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Comparison # 2897 |
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Lens Sharpness Comparison |
Sony 28-70(E) vs. Sony 24-240(E) |
Sharpness at 70mm. Tested Apertures F5/F5.6, F5.6, F8, F16 |
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Comparison by Sinan Ozturk |
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Photo_5954Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5946 Sony FE 24-240mm F3.5-6.3 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/5.6 Brightness 50 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Bottom Right)
F/5.6 Brightness 52 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Right Corner
F/5.6 Brightness 37 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Around Center
F/5.6 Brightness 71 (Exactly Same) | 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gkHXPvitCz8fWqQvJcacRKRhmiwcnpXJWnie503U5rizUbJWO6JhwwzxQB3Oh3Wna153maNEjQ8r8gqnZ+KJ7vXhpcllA1szFRGq5Kis8fESSLYLawhiGfnGevryKtr4+0eJvtMWlBb4jlhjGfrQBR1DwrZzeMFso0EcEuJCoP4kCtC+1my0y7a0XQIWWPhWMfUflXG3niG9l1gagJSJw24ei+g+mK6OD4gXTR/vrC2kcHBbJ5oA5zVksNU1iG30S2WJJCIwR8u4+uPpXQS6Z4Z02eKxvHla4X5XbnAJ9a5yS0m8OavaSiaK5dG3gJ0PtWl4nn07UbdNQtZgszkCSE9T+HrQBQ8ReHjo92vklpLablH6/hmqlrptpJoFxduW+0JNsU54Arc0rxNaSaeul6zCZIF4WXGcDt7gj2q9qK+H7TwrJDp9wk0kjhs7vmOT6duKAKum6Jo+m6LFqGro80s4ykYzwPp9Kh1Xw/pc+nDVNIaRoVbEseclRUi6ppepeHBaXtwYbm1XEZz970x61j6Fr0uj3DnAkgkAEsZ7j296AINC0qLUtTe3mDeWsbMcHGKpgR2mpBpYhPFHJgxsfvAV6Nplx4ThZtQhljgldTmOQ4Iz14rgJIYb7WfKWdIYpJWxK/QDPWgDqbbxPo7Ron/AAjse7gDCqTn8q6O1tdHuLEXl3pFvZjBJ80AHHr0qPRNJ8N6IokF3bzXYHMsjjg+mO1VNT0xdadmk1+3WPJKqCCBQBh+KdT0e5hFtplpEMYJmVdv4AVctNJ0XRNHt7rULY3dxdKCqNyADzgVj6x4dh0+0MyatDOdwBRev4c1Zk1fTtR8Ox2145jvLVdsb4OGHagA1nRNPutN/tTRkIiBxLF1K/h2qn4Q0i21HUblLuISJHAWAPrUOheIJNHu23ASWshxJF6+4rtNK1TwrbrdXcDrbzyocq2RgY7etAGBoWiaegutT1GPfaW7EJH2Y+nvWoNL8PeJ7eaOwtRZ36LkKOM1m6R4ls7Rbu0vkaWznyQQMkfhWEmpLYasLvTnYIjZQsMHHoaAK66e0OrxWtxERiZUdG4zzWj4qsLey1mSO2jCRlFbaOma6iPX/DWtyQ3GqW7W91Hj5z0Y/UVzHiq7trrWp5LVw8WAAw7+tAHOY+atjQtVTSLqSV7OG4DrjD9qyM4zW14csdO1DU9mp3Yt4EXcMnG8+maAOrsvEialKsFr4dgd2IX5QCB+ldRdnQNJsUlv7Ozin258tUDNn0Aot7jw9aaa1nYX9raAjAdXBP1z61ztz4e0acu7+JYnZjklmBP060AYl5cW/iTxFawRWi2sTsE+TAO31robiTwtpl7/AGc+kIwXAaYr09yetcre21poOqW09lqC3hjbzPl9vernijXdL1dYri1R47rH73cuAR70AQeKvDMemXEdzZ/NZTDchHIHtn0rQ03QdPl8Ay30kAe7DM289RhsdfpVXQvF6WlmdO1OH7VZngHqyj6d66DVPE3hxPDUmn6aWBZcLFsIIOc8mgCGCw0bw5pFs9/pS3NzONx3Ddj0HNM1vQtK1fQ11TQ4VSRB+8hQc+4x6is6TxRZ33h57DUUdp4f9TIBnPpWTomvzaJdedCN6Hh4ieHH+NAF7wRpNte6xcLdxeYscJIBHcnFYOpwJZ6lPHGu1FkYKPQZr0zTvF3hmJZ51tntp5+XOzPP1FeZ6rOt1fzSJ0dy35mgDodE8bT6VYJaLp9rIIxtDtwT9a7XQdR1G/YXN7ptvb2TLnzCuM++DXNeER4TsbWK4vHEl/1bzEJCn0Are1fVtA1ZBFLq7wQ4xsQkA/WgCPxD4u0yziaGxt4ppCMF9gCj/GsPwnp+n3FvfaxfwrMIW+SMjgcZzUU+keFjDj+2Zmx90Y/+tVPw94hGhSz27r59pKSHwMY7bh/hQB0UF3pHiYyac1glrcEF4pFxzjof/rVxcmky2uux2V3GRmZFbjqM9vaopL9bfU/tVkzxhHzH6iu103xtpt28LazZIbiLlZI+fxIoAk1Pwtp114vtLRYvLt/KLOiDAOO1Ld+JLLSrp7GDSIvLhO0cD+tZ2s+LIT4lTULAsfLUKN3G/wBf0qTUdf0DUbr7RLp07SMo3FQBz+dAHOX2h27a1b6dp1+JzKQrSL/Cfw9qj8SabbaZdi1t55JnVf3jOc4ParFzZXHhPWbeTzredlbeDGe3cV0mpaDY+KYBqOl3caXLgb43PGcfpQB5qhO/oa7TU9E02Xw/b6lp2QSBvUHP5+9QQfD7W5bkLIIYY+8pcED8K1teuNO0Hw9HodrILicMGlYHoe54oAxNQ8P2th4Ztr3zS13PtbaTwAew+grljkGvRtKn07xNo0Wl3cotryAYhfOPx/8ArVlT/D3VxchYWhlQ/wAe7igCPw3pdjrGmXdvNmO/iG9HJ6jtxWDFp9xc6pHYxqrSyOE56CvQrXT7PwhZzXeoXEUt9JHsSOPsPQCuW8NXca+Lra4mZEBkYkk4AJBoA3T4c0axnFrf6oUu36qgAANV7/wDKl2PIuo/spUN5so6f41tav4Rt9T1N7ldVijD4Yjg/wBaua5oCapaQQQamsaRKAQ75B9zzQBwGs6ZpWnwrFbXgnuwBv8ALA2iptS8P2+leG7W4mZmvbjDdeFFO1rwsdIszdNqNvNhguxBzzWpp1xa+KNIi0u/uBBewjbG56MOx/8ArUAcCR83vXZ+HNKstc0G5hEZjv7f5vMPO4Hp+FPl+GupiXEd1bNGf48npWtb29l4J0u5aW7SfUJ0ACJzg444oAwdH8N2rabf6lqLEwxZSNUbktXKTAqxC5x2zXYaBrtioudO1MbbSc7w4z8r9/pVq4+Hst2xm03UreWBuV39f0/nQBi+Dm02XVTaajCHSddqMR0aq3iPTE0vVZreN9yA5X2B6V1uk+ELbw5Oupa1ewFYeURCetcv4n1SPVNVluoF2RnhQRzgd6AMEg+nFbnhfQ/7a1MRyO0dvEnmTMB0HpWRJM0siliOmMAYrsPBF3YQPfwXl0lus0YVSxx696ANpNB8Lam8lnp1yUuwMqxYnH59aqL4Ehsj5us6pFFCMsUTgkfU1c0jSdI0vV0v5degkVM7FDAcEUus6dpWsaibj+34EXHCFwcfTmgDn5tL0bV/EFpp2jSOkLg+Y5zzj0zVHxTpNvpeqS29srCNMdWzk4zTruCPw/qcNxY6kl0yNuBQ4xjscdq6y6sdI8Yww3MF8LW7kTJVuh9ePrQB5dg7uOteharpNnqvhG31Wxj8lkXDjb1xx/OoE+G86y+Zd6lbR26nLMrc4q34h1zTbDRotD0hw8SjEknJyOvX3NAGfrnhrT9H8N2cgLyXs2GZt3A4yePSuN24HIrvtL1TS9c0pdJ1i58iaE4imzjI+tMk+G00rA2+qwNCedx4OKAHeD4NO1rw9c6dNAou4QSsoXk56HPrXD3cDW1y8bggoSpz14r0qKbR/A+mywWs4vL+XKscjt6+grzm5uRLNM8g3M4PfuaAO403wxpWl6LDqOsPI8so3KiNwM9Bx1q0vg/S9csftWk3bQKWw6y5OKux3Xh7XdBsoLnUUiljRQT5gVhgYIOav2g8NafpsmnxakoWTlnMw3GgDAn0fwto0RS+vJLu4QfdU5/Qdqy/DugWN5p+papIj+XGGSOIt7Zya17vw74WeJyuuMjHJH75TzWD4e1uLQry4tZz9osJSUfv7bgPSgDl5VG/IHHatfwvPbw67Ct1CJIZR5TZGcE9K6a58JaFqYWbTNZjTzDuEbsDgHt61PZ+GtD8Myi/v9TSeeE7hEpGAe3FAFWXwpaf8JtDaM4Nqw8zZ7AdKytZitYNWuIraFYY1cjZ796feeKpm8RLqiDayN8g/wBn0P1ro21PwjrIW8uzHDOww6sSpz+FAHlhlLNn0qVbp94ZWZGz/CxGKrcj2zSd6ANRtc1Bo/Ka9uDHjG3zDiqLSFyccfjUWMjNAU4OAaAHJIUOT1HT2rQi1q/SPy0vbgJ/dEh/xrMIpVOOR2oAsy3UjNl2ZmPdjk1CrEdQD9acv7w9BnHepLgghAAMgdRQAGc8YXGe2aDPIq56VA54A70w9OpoAlM245YDIoErZPNR7vk2kd+tJ9KALy6peKgUXVwFHQCU4FRSXLOxLMWY8kk5NVhyeTUkiIHbYzMvYkUAJvO/NWo7y4gRTE0kSkcFGK5qmQQfrUjTO8SIzEqgwo9KAJpbyeUl5JZHPq7ZNQxuXf5vm7nPeox6Hj60q5U5H8qALf2RjMo2qC5yMHoKgkZo3IbqOKekpU8DB9aZLyQMfU0AHmt1IHNPNydm0Dj2qDb6mnAZHQ0AG+pzuhfb5m7HOVbiq/G3rQmeRQBaF3IxKBmI9CxqCSdiSpJx6U0ja1IygnI6HvQA5ZcEH07VN9tbopZB6KxqBoyqg0wqcZHWgDVso4rmGd5LtIXTBVW/jz71QK77kLuABbGT/OmRBgMgH2OKkAZfnI69zQBJExjmZTtbBxmrt1ORChCge1UYULvnAx3zS3bAFAM5HNACz3TsqghcCo43JBJqN2zDmn24JUkqcYoAfFMA2dgz2NOM5Lk5GajjXBOaNpEhBB/GgBJHZnzmpkuplQDcDjpkVBtd5RGiMzE4UAZJPtW7F4U12aJZE0qcgjqcD9CaAJr7wB4gsdzfYzMg6NGwbP8AWsSbSb23mSGa0ljkkYKodSM5NbNv4112BQq6jKVHI8wBsfnUGo+KtT1XYLu4DbG3KVjCkGgDY1fwTBpdtbxHUWe8dlCxleDu/wAK3I/Cvhjw5AiaxcNNcyjDDccD6AcinaT440a/itm1232XNvjbJt3A471f1i98Ga+4nmvEjcHqrFSaAOd1rwRYXGkvq2h3DPChLNGzZ49u/HvWZZeC0Php9YvrpowVJjjUZ6dM+ua3tY8VaPp+hvpOiIWDAq0hzgA9T7ms3w941itLNtN1S38+zJ+UjkoD2x6UAHh7wjpg0sa1rshW1JOyLkZx64rTj8N+GNfhkh0l3huYxuHJ5H0Pat6bxD4P1TShZyTxxoF4R1KFfpWVHr3hPw7bStpe+4umXG4ZIJ+p6CgDzO/sZbG9ltpUJlRtmAOp9q1YvBHiGeNZE0uXawyCSP8AGs69v5Lu+kupXJlZw5Ydznmu1X4mXKWDW8duoYYCSsece49aAOf/AOED8Rt/zDWyPRl/xq3B8PNTGl3N9eMtsIhlY25LY9fSkbx7rp5F6Mdx5QFW4fiFe/2Xc2l2i3BlBCPjGM9QfagBdA8I2S2H9ta84Fnz5cS5+btmrf8Ab/hS0/dQ6AWTP3nUZ/U0nhvxVYTaadG11T9lHEcgHAHofSpLjwv4TuZ/Mg15Yo25KGQH8s0AWItD8LeKreT+zA9pdgbimMY/Dpiue03wYLyPVBPMUltAMKvOD3zXVJq3hnwnYONMf7ZdMNu4Nuz+PasDQfGiaXqF5Nd2vnrcnLbMDBz70AQ+FPC9jdrdalquTZ2pwE5AY+/+FblvrXhm9vhZTaJHFDJ8iSbBnJ6Z9Knm8eaA2kT2aWEsYkDYCoO/0riNAOny67CdRufJt0O/LHAJHOCaALXjHw6mg6liAH7NKN0eTnbjqK5yGJ7m5ihjA3yOFXPqTiup8ZeIIdbvwLfBgiBVGH8XqfpXKRyvFMsiHDowZfqDmgD0htH8L+GLaJL2A3t8BubPr9OmK2tO0/wlrOlvcx2EQ8tTvULtK/lWTH4g8L+IraMaxE9vcLwzAHnj1FMv/E+j6RpsmnaDDlXB3SsMf/XJoAreIPCGl/2Ouq6Q5VDjdGzZH/66j0bwto1loyaprheR5BlI0bAA9BjqaguPGNuPDEelW9s4fADyPjHXJI+tLovi+zXS20zVrZ7iHpGwAJUenPpQB00Gg+E000a3FbNIiAtsYkj8QahSXQPFkM9j9hS3njQlDtwfbBHpRbeMfDz2aaX9llitSpUuR/MDmpU1bwnoFpLNpuJp5F4wCSfbnpQBxuiaBpd5rcllql2YccIA20E5wee9dtcfDbw7aWhnlnuTEuMkNXld9dtNdvNgbmctx2z6V1GgeObuwtvsl4PtloP4H+8o9j3oA7s6F4Vg8NeSyxC13cSlvmDfXrXB22maFc+MbW1sS81n5mdrZOeOR7ium8ReJdD1Dwl5djJEkjEfucAMOcnivP8AQdYXSvEEF7KrPGjENgZIBHWgD0DUdK8GXF3JbFxZXA6bSVAP06VkX3w1uJgJtP1C3niP3QTz+Y4rm9d1WK/1Ca5hb5ZW3KO6j0NUI9TurY/uLmWL2RyB+lAF7VPCmq6RamW7tMRHILK4ODXV+FPBvh3WtKhm+1TNckfvlD4IPuO34Vxl3rl/d23lTXtxKndGbIqvYX09rMJLeV45B0ZGxQB6pB4R8K6frEMEnnGdXGFcllz2zTPF1j4WWdmuyY7kLgCMEZ9MgVR8NeObWe5RNbhj81BhbjHH4+n1rF8c6pBfaxI9pOJIiFAIPcdaAHeA7ezl8VSPwTHEzRbx0PY1oah4n1qLULiJJ4lVJCoG0dq8+iuprW4WaGRo5FPDKcEVYN1LIxcyMWY5JPc0Ad9H8N9FRvssmtN9rI6Arx+Fcl4i8HX+g3SR4E8Mv+qde/Pf869Il8G6Iupm8uNWYRF94UOBn8c1h+O/E9lcvBZ6e/mRWxB8wHqR0A9fegDmtW8FX2iW9oZbiJ7m5YARL6H3rpbL4fWdlbI+u6wsUzDIRGAA/E1rWHibw74mksn1Am1ubYq2JOAxA6A9O1aevaNoHiCRLn+00jI6ssqmgDg/EfgU2lg2oaXd/a7VcswPLAexHWuNh0+9uMtBaXEq9NyRkj869W1vWdF8P+HJtI02cXM0ilSM5xnuayfCPxAt9HtfsV5bFolyUkQAke2P60AcQujax0/s67/79GrNj4Z13UbsW0VhMrEfelQqo+pNd9q3xDubeRWsVspIHXeh3EkD0PuKr6Z8T5Y7kfbreLymyHMOcj396APO77R7ux1NtPlAa4DhPl5GT/8Arrd1rwXLpU1lbRXAnurkAbSMBT7VV1/Wxf6/NqNqGUGUOmeDxj/Cu8sPEnh3XprK4v2a1urchsscDPpmgDLj8AaLpVug13VmW4kGdsZCgfn/ADrN8QeCIbTThqOk3YuLUAFlZskfiK7rWdD8Oa44vBqfl8cyLKrZH41zmt63pGj6IdJ0VzcB+JJDyMd/xoAwLHwYx8MNrV7dGFWBMcajOewz9a0NC8GWsumR6nq+oG3gkBKIuATjvk1Y0Dxhpj6J/ZGswN5aDbG6jIx2/KutkHhbW9Jgsk1CJVjTCBZQCD9DQBzUngzSNWs5X0fU3kljH3XIIP4DmvOzp92bt7aO3lkmUnKohYj8q9Whm8M+DopZILk3Vy4x8p3E/l0rkNH8Xy6b4gk1F4RIs5PmIoAPJ4x9KAOf/sXVsY/s+7/79NT4vDusvIqJptwWY4AaMjmu81r4jzSsraZEYlC5YzAHmsiL4ja15qO0kDBTnHl4z+tAGFr3hm/8PtB9tK7pUyAhzjHUGsyxszfahb2ofYZpAu7rgetdX4r8Up4lNnstnjlVSpDEHJPp+VctDI1lqMTyIQ8UisydDwc4oA6C88KNbeIYdJgujI8rgBiOVB9a617Hwf4bAs72I3Vzj52bLH9OlaNl4t8IvcC+dCtxj7zQsTk9a4XxnqVhqWpPd6Yx8tlwxOQS30oA1vEnhvRLnRBq+iSbUUhSm4kdefoa5m50J9O0qyvjNuNyCdoHA9K6mWTS9H8DpaxXQuLm5w5wecnk8dqm0TxR4ffRbex1W3bfb4CttLA+4xQAzS/DWi6Jo8eo69vluJgGEYYjaD2GKtJYeF/FFnLDpsbWtyikhckN/wDXqDxv4j0HVrGJLBn86Igr8hUAYx3qh4Fm02wW91a/uVDp8iKTyOM/maAOU/sW/nvZLa2tZZZUOGCLnB9KsHwprynnS7nd/u//AF62bLxbNpOsTXtuqvHMzF4mOMgnI59auah8RdQupt9sY7QY5G3fn65oAwYPCPiF2x/Zsg3cZYDj9avz+Abm21qxsZbtF+0DLMo5Hrilj8e62Jgz3UTKpztEeAat3vj1rnWbK/W1ANuuCpP3vXmgDPtfCTTeLTo7TkxxsS8gHVcZ+ldNdzeC9HY2Y01ZyOC6x7iPqTVyy8d+Ho55LqSxmjuJBhm2ZJHpwa4XxLqttqOpFrT5LcHhiuCc9SfpQBt+IfDmkHSF1TSI5PIkBAAPCn3z2rJ1rwk+ixWhSZ5nnjBI29G7AY+tbmra/ptp4Wg0jTLgTFVG8jkEdf51dt/HOj3sFoL/AE2YyQYwwxjI9OelAEK6b4b8OWcC3tubq/dAWBO7nvx0FWZ9L8PeJNJnfS7fyL6BPuqu3n37Gsrxh4i0rWZIZbCJ0lTO4ldvHaovDGr6fo+kXdzLcF76YnEQODgcD/8AXQBz+m6A+qa4lgJkgZieX9v512g+EzY+fV0B/wBlD/jXAy3E0+or9nEjXBOV8rO4H1GK6tNT8XNGmTqHCgD9x2/KgDltVt7rT76a0u1w8bbeen4e1atz4SnTw1p2rLchnuSFMbDAGfeu0lsdN+INnHdQTJBqMSgOhwfwPt71peKLIaL4P022lZH8iRMgDg4oA5nTvhvi2gfU9YSCVxxFsyOenPesHxV4cvfDlyBIySwSfclVcA+x9DXd+O4I77RrfVrS6GxEXCqeMHuD7VV8P+INN8S6T/YetSKJ8AJI5+/6EH1oA4LRfD8mt2V/MLoRfZQCAEznIzWnoWjeGZ9MWTUtVaK6yd6BguOePrXoel+FIvDWhaoftAkE4LDI6DaR+dcP4d8DXGvIs+5ba1Y4eR8ZfH92gDStPC/gy9uUt7fU55JHOFA9fyrXn+GOgWULTTXs6KASS0gAH14rQGgx+FoQuhacLu6YDM0jd/rXLazovi7WwTcwuzHJwZAEA9MCgDgL6GOK6kt7fMy+ZtRu7DOBxXbWXw+itooTqerrBcSrxCAOD6Z71yc0B0jVIPOYvcwSBpYsfdII4z3ruPGkMOo6bBrdldK8e0KVB6D1/CgDl/Evh670C5ImHnW7nKSAABvaodG8OS63pd/ei5EX2b7qkZzxnmus0TxBp3iHSl0bXHCSjiOVv4vQ57Gug03w7D4b8N6j/pSypKDID04xigDhtA8DSXum/wBp396tpaE/L8uSwq5rngeS0037dpt2Lu2A3EEchfXjrW7ps1rr3gh9OjmENzaLghmzz1B+hrm/DPi19FuJbC7zLp8hIcDny/Uj2oA5/Q9IuNc1qHT45REHBJfGeBWxY6HoGl69d2viG4Zo4sCIjIBJ9cd67zw54Y0dNdOs6feRtCYztQNnaTXKaroV34j8a3dtaSoiBgskjdsDAoA0BpngCYqkbsSewZ8mto/DTw2IRMTcopAIDNgAGrmleDbLQI/OgX7ZfhcB5TgA1ka3o3i3XH2ySW4hHSJZMCgDhvFllo1hqSR6NKXCj52D7gD2/GuZfzp7nBJeWRgMk9TWx4g0W+0O6WC9CCRhkFDkEVl2s4t76CbGfLkVvyINAHpVn4G0i0t4I9U1WQXbgfKrAAZ7AGuV8VeFbnQLsMHM1rJlkkx+hro/F7aff2Nvq9leIxcAMobnp27g1PofifS9Y0X+x9enKsFwJn4B9OexoA5DQtCi1LR9RuZHZJLbDKB0Ixn862/Dvgq2fTV1TWb4wQyH92ikDj1Of5V09v4esdF8P6lLbX6PFcIWBZh0xVCwl0nXPCa2M0qW95agqoL4x6H3zQBn+IvA9tHpp1LSLtriBOXU4PHqCPSuS0LSm1TW7e0Bwsmdx9gK6Dwz4p/sO9e0uzvsJDhwOdh9R7V2GkaJoH9vjVtPvYvL2t+7VwQpI/T6UAcHBp+jaRrdzb61DPNHG2xNmeD747Yrcjh8C3LokNpd7m4Cjdk/rUV1pM3ibxRd2trcxpEX3PJ14HHFd1p/hXTvD9oTp6pNeAcSzHJ+ooAoHwH4WgsvtM0DRrtyd8xXA/OvPdT0nS73xDb2OgtJslkCFmOVHqRXX6v4d8TarKWuLy2dM/JGGO0Vyn9n33hPxJa3V7JCyRuGJjbqvQ4FAHUf8IX4ZtsWc1/L9rYBQd4Bz9K4fxL4cudDvvKcl4X/ANVIf4hXReOEsDNDqNleK7TfeVXyfYir2neI9K1zS49L1/CzIMJMejY6HPY0Ac3p/hcXXg6bVmlIlVyEQHggHHNb2n+CtMsNKgvNfuXDyrkRq2AuenTmuh1K003RfBEltZ3aSIwyPnHJJHArF1DW9P17w4pkmEF5aDIiH8WB29QaAM3xJ4KhsdPXU9MunubTbluQSPfPpVLwv4asdY1a4hknmMEcAcZwMk+/tU/hnxYmnSvY3ymTTpCcoRnZn+ld1oFp4esjc39lfRMLheF3j5R1xigDy6O5uvDGuyvaNHlWaPMi5DAGuji+IusSxhgluf8Adjcj9Kyw+jTeKGm1cubXexCqDgnPevQbXxT4VtrZIoEVI16BYSB/KgDx3SJD/aVtGbo2yyOEMwJGwH6V0/i7StV0uaLzLy4u7Z+YnZiSD6EevNY+l+HdVupzbLpU4klIAkkQgKPxr0nxfeW2laNpNgZEmubdo2C98KOaAOA1vw7qWiaTayXtwNspysCucKcZ6VzKyMGGOO9eweNNKm8U2VrqOlFbhQvKA9QR2/GvMn8Oaul15LadcCQHGAhP60AdaNJ1U+D4NYtNVuJl2bpYfMJAHce+KqeFrPxTqasNOu5ba1Qn5mbCZ9BXV6Lp0vhXwJeDU5EEk+SkJOdhYdPrVzTLW9uPh3aLpR8uY7uVfaep70AYt7pXjOxt1lGoyXHXd5Tg4/DFS6ZaeNL2IlLyW3RhkyXGAePQYrZ8J6fr9hbXZvucg+Skjbvm78+lZOr23jjUnkwrRwDOBE4UEfnmgDzrWrS9ttYnjkk8+4EuN+c7mJq74i8OXfh6G2juLjzGlXeyoSFB+neqTST6RrMZuoCJYJVZ0c56HPNeieLtDuPE9vDqukSRzoYwCu7qOvFAHkyyMOM9O1d2NBupvB0OqQ3088RjBkg3HAP0z2rnB4W1s3JhGl3Bk7ZXj8+leg2ls/hDwRNBqUo8+djtiBztLdv60AcfB4cvo/Dk2tPc/Z0ydikYLqD6+9cs7Hf1OTXsGlQ2vibwTHp0FwouYlIYE4wQc8+1cBqPg/XbWfyW0yRyOA0Y3A0AXfCGjSazZ3bW2ovb3cPKopIyMeo7VX03TNcudZktbKWVZ15kbeV289z35rpvBHhm/wBFll1TUgLaIRldhPJHUk+lafhCRdR1DXJ7WQI8jZQN6etAGefDniYW4kh1dpZdpJQTt1HYVU0ux8aX8sipc3MKoSpeV8AEfzrW0Dw5rtj4kS5lmVYSxLt5udwPtVvxFZ+KLi7kTT5EW3BOBHIFLfjQB5/4u0670+8iF5qIvJXTJy2Svr+FcykbSzrHGPndgoyPU4rW1vTb/TL1o9QQiR/mBL7s/jVK3k+zzxXBB/dur/kc0AbniXw0nh9LdVuVmldcsAMFTXNCRlUgE5Hb1r1HxH4efxLbwappEqyyPGN0eRk/SuNj8F+IJLgRppsgY9GbAUfjQBtXHh2H/hFo9TsLozoUHnK57+w9j2rOXwzcxeGTrFzLsWRhsiK5yDwOa6p7NfCHhCW1u5kku7o8Rg9CfT6VPo72nifwqNK85VurcYALenIPvQB5UW2vg5Haus8JeHoPEFncj7aUvYiSsft2PvUF54G177QfLsNyHoyuCK6Pwj4YudClk1bVJUt/LQqqbvve5PpQBz2iaBqt7rklpbytbyQEiWZXICDOOo/lXZyeDtQW3drTXZbi4Xna0hBPtnNSeGpkvptXeKeMvcEMCOoGDTPC+gappuutPcTqsJUg4