynqQKnupCkzcA8nNME0En3kZSe4Naw2EyxFc712sv4ipM/MFyOvSoEjT7yMCM9D1p68yKSOQa2gSzorVcRL9KJhmnWwxGM+lEoGawnuUjDb/AFxB9a0YPmhIBqhcjbISOuauWjZjGRVv4RdSnOpWY56VajQS2zJUV6uCGpbKYBgpPWpteIzEmjMMxGO9OScjqK1dVstyebGDmslJAPlZPxpx1EybG/lOfarUBOzBGKqL/eQ49jVqCSQ/fU/WraAW4jYqNpqntYHDGtGWNmX5e9UGVt21xj3qUgGmE/eVuKlt2IkUNzTPIcAspyO9SRYLjI5zWsRM31wNmKvp0rOUf6v2xWjEflFRIESKacORR70A9qzKDvS9RSGjpUsCvc/crM1L/j0Nalyf3eKzNR5tKy6lI5pP9f8AjWlPzjHXFZi/68Z9a0pATjA7V120IIoonV93TntV8FjHjqRVaKGQEEk4qR3KjjrUsCtMZA5O47fSrMFo0qbmHFVS7NJh8Gugg2C2BGOlU9IiMQ2yLJxkYNa0M6rEqh+lVbhM84/I1Vww4DfpSvfcZ0vWkNLigjismMo3v3MCmR/8e/4VJefcNMQfuPwqJbD6nPXARpm3HnNAtVHIZWHtRcqfPb61EYZANwVvritY7CYPG47ECn2zMJVBJxnoaYpmU45xVi3JMyhhzmumBLOng/1a/Skl+9zT4BiNfpTZfvCuae5SMS5IEjZ9au2WTGaqXy7ZSfWrGnyKQRVLWIiS7j3RnPestG2vW5IqleDzWNdRmOXPY81MXZjNS3ZJ4th5HvWPf2LQS7kzt9qntrgxsOeK08pcx896H7ruIyLeFZY+VG6p1gljbaDgfpVW9hks5gysdh7U6C6ZxgPkj1qlK6uFjTS2LDnGPUVBc6e7H5MEe9KtzIi9agnv5c9cfSs+Z30HYE08nvtNKbR0ILAH3qsL+YHg/nUkd+zPgjJraLkxOxsIMIgq/F0qiPmjQir8Q+XrSkCJARijijFHNZjG5HrThTTTsYFJgQXPEZrM1Af6IfpWnc58o1l6h/x6GsupSOcT/Xj61uw24mZfmx8tYI/14x61r/aJItu0jp0rrb0INQ2hWMAEHjvVCW3lDHCg/jU8d7JMm05VqguPM2lmJ4PVTWd31GVpISqkkYb2rUskzagHnPrWM07Yz5pJ9GFXdP1FFIjkPWqctBE0qDJG0fnUG0/7VX7ie1HXGT71CJIGGQwxUxlcGaveg0tNPSpYynen93+IpsXMP4U69BMefemx/wCqH0qJfCPqc9doWnfHrUaiVOjGp7r/AF7Y9ahCSk8ZrWGwmO86Reo/SpIJMzLuXvTD5ijnNPgk3TLuHeuiBLOngb92KJx0pIv9WKkcZSuee5SMXUl5BqGxbbIvPtVy/QvBkdRWXbsVkxnvVU9rAzfJJXkVVuYBNGR37VYXlAQe1NAPQmpegGIFZH2MK04F8tCx9OcUy8tsjzEGCOtOtpRsAbr70pSugS1KV9crN8vpVS2Uhsin38amcshx+NFupCE55qo/CNkspfbg5IqqXZTgZqaUOVyOPpUO9lHPJoSEN3t3qSE5kHHembmbnFTREFwCO9bQJZ0Uf+pSr8XTmqEf+qWr0Q+WokCJc0E0gFJ3rMoUHmlzxSCg81MgIbg/uzWXqAzaGtO4+5WZf/8AHoRWT3KRzSnE/wCNaU+Sq9uKzV/1wrTmU4XaSOK6+xI22EqMGByoPNaLhZEwep71mwJKsmeSKvgl15AzUSEjNlTYSGIYZqrIQGzHkH3q7NE6tnPFQlIX4LBW96SGVWlkdfm60is+OtTlRH0OaTzIv7oFaR0EztM0HmgdKMVgxlO8+5TI+Ivwpb3/AFZpsDZgH0qZfCPqYV0mbh/rUYjkAyCcUt5/rzx0NRAyHoTWsdhMlJZfU06EnzVJ6ZqLc69SadFIxkAbpmt4Es6qHmIEelSlsrj9arwf6gYPUVODxyOKwmUipKoZGUisAjZLxxitu9mEbAY4PesqeIliwIOaVN2Y2allLvhwetSuMj3FZti+1u/Nai8gZ5NXNCRn6hO6RAp07isr7e/I45rpLizWaI7T+Fcpd2r21wUI4PIrKKV7DHPIzmp4CwOCetVokYL3NToZAfat0iS1IrAdPyqoVkVuckVoRgyp71DPHIBnp7UhlXLnoKmhDbxkUJE571YijAPJOatMTNhOI1q5GeBVNR+7WrcfSokImzRSYp2OKkYZ96TNLijFSwK9ycRmsy+ObQ/StO54iNZd/wD8ehrJ7lI5wf64fWtCXzPlC5qgozNj3rbjhL7T7V120JK9t5ij5hzU8xYqdmc1I67IycciqEkk2SQD9KzerGRhpc4kBpj2zNkqae++ReCc1GPOTqDimIFXbw+CKDboTkNxQ0bSgleoqPy5V4poDtfrQaOv4UViyijfHEZplvjyRgdqfermI5plsMQA+1J/CLqYt3E32lsHjNVWkeM4B/Srd0xFy2D1NRHL9Yw30rSOwMhErtwR+NSKRuHrTmaNF+4QahEiFhxjmtobks6q0Ia3X6VOM1T05gbcY6VbzgZzWVTcpFK/QMQDWZIMEgVfvX/ennGBms5jk5qYAwhkKSjp1zW5G25VYEHNc9jbJ1rXsJNybCOlaS2EX0ynB6GsbWowSDjmtR5lQhWPPas3VH3ICO1c61kV0MSMSZ4PSrC+Z2zUcaln4bFaMFo7KCSMV0tpIkfZK2fmq+9urL82MVVysAwvWoZbp2IGelZSblsND55o4flAGTVA3BMoFSSMXbmoWjBbIPIrWmrbiZ0MbBoEq9H0rLtiwt07j1rTi5xRJCRLmnY4pBTh0qBic9KTtTsZHFJjtUsCtcnKGszUDi1+tatyP3ZrH1AH7JWT3KRgA/vh9a6WyIIXvxXMDmbHvW5FN5SKQccV1t6El+5gLIdpxWHKJUkKkGtqO+RwA44NFxp6yjehAB9az2GYflzA5UEj2pcu/wArZq1NbTwH5MkfrVdvNxlevpTEVyksbZ5