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)
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EV COMPENSATION ( , )
When the object is too dark or too bright, the camera adjusts the brightness to make the object look brighter or darker. This is called EV
compensation. The range of the exposure compensation that the user can set is from -2.0 EV to +2.0 EV at 0.5 EV steps.