Вышло видео где чел на Z9 сравнил все эти последние зум объективы
Z 28-75 2.8 |
Z 24-70 2.8S |
Z 24-70/4S |
Z 24-120/4S |
24-70 mm f/2,8 E ED VR
В целом очень похвалил
Z 24-70 2.8S и
Z 24-120/4S так же весьма неплохо себя проявил как мне показалось
Z 24-70/4S думал он больше там мылит и т.д. а нет!
[img=https://www.youtube.com/watch?v=TRDxXDYjrPo]data:image/jpeg;base64,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[/img]
https://www.youtube.com/watch?v=TRDxXDYjrPo