xUyqWUEjn6U5JpDhZMj8OlSN5inA5HtTA6fFHNLSHpWTGUr4gRGmQf6oelOv0zEc9Kgs2zERUv4R9TKu8G5bgdaWNOrAVHfMFuTmmwyqCBuIq4vQGPf5uGWq0kYD8Crb4Y5DGo5QQBzmtoPUlmxpR/wBHFXyRis3SGHlkVpMOtTUWoIzb8ESBu3SqOwk1q3UXmRnsfWsqObyyyMw3Djms4voNjXQqeRxU1pN5co9OlTx7LiIoVw2aha1kRxxkVbYizqcRkgDo2CO9YpeUjaz5Hoa2LibbbFGHPbNY5I8ys4DY+GPncRVrz2jGMnHYVEDgZzxTd+T0/E1b1EPkuM9TUPmcEimMATkmmsWPA6UJDHBypyaesm49MVHxwKcow4xW0ESzeg/49kxWlFworOt/+PdK04uVFTIESE9hS55pMUBelZjHilpo4p9SwK9wP3ZrJ1Ef6Ia15z+7NZF+c2h+lZSKRzI/1/41qtholOO1ZJ/11agYC2jNdL2J6kSylTtBz7GrcWoyQkI3TsDVWVUdRIhw3fNDYeMbxyvQ0gNpDHdpgna31qE6e+TyfrWdHM4G0Nmrlrfyb9jHI96AK0yzRS4cE+9BLtzitWZPOj3KfqKq+Q3900AbuaQ0Gkbis2UU7w5iPtVSz/1Zq3ecxGorYfuulTL4RdTD1IlbgkAE9eaoee3p+VaGp4FwxIrOyp5Aq6ew2TwztkZGR6VNJIrEAcYqujBVzimmTJ4rWO4ja0hyJCM962mz61zmlyYuAPWujb7op1UShnUc1zeqRbbksBg+1dGMViaunzg965VpIvoUbe9eBgeWArUTWYZBhhg1hr15qZYtx+WtXFMkv3s0c6fK3I9KoRhnk4HNO+ztuyKsRQleSKpRSQ7jCozhj07U2TOMLwKtiAHDd+9VXY+ZjGBSAiI2jJ60ininuhY+1Nxt4q0hCKPmyasxRgkYOSahCFjxV60ty0gPOBWi0EzTiXbGgPWtGIYUVSQb3A9K0EXCis5MaHgUtIKWs7gFLSZopMZHMBsNZkqeZA6kdq1XXINZxTZIQTwe1Q1cDkJQUmI9DWhGyvagHtRq1oY5S4HBqOxw2UOOa2WqEKgWXKgjnjFMjZoZCjAkDsaHt2imIGfqKcxfcCRuz1p2AfgLJlGxnsafIOQ5BBz1FSx26TIOoPoamiBRdpGR70XAdamQ4YHI71sRldg+6frWN5ohJx19KQ3r5+ViBUu72A36TFOHPNHaoZRTuh+6aobb/UirN0P3ZqtbjEVTL4Q6mHqYzcGqKRKTyavamCbg8VUhhPmD0q4fCD3HuigAFhUeI853U6eNtx4NRCFiehrSIi5aFVuUKnvXUKcxDjnFcnEhRh6109u2+3U57Vc9UStxxPtWXqyZTPStM9cVVvo/MhPNcslZ3LOYzg1ZQsE4HBqu6lJSD1Bp4dm4I4rZElhTt5zmnLdEtgj8qZwicmmhwDwtAGkjqQACc471HIuBnFUkkfzMjmtBWEkfIORRYCiobJznFPjh3ct0qWQhcDHBrRso4TGMgZ96rmSWoFSC0LHgcetaCIIE2jrVkCMcConijY53n86h1UwsPhO081b80AVQESjnzW/Ogxj/AJ6n/vqoc0Mveeo70onGOorO8lT1lYfU0hii/wCex/BqnmQGmJR60olFZeyMDHmn/vqlHlY4lP8A31RzIDUMq1WmCnkVWAj/AOep/Fs0oMQ/5a/rRzIBXijuk8tsE1kS6dJbTEhcrn0rXRolO4OPzqf7ZFtwzKfrT9okFjmrkNgMp5FWLRvMXEijNWtQkhdDt25z2qhE4VSRkkValdBYtlRHgjNU5rkrJgjim3Er7ldWIHXFNluPMjHmxg47jrTSAJSJVDqxBHrSoZtowjN7imxLHMCEbrxg0+O0k28EjntWqsiWzrcYNKaUmkrnZRVuP9WarW/+rq1c8RnHpVW2OY6mXwj6mLqZK3BxVKKdwwzV7VGxccjPFZ6yJnlaqn8IMfNLJuPPFRpK+eTVqQxGMNsxjg4NQg2x6Fh+FaIRKeVDA8it7TJN9sB6VhwmLs+frWjpreVKUB4PStG/dEaTE54pWUMhBHUUkpIPAzQjZUdjWEkNHN6hEI5iw6VVjckgVu6nbCSMnqRzWCD5ZPrRB6AydgXPoKCAg9TTI5DI+DT2Qs/HatBAJMDgYqzaynPNQMqgY6mpYyAwUVQFqZVKZqAmVEykhx6Vd8sPESDkVJHbIYjuyKzlYEYj3lyp5cimfbbjP3zVu4iVT8xGD3qDyI92PNGD7UkkMi+2XB6uaT7VOR/rW/OpzbxZx5o/KgW8W7BkFVyoCD7TP/z0P5037RN3c1bEER43nI7Yp/2OMoTk/lRyoVyh5sv95vzpPNl/vn86tGGNf4unbFJJDGADu60cqHcrebL/AHzR5kp6uTVryo/U07yoQwBJwfanZBcqh5P7zfnRul/vGryR2yybWLflVqK1gkz8rcU7IRjgyepq3GpWEsTzV1beEsQI34qO4CR4AyB71La2QFdZCY2VlDY7GkjaKQbBlCezUqoBLgN19aSS3McoOOD37U4gNjiZJa6K2QCBQTg1l2dpvmDc4xzWhLOEfb6Uqj6IErmtnB60uaQ4NBHHWs2Mr3PMbVVt12x9c1aueUP0qtbH5KiXwj6mJqgH2g81nrGpP3xWjqq5uDWX5Te9aU9gZeijDDbuGPSoZLN1cjAPpiookcMOtTzo7LkE1bRJD5EiHO01cs5mSZQTj61RBlH8RqSKR1cFua0iDOrY5QEVFFJyQaS2l8y3BXsKQN+9AIFZtAh8u1l5Fc3ewCKb0BNdOyetZ+o2glhyFGR0rPZjMRGCc9akD5BJqDbzj0qYbQoB5NaoQ5FLHJqVVAOTUatk7RVpIyxAFWhM0rONWQZHalucqCAeKfAvkxktUFzN8vTvWEndjRnzjf1qqy5erkzqzLhcH2qF1wRjvVICFuG205gFOcc0uz58mnNzJnHFWgBQA2SME1sQhDCQV7VmIAZATyK