fO/PSgDJtNC8UTtte5mgXozyXB/QVj6toF7ca/a2Eeoi+uZBt3Mc7QOua7bxHo+v6nKUtLiP7JyNivs/P1rh4oL7wl4ktZ7tUAVsnadwKng4oAy/EekDRtSNqJvNKoCzYxz6Vil2Ldfyr1DxL4XfXyNU0uaKbzFBZC3X0x6Vyq+BtemnCCxEa7sF2cYH5UAaWs+HIYdAt9T02YyQOo3k8kH1/8ArVR1DwrJpOg219cXBM05z5QHQHtmuk1hYPDfhSHRhOss5GX78Z9PrV7faeNPDcMcM6RX0IGUY9CBjp6UAeSq22Q85rutB0Cx1rwvJNBIf7ShJ3Dd9SBj0IrKn8Ca/FMuLIOpONyuAD712eh6TF4K0i6vdQnU3Mv8CnuOij3oA4/w1oH9ta8I7pmWGJDI6r39q6m51HwvaTtbrpIfy/lLbc5IrN8L69p+n67dS30nlrcJgN1AOf8A69a09v4Hu55J31IqzsSQsnFAD7zxV4ungMcOkPbt/eETNXG3uk+I7uUyvY3kszHLOyHmrjfEnxAzA/aogB2EdIPiR4iA4vI/wiFADdHi8XaMwe0tb2MZyymMsp+orrYfEfjJ7ZlGkDf/AM9PKIP5VyX/AAsbXv8An+Gf+ua/4U7/AIWT4hHH2xP+/YoAfq9n4u1Zw93Z3coByFK4A+gFS6aPGun2q21pb3sMK/dQIMD16ioP+FleIOB9pjH0jqR/iTr8pLC5iRj1xH1/OgDQEvj3GSt7+O2n+f48ELDdcjPG35C1YrfETX0OGulKnk/uwKln8c+Ilhhne4KJKu+M7F5HtQBQvfCvie7unlk06WSRzlnyCSffmtXR9E8Z6Qv+h208QznYJFK/kTVU/EPXwOLtMH1jHNJ/wsXXwMfbFx6eUKAOme/8dhQPsCKW/uxjI/WuZ1PRPFupzb7myuZpPVmGB/QU3/hYOvH/AJe0z7RLT2+IWtGMAXID9yIxg0AQ2HhvxXZ3CyW1lLE4/ijkUH+ddNFd+PIAA1p5p9XVSf0Irm/+E+10ni8z/wBs1oPjzXtuPtoz7RrQBpapZ+MtYGy5tpnTvGGVV/IGs608O+LdOuTNb2s8LEcmOVeR+Jpg8d67zm+H4ximHx1rh/5fmx/uL/hQBsFPHMvy/wCm+/zoKckXjpOP9M2/76VhDxvrmci+YH2Rf8KcPG2t/wDQRk46fKoH8qAJ9R8M+JL1vOukaWY8YklGfw9KoHwjrw/5hsvHowNVBrN3JfCea6unfH+sWTkVe/4S7WIyfL1KbZjClgCQKALumaT4o0yYSWVrcQt3wwAP1BOK3Ptvjl0EZjmyDkEBMj+lckfFWsFs/wBozj8ab/wk2sEnGpXP4N1oA1L/AELxRqUzvc2k0srcFmdTx6DmoLbwp4ktp1eKzlRl5DLIAf51RPiTVMAjU7sP/v8AFIPEmrY/5Cdz/wB90AdhbS+ObdfKXziqjA3bD+pqlqOjeLNVG65ilkx0UyKF/IGubbxJq/Q6nc49N9IPEeqj/mJXI+j0AasXhPxJBKHjtpI3H8SSgH9DVoeH/FrDcftXTH/Hx2/OsD/hI9VHI1G7/wC/lOHibWMEf2nc4/36AOjTRPF4TH+mAf8AXyP8ar3Xg7xDcANJGryY/jnyf1rHHibVyAG1O52j0eq6azfPdGWXULsP/CwfpQB0+neGfFFgwa3zAe/74AH8O/41qyWvjKeBoTcIA3XLqpP4gVxn/CSamrNjUboqenz4pv8Awkurfw6ndfXdQBtXHgrX7hyXEDO3Vmlyfzp1t4E8QWs29DbhweHWbBH6VhHxLqjMC+o3JIOQd3SpB4n1gNgapdY/3v8A61AHaw6T4yji8oahFsHTdKD+pFZ954R8TX7qbieKQjoWuOn4YrmT4n1jOTqd1/30P8KQeKdZB41O4/76H+FAGt/wrzXtx5t/+/v/ANanDwBrgH/LD8Jf/rVjnxTrBYH+07k/8CFOHinWDz/ad1/30KAJR4A14/wQZ9PM/wDrU4/D/XAOtt/38/8ArV64LpeSOgPJ7U37ZCCQACO+KAPI/wDhAdcGMC3IPcSf/WpP+EC17n93D/38/wDrV60tzErFgoGfU8UNexHg4z6A0AeS/wDCB66TysA9/Mz/AEpx8Ba8OiQsMdfMx/SvWVu4+wHvk05rpAAHIORkYNAHkR8D667BWiiYgYH7zt+VWJvBniKaOJZPs5WFdiJvPyj8q9TW5iJJXHHBIpxuokwMigDydPAOsuJPNMUbKBtXJO81G3gPXV4EUJI/6af/AFq9ba+XcoUKfUml+1qOSaAPIR4E17/njD/38pf+EG10LzFDj/rp/wDWr1tb9ghG4bj0Y0JchIRvlDsOvFAHk3/CDa2qAqkJZu2/p+lMPgjXRjMUQz0/ef8A1q9b+2Rgkl1/HtS/a4zjcwxQB5J/wg+ujrFEPo//ANalPgTXQP8AVwZ6YEh/wr1qS7TCBH5J6Ypxu024JBHfjrQB5GPAeuE/dtx9ZDz+lSx+BNbRstFbuPQyHj9K9TE8CgBQgC9PapBMu4gyA5Xlc0AeUP4J1pm+WG2Uj0kqM+BNe3YEduR6+b/9avV/Pij+Zdhc8ZNKJkHTp3NAHk48Ba6Tgrbgepk/+tUq+BtdjJwLcDHXf/8AWr1UXSAc4P0pPtcWeWwT70AeTt4E1zPypAw9fMx/SmnwHrg6RwH3EmP6V6013GeQwPvimteKUI3EAjBIoA8nPgTXc8Qwk+vmf/WpD4G10dYoB/21/wDrV639tDn74wBgUhu0KAl8fSgDyceBNdIH7uH/AL+U9vh/roH3IPp5v/1q9X+1xEjLcYpBeovVl9zQB5R/wgOuj+CDPp5v/wBaj/hAtdJ4jgP0l/8ArV6y9zsYA4G4ZAPpTUv0VMmRSe5oA8oHgLXm/wCWMIHvL/8AWp//AAr/AFzHAtz/ANtf/rV6r/aCuTk8j8qRL1SuXAFAHlP/AAgOvdBHAfYS9P0pP+EC18HiCE/9tf8A61esm9TgHg4zSC+UqcOpK9RQB5P/AMIJrv8AzyhH/bX/AOtTl8Ba43LJCMdP3nX9K9W/tJF4+XOfWlOoLt3YGD78UAeTN4E13OBBD/38/wDrUf8ACCa6P+WUP/f0V6yNRjzwyk0h1FQcbQffFAGYCR/FjPbNLsVu4yfeuM/tC9/56L+Io/tK9xxNj8KAOyESjkYPr3p3lxkfNgj0rijqeoD/AJaij+1L/GfP59hQB2LW8bZwQCe+eBQISFABDN65rjjqV/jBmGf92ganfgg+cPyoA65oHK44z65qMwuGCkkHPWuV/tO+Jz5vH0oXVL/cSZRt+nNAHUPCyMQc4pBG8nrgc1zP9qX/APz2yPpSf2rfn/lt+lAHUESZyWOadsn2F9pC+pNcr/ad/jPnH8qT+078HmXn6UAdXF9oUkxsASPY01/Nc/O2SO9csdTv8f63H0FH9p3/APz1oA6oeeByxI/Wk2y5NcqdUv8A/ntSjVL/ALzfpQB07CUn3PFPKTswBLE465rlhqt93l/IUh1W+PHmjH0oA6nypQQQMkcA0K9ztZVdgD1Fcr/a193mFL/at9/z3/SgDqNs/BZcjpnNKTN6Vyv9qX3/AD1FH9q3uf8AXDP0oA6rE75zwT6GlEUwySTj61yn9qXxOfNBoOqXvH70D6CgDq/JlzkEY7jdTvJlHJYH6GuROqX3XzB+NH9p3xOTKD+FAHWrbyhSW+XPQE9aYY5DgZ/M1yo1O/bGJF/H0o/tS9x/rBigDrniuHYM0jO3TOeaRoJ8/McEDua5H+073AJm6elDapesfmlJz3JoA6pIpHGd2FIyM8ZqTyJT/wAtfpzXIf2pejrIMduKP7Vvyf8AWL+VAHXGKZm+/wBu9IWcLsPPOeK5L+1r7vKPwGKP7Vvunmg0AdWsTspZeMH7p6mkEcgX5mYj3rlRql5wPOyaP7VvTk+dQB2NrcR2vml7dJZGAEbO2FT1OO9IgwvDHkk9a4/+0rw5JkH40f2pd/8APX8qAF/sg4Q/biQR/dpU0nBBa8PX07VZ3qOuaQOe4oAqPpTFzi8yvYFeR9ab/ZBGQbxj6fLVzec9DikL8GgCsulDr9tf6baBpf8A09MB9Kshs9jS7+nBNAFQ6Wcn/TSB/u03+ym/5/CP+A//AF6thyfb60u7B6UAVBpR+b/TTke3WgaSxOPtf51a3k5PNJkHuaAK39lHJ/03kdsUNpJ6i9Y+5FWA5BOPTvS7z6nH0oAqnSmA/wCP7Jz0KnpQdKYA/wCm8juFzVrfmjPPPWgCp/ZTF9v24dM520p0tuD9s+vHWrRbFJuJ70AVTpTAZF9kf7ppDpcm3/j7BP8Au1a3H1pQxoArNpbgjF4GyOoXGKYdKk73Z/AVd3HPPNJuPvQBV/sp8Ai9ByP7tH9kvjm7/HFW93PTrSZJ65FAFU6U4G03Zye+KP7LfGBeY+i1ZDE0pLA4NAFNtJk4X7bz6lc0NpLr1vMn1Aq5k+tKT60AUF0qRv8Al969cr0oGlzbQTe/Ubau7vejdjkGgCp/ZkuMC8H4ik/sqXJP2wY9NtXd56k0E0AUhpT9ReA+2KadMftdgc/3avbsCmjOep/CgCr/AGXJ/wA/q/8AfJFN/sqbp9uGfdauljwMmj8TQBT/ALLlJGbpRj0HWg6XKP8Al649hVzI96Xd8vSgCj/ZUu4H7YD+GKDpc2f+PsD/AIDVzcT65pck9aAJenSoZZ50ljRbfejHBbIGPepwmGPX8aUqM9zQAz16Uo6dKXaAe4p2w4PNAEZzSdOcU/bk8UNGR2OPrQAzAwMH60EZ6dKcFGeAaAvoKAE/CkK/LwKUqQ1LtB9aAGgZpODTvbmjb0oAaAVBBGaUYNKV54pWjGQRx7UAIaQAEE8Uu0HPUUbQPu5oATAHNN4znvUm0k55o24zgUANU5HIxTgB60hH1o25NACYxxRS7eaUqc8dKAG/Sk708oTj3prrsOOT9KAG896XPanBDjJo2daAGc0YBFO2gdzRsxyM0ANoHpShTnvS4xQAw0oFKU9jRt9qAExkilIyKNtGwigBOtIfwFO2k9jSFO9ACe9FLt96MGgC7gE44NIykfSus/4QecHi9j/74NH/AAhFw/S8iA/3DQByQ+Zc9fU0DONw5Fdc3ge4wB9siAx2B5pP+EGn2j/To8+ymgDkycjgc0h5611v/CDzbhuvUP0T/wCvQfA0+OLyIf8AASaAOQ6Hv+FIMgdxxXXf8ILOpx9tT/v3/wDXpf8AhB592ftsZ9tv/wBegDkSM0gABOK6/wD4QeckAXyZ94//AK9A8D3A6X8Wc45TFAHIbeepzS7T3/UV1w8DXJ63sWf9w0n/AAg1xj/j9j/FaAOQOAB3NPU811p8DT5GLtMemOfzpD4IuP8An7jH1WgDks+2aMjHTFdcfAtznIvYce6mo38GTRsjNOsi/wASouM/jQBywIOaTJJ9K6ceDbuQ8Tqi54BTpT/+EHuz/wAvkWP900Acr6Ajmg44yK60eB5gjA3S+YxG0gfKPqKQ+B7vPN7F/wB8E5oA5P5D0pDjNdWfA10P+XuNvopo/wCEFusgi9iH/ADQByefWjtmus/4QW6/5/Y/++DQfA950+2R/wDfBoA5LIxx0oLAAcGus/4Qe6/5/IT77DQfA10eDeQ4/wBw0AcqpUKDjPtSbhwa6z/hBrsYxew/ihNIPA12eWu4v++TQByjNubJowuOnWur/wCEFu/+fyH2+U0h8DXmf+PyD/vk0AcoR6UoOVrqv+EFvccXkH4KaB4GvSoH2qHn0U8UAcnwPxpcYOa6o+BL3H/H3D/3yaB4Du+P9NhH/ATQByi4HQ0HniurPgS92/LeQ8+qmk/4Qa+x/wAfcP8A3yaAOTNKPrXVjwNdg83cR/4CaT/hB7w/8vNuP+AmgDqf7WQfxc/nR/a8aoVCs7k53M2NorkxrOmKAPtaD65pRrmmdrpM+maAOsbVYuNrt05Dc8006quBjOc85rlP7b08Hi6QfU0HW9NJ/wCPpQfegDrP7XCr3B9aRdXw2GUAHvnNco2t6ccZvIz7Zpo1rTQ3/H2o+hoA646snqaQaqu07hnjjFcp/bdhzi8TPaga1pvOLxC3cZoA6UasI1ALEilOtIFBHIrl21rTnH/H0p7YB709tXsUyjXCgr1B7UAdIdaXA759BUZ1nDYzz9K5katYCTcLqPH1pzavYE7heR5+tAHTDWsfezTZNYCsrKSeOQOn/wCuubOsaewyLuPP1pBq9l/HeR/zoA6ca6pXBHPuajXW3QEg5/3jxXLvqlnuyLyLA55NSf2lYvGAbqMn1BGDQB1MmqvIFYSEcdj0pI9YZPv7W471yiatZI53XUeO3NK2p2e4sl7GB25FAHUHWXzxwPUU06w0hxhhj3rmhqdiQCb+MMOtKdUsdpxqEZbPHvQB0g1Zy23P50p1ZlJUklgeoNcyuqWe4l72MLjg5FB1aw2nF9CWPAGaAOjOqyE5DH3oXV25JDZ7GufOq2OMNeQ56YDUz+1LE5xeRcdg1AHS/wBsPjnccegpBrILclhXOHUrEuoS8iOf9qka+skY7ryEY7bqAOpOsA8hH/Snf2yoPAYDvnmuVGp2KyZ+2xfTPSnPq1g3AvYvwYUAdWdWXHTH1NL/AGsm0Z/Ida5P+17HdkXsJxxgU/8AtezHAu4snsTQB1I1lV4CkemR1oXVskFgcA9+9csNZsjndcoGHowo/tqxwF+1JntzQB1aakFDFQTg5JI6UHVE3Z7+ua5U6xY4ObxPz60n9r2GcG7TPpmgDqm1UEgAge9NOrDdwPyrljq1iDzcRj3Jpf7XscZ+0ofoaAOpOqDGMDOajbWVU42t+Armv7XsMYN0mevWlGsWGOLhCPqKAODMsGAfMT86PMiHBZfbmtvbCORDFn/cFKREcfuouf8AYFAGH5sPQtH+YpRNAOsiVslIOvkQf9+xSFbcjBt4Mf8AXMUAYzTQk/Ky49KQyRYzvX8xW0Vt+ht4SfdBSFYCdxt4cn/YFAGN5kPTcn50nmxEYDJW15UBwfs8PHT5BQYrYgH7NAT/ALgoAxvPiVgQ6DByDQ88bM8jyIznkkkc1rhYCx/0aFQDgALkYpwjgAH7iHg5/wBWKAMiLy3VpSyrGnBZuAT6CkE0fqmK25XWYL5saOF6BlGPyqPZb78m2hPttFAGMZIs/eTmgvGCOUOfetjybZm5gh9cbaUx2uCDawD0/digDF8yIHqozQHj/vL+dbHlWpyPskH/AHxSGCzLE/ZoRnphaAMjfH/s0F4um5AfrWusNqOltFz/ALIp3lW5H/HtBn/cFAGNvizwy0m+P1GfrWyYrc8eRHj6UCG3A2/Zocf7goAx90f+zQXiHGVrYaG2PBtoRj0QCl8u1TBFvEMngbf60AYwePHG3NJvj9VrYMNqePs8I5zgIBSeRaj/AJdYj3OUBoAyC8ZBGRQTGuMbRWwbe1IH+jw/Tbik8i1AOLWEe2wGgDJDp/eX86A8ef4TWt5FqSD9mj+m0Y/KkNtbH/l2ix/uigDL8yM8ZGKaXi9vzrYNvZtJlraLGOcDGTSCC2B3fZos+uKAMgSJjA21LBPAku50WQAdOlaZgtTjNrDx/s0nkWpGDBHx04oAyndT0K49KaHjx2rYMNqOBbRY9CuaYba1PJtoc9vkoAyw8Z7rSFowf4ce9a3kWmBi2iBHotHkW+P9RGfw5oAyPMT1X86UMhGfl/OtX7PbZP7hCT1yKPs1selvH/3zQBMA3WlB3AHFKehNIB8tABkgGmkn8aXtSkcrQAxcEnNGMGj1pwoAac9DSj7pPcUjE9KTtQAc9aCGPQmgHqKcp4P0oAQggDOeaaR0p5JIwT0po5PNACbeMdDSkkjOaQAbqUgY6UANGepNGDTyAGAoPAzQA08dDRgnrmlHWnMMYxQAzbg8MfalIOOuacOn4UKMnBoAj5HQ0uCRnNOHSkx3oATB9aDnGcil60h4zQAmD1HWjBP1pe9KDzQA3Bo+YcZp3el70AM+bpmil70HtQAHNJ83OaX+ICnKBzxQAw7gKPm60/73JpMfMaAGZbrRy3Q0+kHSgBpDdM0zygeSTn/eqXFGKAP/2Q==) 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) | Sony FE 24-240mm F3.5-6.3 OSS Center
F/5.0 Brightness 49 (Almost Same) | 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) | Sony FE 24-240mm F3.5-6.3 OSS Corner (Bottom Right)
F/5.0 Brightness 55 (Almost Same) | 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) | Sony FE 24-240mm F3.5-6.3 OSS Between Center and Top Right Corner
F/5.0 Brightness 38 (Almost Same) | 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) | Sony FE 24-240mm F3.5-6.3 OSS Around Center
F/5.0 Brightness 71 (Exactly Same) |
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Black & White crops are displayed for better details study. Click here to switch back to colored crops. |
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 FE 24-240mm F3.5-6.3 OSS
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5.6
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Aperture |
5.0
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1/2
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Shutter |
1/2
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100
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ISO |
100
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(Exactly Same) 65
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Brightness |
65 (Exactly Same)
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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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70 mm.
