light_linguist

That’s a heck of a deal. I wish I could find even just the turret in 2023 without filing for bankruptcy.

<p>I just hacked my camera and used one of these li-ion batteries from ebay.<br />I tested the original ni-cad battery and it shows 9v eventhough the label says 7.4v<br />This chinese battery takes in 12v and puts out 12/9/5v. I chose the 9v output.<br />I opened the side of the camera to reveal the wires leading up to the battery terminals.<br />I then soldered two wire directly to the leads and connected the 9v direct to that.<br />Everything works great.<img src="data:image/jpeg;base64,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" alt="" width="224" height="224" /></p>

<p>I just hacked my camera and used one of these li-ion batteries from ebay.<br> I tested the original ni-cad battery and it shows 9v eventhough the label says 7.4v<br> This chinese battery takes in 12v and puts out 12/9/5v. I chose the 9v output.<br> I opened the side of the camera to reveal the wires leading up to the battery terminals.<br> I then soldered two wire directly to the leads and connected the 9v direct to that.<br> Everything works great.<br> <img src="data:image/jpeg;base64,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" 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<p>I have a lot of modifiers for my other heads that I like and can't really use with broncolor so I want to just convert the heads to keep the modifiers. <br> I would rather do the rewiring myself. It's all part of the fun and someone has done it already as you can see from the link.</p>

<p>Also does anyone know that the name of the plug that Elinchrom and Broncolor use? In case I want to rewire some Norman and Photogenic heads to work with the Broncolor pack.</p>

<p>Hi<br> I have Elinchrom S4000 and X6000N heads. I no longer have any Elinchrom packs.<br> Recently I acquired a Broncolor Primo A pack (1600WS?) and some heads.<br> I would like to rewire the Elinchrom heads to work with the Bronocolor.<br> I've seen a picture and a short mention of this being done before so I know it's possible.<br> Here's the link to the blog post:<br> http://nudesbynoahphotography.tumblr.com/post/81749680678/i-love-the-elinchrom-s3000-i-love-ebay-my-new<br> (I've emailed the author to also get advice but haven't gotten a reply yet.)</p> <p>Does anyone have wiring diagrams, parts, advice, etc that they can provide?</p> <p>Thanks.</p>