3oIkaDIxnFE/hBbmFdRIZfl4zUBQbtjCr15HtmyOlVJD+9DDrUJjGEbJQp/WnzoN4ZPu4FE+XYMOo60I247TVCHLGHceo6VoWf3yPSqYIikHerlvcKXLFcEelO4GhJAoG8DrWPefvHZDj2NbcMvmx7V79KyL6Blck5znjFZW1GZbRHGMcipojI4CZ57UmXjfdjcD2NXrKJWk37doBz7VreyuSy5Cogt9x4J5qixLMTzyas3Mwf5RjFQB0AwTWS7lbHRY7UUDmhuKTArXA+Q1Wt87KtzfcNVrf7pqZbD6mJqhInOKz1uJk4B4rT1Tif8KoK3zYwPyrSnsJiLPKx/8ArVajeQp90fjRHjHQVZCLsPFW2IqpuckMiZpkqqTwoH0qYIoYnFV5QM0Jgaely8GM59qsS5RyfSsqxdluBg1q3ROAc0PcCyrB4g2Oe9MYq6470yzJJIJ4qaQ7W4A64qGho5/UrUxyGRcFO+KpRjLZzxXSTxpLEysMjFc042uyjoDTg+gFpFAPFadlEc5PPvWdagFgDW+qhYQQO1VN8qFbUZPINhXOAKoyHKgBgadcMSDVMkgZrNDHSnaQO9RFjkHPBp24kgGllUBRViEcBsFGH0oZWVQSODSbRsB70DJXk9KaAmiGAMVt2smLfPfFY8HQ1p2x/ckUp7AtynctuYniqioS2Mdau3CKY34rNT5eQTxUobHMrI+CQeaYx+bIGMUrsSobvRAS/WqESREyORjipYg0chz0NIf3b/LxQh3FgelMC/aTLH0PB71Yvx5sO4AE1m2qh0kB6DpWnDzbDPPFS0Mxkj3vswea0D+5hCdTSKiq7ECqruzHJNJu+gJdRkrAc1BvHc80+Y5PNUnPzVcI3A//2Q==) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/3.5 Brightness 43 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/3.5 Brightness 70 (Almost Same) |
|
Display crops in Black & White |
EXIF |
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|
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Sony A7R
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Camera |
Sony A7R
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Sony 28-70mm. F3.5-5.6 OSS
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Lens |
Sony 28-70mm. F3.5-5.6 OSS
|
4.0
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Aperture |
3.5
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1/15
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Shutter |
1/20
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100
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ISO |
100
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(5% Brighter) 94
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Brightness |
89 (5% Darker)
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0
|
Contrast |
0
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0
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Saturation |
0
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0
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Sharpness |
0
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28 mm.
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Focal Length |
28 mm.
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28 mm.
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Foc.Len.FF eq |
28 mm.
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18 mm.
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Foc.Len.APS-C |
18 mm.
|
Auto
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White Balance |
Auto
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22.66 Mb.
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Filesize |
21.72 Mb.
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7360 x 4912 [36 MP.]
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Dimensions |
7360 x 4912 [36 MP.]