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Focal Length |
69 mm.
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70 mm.
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Foc.Len.FF eq |
69 mm.
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46 mm.
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Foc.Len.APS-C |
46 mm.
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Standard
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Scene Mode |
Standard
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Auto
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White Balance |
Auto
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27.09 Mb.
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Filesize |
26.84 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_5954Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5947 Sony FE 24-240mm F3.5-6.3 OSS |
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100% (1:1) Crop Samples |
Sony 28-70mm. F3.5-5.6 OSS Center
F/5.6 Brightness 50 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Bottom Right)
F/5.6 Brightness 52 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Right Corner
F/5.6 Brightness 37 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Around Center
F/5.6 Brightness 71 (Almost Same) | 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) 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) | Sony FE 24-240mm F3.5-6.3 OSS Center
F/5.6 Brightness 49 (Almost Same) | 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) | Sony FE 24-240mm F3.5-6.3 OSS Corner (Bottom Right)
F/5.6 Brightness 57 (Almost Same) | 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) | Sony FE 24-240mm F3.5-6.3 OSS Between Center and Top Right Corner
F/5.6 Brightness 39 (Almost Same) | 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) | Sony FE 24-240mm F3.5-6.3 OSS Around Center
F/5.6 Brightness 76 (Almost Same) |
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Black & White crops are displayed for better details study. Click here to switch back to colored crops. |
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 FE 24-240mm F3.5-6.3 OSS
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5.6
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Aperture |
5.6
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1/2
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Shutter |
1/2
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100
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ISO |
100
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(Almost Same) 65
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Brightness |
67 (Almost Same)
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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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70 mm.
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Focal Length |
69 mm.
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70 mm.
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Foc.Len.FF eq |
69 mm.
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46 mm.
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Foc.Len.APS-C |
46 mm.
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Standard
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Scene Mode |
Standard
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Auto
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White Balance |
Auto
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27.09 Mb.
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Filesize |
27.66 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_5944Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5948 Sony FE 24-240mm F3.5-6.3 OSS |
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100% (1:1) Crop Samples |
Sony 28-70mm. F3.5-5.6 OSS Center
F/8.0 Brightness 52 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Corner (Bottom Right)
F/8.0 Brightness 57 (Almost Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Between Center and Top Right Corner
F/8.0 Brightness 40 (Exactly Same) | 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) | Sony 28-70mm. F3.5-5.6 OSS Around Center
F/8.0 Brightness 71 (Almost Same) | 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) 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) | Sony FE 24-240mm F3.5-6.3 OSS Center
F/8.0 Brightness 48 (Almost Same) | 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) | Sony FE 24-240mm F3.5-6.3 OSS Corner (Bottom Right)
F/8.0 Brightness 60 (Almost Same) | 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) | Sony FE 24-240mm F3.5-6.3 OSS Between Center and Top Right Corner
F/8.0 Brightness 40 (Exactly Same) | 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) | Sony FE 24-240mm F3.5-6.3 OSS Around Center
F/8.0 Brightness 75 (Almost Same) |
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Black & White crops are displayed for better details study. Click here to switch back to colored crops. |
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 FE 24-240mm F3.5-6.3 OSS
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8.0
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Aperture |
8.0
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4/5
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Shutter |
1/1
|
100
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ISO |
100
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(Exactly Same) 68
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Brightness |
68 (Exactly Same)
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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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70 mm.
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Focal Length |
69 mm.
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70 mm.
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Foc.Len.FF eq |
69 mm.
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46 mm.
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Foc.Len.APS-C |
46 mm.
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Standard
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Scene Mode |
Standard
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Auto
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White Balance |
Auto
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27.53 Mb.
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Filesize |
29.66 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_5945Sony 28-70mm. F3.5-5.6 OSS |
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Photo_5949 Sony FE 24-240mm F3.5-6.3 OSS |
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100% (1:1) Crop Samples |
Login or Register to display 4 crops from Sony 28-70mm. F3.5-5.6 OSS F/16.0 vs. Sony FE 24-240mm F3.5-6.3 OSS F/16.0 for locations Center, Corner (Bottom Right), Between Center and Top Right Corner, Around Center |
EXIF |
|
|
|
Sony A7R
|
Camera |
Sony A7R
|
Sony 28-70mm. F3.5-5.6 OSS
|
Lens |
Sony FE 24-240mm F3.5-6.3 OSS
|
16.0
|
Aperture |
16.0
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16/5
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Shutter |
4/1
|
100
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ISO |
100
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(Exactly Same) 68
|
Brightness |
68 (Exactly Same)
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0
|
Contrast |
0
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0
|
Saturation |
0
|
0
|
Sharpness |
0
|
70 mm.
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Focal Length |
69 mm.
|
70 mm.
|
Foc.Len.FF eq |
69 mm.
|
46 mm.
|
Foc.Len.APS-C |
46 mm.
|
Standard
|
Scene Mode |
Standard
|
Auto
|
White Balance |
Auto
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29.88 Mb.
|
Filesize |
30.09 Mb.
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7360 x 4912 [36 MP.]
|
Dimensions |
7360 x 4912 [36 MP.]
|
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