sven_jolly Posted December 18, 2015 Share Posted December 18, 2015 <p>Hello,<br /> <br />Can someone who's familiar with the Contax G series TLA-200 please explain how the flash works as well as the settings on the top of the flash ? I can't seem to find an english manual anywhere. <br /> <br />It's my understanding that in full auto mode (aperture priority, (g1/g2) that the flash with TTL shoots like a point and shoot, and compensates based on ambient light and Aperture to properly expose the scene. <br /> What do the Guide Numbers do on the flash? They seem to correspond with the focal distances of the available lenses for the G series?</p> <p>Thanks, <br /> Warren</p> Link to comment Share on other sites More sharing options...
steven_clark Posted December 19, 2015 Share Posted December 19, 2015 <p>Going by MIR, it looks like this flash is a relatively weak TTL flash controlled by the camera that incorporates a built-in zoom system. This would effectively boost the guide number with longer lenses, hence the chart of distances it will work for the different focal lengths on the top. Just set it to the lens you have attached at the time with the slider.</p> Link to comment Share on other sites More sharing options...
sven_jolly Posted December 19, 2015 Author Share Posted December 19, 2015 <p>I see! Thanks for the reply. Also, I'm also curious how exposure compensation would work with the flash... </p> Link to comment Share on other sites More sharing options...
jeff_drew4 Posted December 27, 2015 Share Posted December 27, 2015 <p>Sven, the G2 manual has several pages of instructions for TLA flashes - pp146. As I recall, I attached the TLA 200; set the TTL switch on the flash; and set aperture on the lens and blasted away. The lens/flash/body are fully TTL automatic. I have no experience with the TLA flashes on a G1; only G2. Attached is the G2 manual. You can use TLA flashes manually, but I love the fully auto option with fast autofocus and film cycling for crowd work.<br> <img 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" 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