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Photo_5909Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5907 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/4.5 Brightness 94 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/4.5 | 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9KmhANuQDg1FrRH1E3/ACMxrCmfdKfc1stxA2T2rAkBL5zUQ3H0NaxlMeM9DWjPZLdRh1AJxWBG0igEGrkN9cIADxj9a0dxEhtXgUFVLAH5kNUHjEc2+Esvfaa2YbxJ22S8E+tRz6Y3LDJQ0AY87nO9lzk8mm+WtwnAyR39KsyoYsxuu9P1qBI1DFUYgn35pgLaXlxYyAbjjP3Sa6eKVNRtg4+8PSuWJkWTZN8wB445rX0uQxy4X7uOau10I3bGUtGEdiWHHNXay4HxcE9M1pqcr71DQDwRinCoiSDSg8ZqRkuaaTTQxoLVmxlOc/vgRXPa71Fb85/fiuf13IwaiPxoZnaWP3x47GrMkCxkybuT2qvpZHn4PSr0wRiqrknPFdbWpJUQk89B61MFEjZHNSpbmT5McH0rSi01AgxwAOaTaQjMFtkFmOAK1LWVoLTGOvFQTyCMiNQMZ9KtSIPs44qZe8hrcozXbqxZc9eQartNbscvE2fVaspAzkk+tVpLZkfG00rJDudZjHamt35pc56UjdKyYGZOMXa/Sk1Dm0Ye1Lcf8fS0zUOLMn2qJ9Bx3OWkhUuSe3pTC6xnAX86RpHWbg8elW0WG4A3/K3aumO2omNhY7d3J56VZkclAx4NKiCFdpOPSoppDgAVpHVks0tJQMxfHNbU/wAsYrP0hAIlOOTV+7YBORxWVZ+9YIGFMytcHdyM1dGBbkiqBwbj8avOgFt65FN7D6kD/wDHu59q56YYkzXRIheBxn2rAuEPmlSOc1nHcfQVImdeDg/WpQLiNgrqSKgEE6ZZM1YiZmAD5z9a1ESBpUO5QGU9QRWhb6o4YKwP0rM8u6gO6PJXsasI0swyTh6YG0baC+jyvyueaz7vTnjbJU5A4ZRUttLKiBZFAYdxViXUAqBJFOD3rNt30BGJKHz+92uB3zzVjTSpuPkJAx3p81ml0S8Lqr9wT1ptjbyW9yN4IBrohsJm7CuZsn0rSQHbVCLmXOO1aMf3azkCDbkdKAtSYoxWYxoHFMZealxSGokUZ86/vVrB10YxXRXHEq1z+vEYFZxfvoLGRpik3Nb9vZFm3kYrA0tytyDjmujt7xgSMD8a7KjfQgJDFbZ2AFqqvqjx8AEk9sVPdmSVCFHJrAZpUZl+YmsEr7lFuS5eQ7nGORW3HIJrZSozXKnzS2STXS6bGfsynk8V0cq5RdS0kCAYGagdGDEEA4q8q8YxTWAY5KjNYyAtL1obp1oxnkU0nA5qGMy7nK3KUt9g2ZJ9KS7G65XBxSXnFmwPpWc9kNbnKSOqMQBmi3Y+bQ4RpcHipltWjAkH3a6o2sJlkOJFIkzx0NQMN8oAPIq1sBjDE4qIRbrlCOtawtcl7HR6bHtiXHpT7x8A56AVLaL+7Bqre7sP6YrlqazHFaGSAGlyKvy4FvgHHFZcSsJTgnGK2HGbYAjtWktLAtyvacxspOfesLU0aK5YjjmtW2fY5Abg1U1kYYNjg1na0h9DNhupAcNkipmilf548n2quAWGVIzT455YjznFaiLEUsy4WQHHvU6xuXV0b5c8jPSoWU3C7kPPpVm1R0QDvTYF6JmK4Y/Q1VuJ50J2qCncEZp0rOEIXuKz3knRsNnH1rJasZYjnOSVQA1fsLgtKquDj0NZG2Y8oeeuKv6fM5nVZF59a6IrQlnQxcS47VoIPlrOgOZfwrRQnFRIESDNFIPanc1kUJ2oNLSfWokMpXJ/er9a57XxwDXQXQxKp965/XjwM1mvjQzG00n7Wv1rTUuspZshc1maaM3QxVy4ExlYD7ueOa7HuQarsXjGPzFZU9rJ5hk52mrtm7bdr9cVFeRO6nbuHPGOlRazAzWaRWwQce9dFpF0rqI2wD9a55meL75JNNjupI5t68EVavYDuiuKYeT1rN0zWVuMRS8NitZouev5VEo2AdSEcU7NITx3rNjMy6H79D7028X/AERvpS3bYuEzTrvBtGNZz2Q47nISBQ+7qfalju3Q4PI9KWSaNJMSR7h6igLbTfcmCn0YV0Q2Ey/9ojnRSnyOvbqDT4SHukyvQ9RVSOBolycEdiKnsh/pilScdxW8ES9jqoQBGKp3n3XNXol/diqtyuY3ANcsviKRhx4MmT1rVYE2+c1ksDHMCB1HataJg0WDkcVpLa4jJXIucEY9as39uLiyzjJAyKgugY7jd26itC0ZZYdh/ClJXVwRySt5TkFTxVqO4RxggA+uKm1aze1uS+Pkb9KrI0DrypU+vaqjqrgSkOjgr09q0YzuQcYOOazo3lgI2AFT6c1oW8okGMbWPHNNrQCC7WXeNucVVG6QbXyD61fuvNAyoJAFUMedyDtb0NTFDGeXNC2QePrWjprhrhdwwwqiVni+WTkZ71c09V+0qVODnpW0diWdHBxKfpWknSsuEkT49q1Y+VFZyBDxS0lKDWRQCg+1JnmgnFSxopXfMq1ga7jYK6G6+8vFc/rw+QYrJfEhmHp3/H0uKu3O5S20c561RsOLofWr0uRIwUHOa7WtSAtWmU5JOD61faQ+XnGOKqweaDmU59AakmnKJtQf4VEldgUWeQt86K/1FWEsDJD5jKUNR2+JrhPNAHPIrpXRUt+me3FXJ8qVg3Zzlva7LhW3Dg11MFwPKGWH41g3CbWzynsRUQllUYXBH1pNuW4tjrCMCkIyKd601gPQ1gy0ZN/xOmPWi5P+iNn0pb4Dzk470XIzaN9KiWyBbnKvb+bJtDKT9aX7AYkJZSfTimOjbztU0zdcR9JGHsa3jewg3yIeGIrR0qRpbv58E/TFUVuZGGHRG98Vf0oK10CF2/SumC91kS2OujHyj6VUuB8j89quID5dVphkMMZ4rjnuUjn5OZQevati1UtEpxkYrFmAWcZP8VbViQ8IG4Vq9Yi6lHUIeM45FVrOXY/Wti6j3L1zntWAwMUzKeoP6VMH0GbtxbrfWxyATiuVkt5LW48uRNy9siugsLvZgN0HX6VYurJLyMlSN3UUX5GBkR2IZBJFvU+1TwJJnaUBI9sGqH2q5sLgwySDA6HFaEd3JIQw5FVzsLF1bVnXptPvWbeWEon5iyp6svUVorfsiYK/lVSfVpMkfLj361nztPRDK40648v5GDf7JqW3tSlyuVIOaYmsvyPLGPXNT218k86jnNbxcmS0a6D96PWtKP7orPj/ANcp7EVooOKiQ0OHNBwKWkJrMYgpSM0mKXnFRIZTu+q/WsHXeEFb14OV+tYOun5MVmviQzC08Zu1HvW/DYyTSFlI6/nXP2B/0pR71vR6k9vLjYcA9RXbKT6GZeltHVMlB9RWZJE2SrRsR6gYrTfUJJ4w0WM+h4rPubqVCGeTywe7DIP41jeXUoptAYpEZepP41vgFrUAq5wM5Wufe8YEElHHqtb2nXkNzEELDP1q5T01F1KMmRnBbHuM1Bhe+0n16VrXCWytjzMH0zUX2RX5VkIpRkmtANgcUhoxxmkOMZzzWbKRl3xxMn1p1wM2bewpt/8A65MinT4+yHHpUT2QLc5GTzhLlCwPtUy3E6jEmD9VzSSFlc7etNVpyeQPyrojsJkgu1GcRLnpnbVzTHRrrkYNUjIU4dVJ+lXdLZXugcYreGxMtjq4yCgqCcASevFTIMAcUy4XocVyzWo0c1qK4mJ9TVvTXwMGodWjIbd2qLTpCHADe1aQ1iDNyRhxwRnpisrUbVmAmQZZeoHcVpEkjqD6Uw7mzuHXripejAw4GZ3AHUelbEMht4txb86ozWr2twHT7pOfpV8GOW3IbnIqask0CWpiapIlzJvXFMsQyjHPPvVS5iMVw4UnZnir0G5I1x6VSVo2G9x1xNKT124qm1wxyCoY+pFSzvLu4JI7g1GZ1XhkUn3oSAZvz94Yq3p5X7UmOnvVQMGbJQCr1iEa5TAwa6IbEs6hBh1HpV+M/LzWegIdee1X4x8tZSGiWkzSAEd6D1rOwwHrTqTtQaiQXKd4fu/WsHXP9Vmty7Jyv1rD1z/VgVml7yHcwLBiLteO9X7gs0rbWwaoWIzdqPetC53hyFwSa63uST2E0oba4/Grd5D5sWEIyO1Z1nJKHw65H0rQlJaI4JyeKie4IxpEWMlZV2N6g1XEzW0m+In6irUqSqxWVSUPrUbWavhkkHuM0vUCvLdSv8+5gfrUsWpXMcYUNke9NZVjOJCGHtTwsLAFTxWsUkFrnfEk0hHFL9KMZHNc7KRlX/8ArVFPn/49CCO1R6gcSKTT5mzZn6VE9kC3OVaNvNJBPHTmnhpxgHgfSopW2yk5PXigXE8nBckds1tETHtN2bk/Srel/wDH4uR2qh5rD7wBNXNOkDXakjBHpXTDYmR16k7RRMdyHFNQ/IPSn/KVrlqFIyNRj8y3PAzWJbN5M+QeBW3eSoZDECeR0rFkheOQMRwTVUdBM6OJ1khG1eaaVKvvOcdwKq2EzCEAHmrwjDHDnr0xTmgRj6nfNFJtABSqJ1TcmwDHvWvq2ktNGSuOmQfSuQKSJIysCGBwayhFPQq5aknLtx1q9bM7gA1Rjyihjg+1W7adg4JTpXQloSSSs4UgDn3FVA5B+dBWsy74twBP0qlOJtwJUY+lJICuJNx4QflV+wH+kLkc1CiO3QY96vWsO1l55zWiegmbikB19avRn5aoD/WL64q9EPlFZyBEoJ6UgNLijFQMXNMzmnc0mKiQFG8boPesTWzmKtu9HK/WsTWxiOs18SKMGyOLoEetXbiWQSttXvVKyGboDHetxbdjIWK8DqK7GrakMZbSM6KGXkjrSXUskajy8H1FTy7Yk3AAH0rPa9lDkEAD1xWL1YyPzzcLtfIJ4zVZ7a4ifKqSPappmlb506U1LqT7r5FUABBKu2RSpqI2Lhjhl/Olljk+8mWHpSpJMF6VSA77pSnpikIoIz61zsZk6iw8xBUrLm0b0xUGop+8U55zU7fLaH6UpfChr4jlZYmMjEdBUIuynHlg/hVuR2EpGARUTpC7Z2svc1tFaCIxMsp/1QGKs2ZUXKYznNRsYY1wMk02BlNwm0963pu5MtjtIhmIYqUfdOar2rZgU1PnCnkVzVRoxr6EG6JU4rOlLdM57VfuZD5j5PU1nSHOR3ogDLOnz7ZAGXmtpVyMCuYiJEgOea6O3lDwhh96tJ7XAtqQ0ZR+o4rkNbhEd0XUc11fmpkjPzVzesn99u7GueHxlW0MuB5cZ4I9xVlZXPCp+lRW4kc+3pWnDZSsAW+UV13S1ZDLFjl4+RzViWyDkM5wB0pglW3XavJqCW+d3wTwOwrCUm3oUl3ElmghBVQCRVa1u994vOOfyqKUGWQkqBz1qKCMpcq0ZB5ralHuKR1wbMqn9KvJ90Vlwv8AMgNacfSiQkSA06mj6U7tWYxM80ZpcUmKiQFG95K/WsLWm+QCty/XG0j1rnta3AAnpis18SKMeyOLpc+tdfbIsitXHWnNwvPeumguxbv0yK65vQgL6CVVPljOP5VitK7sVIAP0rqVlgvBs3YYjjnFZtzpEgfcvA9RWa0GYyyzQPkrx9KfKzzruUDdj0qd5Lm3PlyAMvZiuagaSSLDKg2+wqgK8dxKjbTxVpY/MUMCOfenrMLjgqoP0pss8iyELGoA7YpgdrilPSlob7tc7KMjUCCyjvmpG/49D9Kr6mvzKxPOamVt9mT7VM/hQl8RzToPObOevapY18uMk8j0IqvM6rOQXI5qxBKGXb5oI9xW0XoDIXjikzuBB9RVRI/LmUAnrWgwYPwykfSoJRhxkCt6b1JkdVZE/Zl+lWGAIwOCRVXTGDWy/SrLD1FY1VqNGFdgiRx3qoEYitLUYmA3p1FVY7hDEMoMnr7VMGBTxtbnIINaumXALbN3Bpktus8YeM89xVaCOWKfJTirlqhbEurLPbzCSJyB/Osqa5lnBEiqfcVs6nMssIB6isWPG45PFRT8ymSWabPnYn2FaH9oOq7SeewqrnYuSMDtUeQwLKOfeqlqJEstwSO3vUBfap25ye9RFPm3MeaaXZ3wBxQkMlWXyx8xJNS27K7oQCOarFQx68CprbPnqB0BreCJZ00f+sTHNakQ+QVmQtiSM1qR/dqJAPHFOzTMUBeazGS0YFIvHBpT0qJAUr0fd+tc/rw+TPWuivT8n0rntcIMdZfaQznbPi5XPrWtcAcuCQRWNbkicY9a25GTcA/AxzXVIRFFcspViMkHhlNaltrYlARz04rFkiMM26IhlPIpZdobzkAUnqO2aVgOgmthcRb4m3D0qg1jKicKSeuCKhj1CWLBQFe52ng1qWuq/aEAcAg8Z9qNQMVJMSHMYDL1GKV7l1Yjb+lat5b/ADBgoI9hzVMw7jnbTSA6rignikHXmlYjFYMZkap0WiHm0x7UupclfrTlT/Rzj0qZ/ANfEcjeSBJmJTPNQrc4OQtT32wTNuOOaqAJ9a2hsJmhb3Qdvn4x3pJWV2JVgeelQBkjTgHJqPzRngVtT3EdZosm63CkdK03yOlYOgy5ULW9LjHNTVWokQ3Cq8LBhXF3KtBdM0bkDPTNdqQNhwe1clqybLg1yw0kX0J9P1lYDidQR64rXGo2UwHlshrlEQPwelSJbbm+UYHqK3cLiRoamw3lo2+XFUrfLkkJkDrSLDMDggsKuQRlYyoBXPtVKKihMYRubLH6CoZGbO1elXTbeSGkJyAO1VQ+8kYwe9IZEw2ryeaQHCE9Cac0Zd84pOCwX0qkgCND1z1q5bxkTIByc5qsqM5J9K09Mgcy+YxyBWq0RLNeE/vVWtVB8orOtl3ylsZx0rTThQDWUmCFAp1IKXB61ncYtGeKTNHakwKt6MxE1h6vCJLQsOuK6C5QtEaymj8yB4mHIrNrqM4mM7ZefWteZkMauTjis29tzbXbLg4zwa0II/tNmQOoFdG6TEMkiZ4S0ZPHOVNJbyibMUoxnjd6VDb+bBIQpZcdsU8OBPh4wpJ+8KaQrk9uGhZsYdehoR/ImBjO0f3TyKl+xZbzY5M49KtLGjoodAWHfFF0gLNlJIX2uBsPrzWv9niOMLj2rFScQIATx9Kgl1aVJCqngVm05PQpWW51GOeaRgT06U4CkI4rNgZeoA4Xjv1qRD/ox+lJqI+QfWhT/oxH+zUVPhGviOO1CMvM3setRQ2xYjpn61LfBjcMBnrRao3JPXtW8dIie4SQ8nJAxUYgXqXGabMsm7OT1pixOx4zWsBM2tGJjucdq6hsFQe9cfpzGK4QGuuBLRA9sU6upKGHGDkcVzOtJiTOfwrpAcMRmsfWrcsm7HI54rk2kWc4h5Aq6rPt2gbRVFPkbJGcVZSVpW6kV0AWo5WiGSxOKmjvUkbB4NV3CqgDHFMV0TJWgDYzlGCsGBHaqE6rGCQmG9SeKjtbh9/zZKmr7hZFDA5Hpii1hGaGZkJxzTktyRlsAmpXMbSrGFK/1rbtrKB1B6+xq+ZJaiMy2s2fCr93qTitVcRRhEHNW/s6BSFIU+tQNauDlZB9cVm6qYJFq1wgH61b8xQMVlJDMo/1oz7CnNFOR/rh+VZuSfUdjU81R3o89SOtZBgnP/LekEEw6XJpcy7jNjzFPel8xemayBHMODOT9SKcFlH/AC8GjmXcNTVLqeM1QmQJJvB4FR7Jf+fg/jigo5BV5lIPtS5o9w1KmpaXHfwho/vDmsOCGa0lKOCMV1VunkuWDgg9jU032SYfvI1z9ap1YrQVmzjbiSSK43ABkPY1egjjmiD7cH86fqkESuGiPFRQyqigluD2FWpXjdBYsACMY3A8VT/tAbypDKB3qJryWO4+bDJ6EVFO9vI4bmIn15FCV3qA6fzFcsj71b0P9Kcr7lBZBn6UxraR4t0T5xyChq/YwSvbBnG4k9SK20SE2dYoK9aCRTutNxXKyjP1EfL+NIvNt17Uakf3WPekTH2c/Ss6nwjW5yN7K0Vw+0KTk9Rmkt7snqoz9KdqDIs7bgeT2qG3aEsPmOPpW0NYiYkt02fuj8qWGdncA8VNcR24c/PgHoSKjWGHI2zIa0i0InGY5w3Bya6y2cSWy/SuWWFWjwHBPbFbukylrfY3UVctYi6lvcC+AKiu4VkiOQc0sr7JBhe+c1NyykDoRXNNdSkcPcR+RMyn1pYHy3QACtHWrTawcA8day0lWIfcyfWrg7oCYq0jE0rBEwGOT7URP5hLHoO1II2kfpjNWA/zvLHyjBrQsphImGH51QaJCwGRwKs2xXzMDtVW0ES3ESq4cHDdqY99eQLlSuPpVqaDcFJH0qSSxzb7gRnHes5JdRGQ2uXme1IdcvP7woktFZ9mVV/c1GLB+7L+BpKECh39t3h/jFIdZvP+en6Ug08k9V/OlXTyejJx70/ZxAadYvf79NOq3Z/5akfSpRp4P/LRPzok03YoIdTTdOIEB1O7/wCehNNGpXY6StU32MZwWX86YbQLJjeBS5I9gGjVLzP+taj+0bsn/WtUn2Rc/wCsFSR2cTEgzKCO1NQiK5ANQu+0z/nQdQu+8pNXI7O3Yf69eOtWRpkBj3iUEYzwKrkgFzI+1TyfebNXD5kcKHjB7VbTT7cqCJc/QVHKqb/LVxgdzUtrZARSywuoZ0ZSO6mmyQrND+7ZZB7HmnR27yKVxuz/AHeahiiaKQr0wcVUUBJYh0k2cgE4xXVxIkcarkdM1iaXZt5hkYll6jNWri4YSkKeBxU1Xd2QR7nSAUZ4oIzSGsmMz9SGYvQ5FMjUi3I9qfqPMdImTb/hWc/hH9o5DUELXD4weagjt3VgcfrU2orunf61RCuOjHFb072EzUa1aeHG3JFUDaupwVbI9qntXmDcMaLh7iOTKuefeq1uIiTfGepHtW3pFyfM2nk1ifapyME7h6Yq1p9xsnUsMHNapXQHU3DDGec0sMgMeM4pGYPCMcgjvUcJUvswQaxaAivoVmjZfWuTlhMcpU8Y9a7Voc+4rntYssSCZRj1qF7rGUY5EijxjLGpfMGzcDiqaoWNWyIxgZzj0rVAEYbG+p4VCnPcmo0cuwRelWooWMoCjJrREtmzbwb4t27O2oLlyBycVahxBbgPnJqndTIzgEZHeueTuxoyrlVlm3uM49aqpHukJ546VelCPMwUnHoag27GxiqQyNcF8CkVVjOAOTT4YwJdxHGacq5mLHoDVoQ63RBKB68mtowwPbDIxmsu2VTcZP0romtF+zDHGB2pVXZCT1OWltgs7BTkA0wx+a3uKuMpS5O4ZByarwnbcnjPOalMYW6JJNtPXOKYY/KunQ4yDQ67LjcPuk1Mi+cw9R0qkA2GDEhdcAd627BAyKhXg+lZsEkcTsHG7HBFaVpPDGu7O0dqpvQRLJapAvTg1hXkSyHzI+GB5FdTcEy2mVAY+1czcxFZSQSD3rFXvqMonfFKJELA9ypq0kkk8q5RG3Hk45FRxSjLRzofZlrU0yBVzITlQP4hW1+VXE/It8W1rtHU1n7C3NWLmXe/HSmFwnyjHFYlHTgUhp1HapYzN1D/AFePekj/AOPb2207UOUNJGMQfhUz+EXU5HUHZJ2wB17iq4vMjDQqfert5g3D5A61AkSE8qK2ppWBiJdDIxCAastLmLPkBj6HipEgjXaQuM1M0S+V3qnYRUSOJxuaArj0NQSRoj7kBFWguEfBNVJcgjk04vUGdJYyma1AyAcUiP5cuW6Zqno0jHIPSrE7HzTSe4dDQYqF3buvSoLmJZ4tuQQRUtv+8g+bnFDKASoAxis5IaONuoZLadkfI54pLdC+cnArc1iBHtd5B3Doa54E5HJFXTd9AL8S7eFOST1ra0+I4yw59ay7FQ7gtXQbQkK7R1qqsrKxK1ZDcsWwAcVRmDMwAHGO1JeM2ByearbmHIPNZIoR2CSEDrTVffJggY9aefnPzVHMoDAAVaEEiEOQuCM9qQgg7cYPemkbHJXrT97SNuY5IqkBat8I68V0BmxZ5J5x0rCgG6MMeua2MbrIZqKuqEtzJuRvDYX5qppGWVsA7gPSrOpJ5aKUJBz61UjuZVRhvJHvSRQiAhcOvSmq+yTj7vaiVikmQeoqSNRKnzDt2qxDkBmQso5qeBmMRjZcc/jSQEpEQvHFEhygbuaEwNvT7gBAjkVU1aJVfcny56HFV42KrEwPJfBrUuUV4SGGcCpa1uBgQwefIgGAwPOe9akrKkYQDGBzUNsqpEzqBu55qIuWOTRJ3BLqQSybec1D5hHFE/JJNZzu2481cI3Bn//Z) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/4.5 Brightness 80 (Almost Same) | 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) 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) | Sony 28-70mm. F3.5-5.6 OSS Center
F/3.5 Brightness 95 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/3.5 | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/3.5 Brightness 70 (Almost Same) |
|
Display crops in Black & White |
EXIF |
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Sony A7R
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Camera |
Sony A7R
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Sony 28-70mm. F3.5-5.6 OSS
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Lens |
Sony 28-70mm. F3.5-5.6 OSS
|
4.5
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Aperture |
3.5
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1/13
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Shutter |
1/20
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100
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ISO |
100
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(8% Brighter) 97
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Brightness |
89 (8% Darker)
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0
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Contrast |
0
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0
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Saturation |
0
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0
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Sharpness |
0
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28 mm.
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Focal Length |
28 mm.
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28 mm.
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Foc.Len.FF eq |
28 mm.
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18 mm.
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Foc.Len.APS-C |
18 mm.
|
Auto
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White Balance |
Auto
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23.19 Mb.
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Filesize |
21.72 Mb.
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7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
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Photo_5910Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5907 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/5.0 Brightness 97 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/5.0 | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/5.0 | 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) 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) | Sony 28-70mm. F3.5-5.6 OSS Center
F/3.5 Brightness 95 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Top Left)
F/3.5 | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Left Corner
F/3.5 |
|
Display crops in Black & White |
EXIF |
|
|
|
Sony A7R
|
Camera |
Sony A7R
|
Sony 28-70mm. F3.5-5.6 OSS
|
Lens |
Sony 28-70mm. F3.5-5.6 OSS
|
5.0
|
Aperture |
3.5
|
1/10
|
Shutter |
1/20
|
100
|
ISO |
100
|
(13% Brighter) 102
|
Brightness |
89 (13% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
28 mm.
|
Focal Length |
28 mm.
|
28 mm.
|
Foc.Len.FF eq |
28 mm.
|
18 mm.
|
Foc.Len.APS-C |
18 mm.
|
Auto
|
White Balance |
Auto
|
24.19 Mb.
|
Filesize |
21.72 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5911Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5907 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/5.6 vs. Sony 28-70mm. F3.5-5.6 OSS F/3.5 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
|
5.6
|
Aperture |
3.5
|
1/8
|
Shutter |
1/20
|
100
|
ISO |
100
|
(12% Brighter) 101
|
Brightness |
89 (12% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
28 mm.
|
Focal Length |
28 mm.
|
28 mm.
|
Foc.Len.FF eq |
28 mm.
|
18 mm.
|
Foc.Len.APS-C |
18 mm.
|
Auto
|
White Balance |
Auto
|
24.91 Mb.
|
Filesize |
21.72 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5912Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5907 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/6.3 vs. Sony 28-70mm. F3.5-5.6 OSS F/3.5 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
|
6.3
|
Aperture |
3.5
|
1/6
|
Shutter |
1/20
|
100
|
ISO |
100
|
(13% Brighter) 102
|
Brightness |
89 (13% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
28 mm.
|
Focal Length |
28 mm.
|
28 mm.
|
Foc.Len.FF eq |
28 mm.
|
18 mm.
|
Foc.Len.APS-C |
18 mm.
|
Auto
|
White Balance |
Auto
|
25.91 Mb.
|
Filesize |
21.72 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5913Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5907 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/7.1 vs. Sony 28-70mm. F3.5-5.6 OSS F/3.5 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
|
7.1
|
Aperture |
3.5
|
1/5
|
Shutter |
1/20
|
100
|
ISO |
100
|
(12% Brighter) 101
|
Brightness |
89 (12% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
28 mm.
|
Focal Length |
28 mm.
|
28 mm.
|
Foc.Len.FF eq |
28 mm.
|
18 mm.
|
Foc.Len.APS-C |
18 mm.
|
Auto
|
White Balance |
Auto
|
26.56 Mb.
|
Filesize |
21.72 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5914Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5907 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/8.0 vs. Sony 28-70mm. F3.5-5.6 OSS F/3.5 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
|
8.0
|
Aperture |
3.5
|
1/4
|
Shutter |
1/20
|
100
|
ISO |
100
|
(13% Brighter) 102
|
Brightness |
89 (13% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
28 mm.
|
Focal Length |
28 mm.
|
28 mm.
|
Foc.Len.FF eq |
28 mm.
|
18 mm.
|
Foc.Len.APS-C |
18 mm.
|
Auto
|
White Balance |
Auto
|
27.31 Mb.
|
Filesize |
21.72 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5915Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5907 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/3.5 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 |
3.5
|
1/3
|
Shutter |
1/20
|
100
|
ISO |
100
|
(12% Brighter) 101
|
Brightness |
89 (12% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
28 mm.
|
Focal Length |
28 mm.
|
28 mm.
|
Foc.Len.FF eq |
28 mm.
|
18 mm.
|
Foc.Len.APS-C |
18 mm.
|
Auto
|
White Balance |
Auto
|
27.56 Mb.
|
Filesize |
21.72 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5916Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5907 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/3.5 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 |
3.5
|
1/2
|
Shutter |
1/20
|
100
|
ISO |
100
|
(13% Brighter) 102
|
Brightness |
89 (13% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
28 mm.
|
Focal Length |
28 mm.
|
28 mm.
|
Foc.Len.FF eq |
28 mm.
|
18 mm.
|
Foc.Len.APS-C |
18 mm.
|
Auto
|
White Balance |
Auto
|
28.12 Mb.
|
Filesize |
21.72 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Photo_5917Sony 28-70mm. F3.5-5.6 OSS |
|
Photo_5907 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/3.5 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 |
3.5
|
10/16
|
Shutter |
1/20
|
100
|
ISO |
100
|
(15% Brighter) 104
|
Brightness |
89 (15% Darker)
|
0
|
Contrast |
0
|
0
|
Saturation |
0
|
0
|
Sharpness |
0
|
28 mm.
|
Focal Length |
28 mm.
|
28 mm.
|
Foc.Len.FF eq |
28 mm.
|
18 mm.
|
Foc.Len.APS-C |
18 mm.
|
Auto
|
White Balance |
Auto
|
28.72 Mb.
|
Filesize |
21.72 Mb.
|
7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
|
|
Other Sony 28-70mm. F3.5-5.6 OSS vs. Comparisons |
![photo_5919](i.php?iid=5919&type=3) |
Sony 28-70(E) at 70mm. Tested Apertures Between F5.6 to F13.0 |
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