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ed_kubacki

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Everything posted by ed_kubacki

  1. <p>I have a half dozen FTb/FTbn (including the my first serious camera, my 1973 FTb) and 2 EFs.<br> Both are a joy to use, but as stated previously, the EF batteries and meter are top notch. The ergonomics are a cut above, but the film advance is the smoothest I've ever used.<br> <br />The EF is definitely worth it fr anyone who wants to collect (and use) the F series Canons.</p> <p>Ed</p>
  2. <p>Here is a photo of the Action Case A.</p><div></div>
  3. <p>From the description, it sounds like the Canon Action Case A. This was a very useful design for the Canon A-1 (it could also be used with the AE-,AT-1 or AE=1P) with a Power Winder A attached.<br /> The hinged back allowed the user to change film and power winder batteries with out removing the case. It worked very well and I have acquired one a few years back to go with my A-Series bodies.<br /> Ed</p>
  4. <p>Could be something as simple as the mirror buffer foam has turn to goo and the mirror is stuck in the up position.</p> <p>If the shutter fires, that's 50% of the functions needed to work. A good CLA is in order, but that will likely be more then 3 or 4 times the value of the camera.</p> <p>Ed</p>
  5. <p>Rick,</p> <p>As always a wonderful post! Not only are your 'finds' unique, but truly informative. I am always impressed.</p> <p>Then there is your photography, once again an inspiration. You show us all how good black and white photography can be. One request, I can tell you are near a rail line, would it be possible to include some photos of locomotives and rolling stock for those of us back in the States?</p> <p>Thank you for your efforts.</p> <p>Ed</p>
  6. <p>While I cannot give you a definitive date, these go back into the 70's at least. With the release of the Canon A Series cameras (especially the AE-1 in 1976/77), one of the accessories released as part of A Series was the Data Back A.</p> <p>I sure there were others, so you search needs to go back that far .</p> <p>Ed</p>
  7. <p>The other favorite of mine beside the F-1s is the EF.<br> <br />I have had one for about37 years and has been a true classic.</p> <p>Ed</p>
  8. <p>I second Wouter's response about KEH. You get a warranty from them and their prices are very good over all.</p> <p>Might I suggest a fully mechanical camera, such as the Canon FTb or a Nikkormat. You could throw in a decent handheld meter like a Gossen Luna Pro. These are workhorses that still perform well today.</p> <p>Ed</p>
  9. <p>I believe that all the Nikon lenses will mount on any Nikon body without damage, but will not have any communication between body and lens. That's not here or there......</p> <p>The best place to answer your questions is at Bob Atkins website:<br> http://www.bobatkins.com/photography/eosfaq/manual_focus_EOS.html<br> Ed</p> <p> </p>
  10. <p>2nd what WW said.</p> <p>The 7D MkII is several quantum leaps over the 20D. I have the 2x extender and the 70-200 F2.8L IS and it's as good if not better than the 100-400 L (original) that I traded towards the 70-200. </p> <p>Ed</p>
  11. <p>I doubt, if as you say "someone with no skills" could do an acceptable job of painting a lens. The finish on a lens barrel (obviously we are not talking about painting the optics :-) ) is most likely baked on in a highly sophisticated process, that an average person would not have access the equipment involved.</p> <p>If you wanted to touch up a chip or scratch, then with the correct paint and some patience, you could most likely do it. To repaint an entire barrel to factory finish would require complete dis-assembly to allow a complete surface prep and paint.</p> <p>You might try taking it to a custom auto painter, someone who does airbrushing and see if they could do it without having to dis-assembling it.</p> <p>Ed<br> </p>
  12. <p>If it truly doesn't power on at all, then I would suspect the batteries. Don't waste time with the back up battery and don't fiddle with the firmware at this point (you may wind up with a brick).</p> <p>The LP-E4 battery packs (I have a 1D mkIII) are pretty reliable and hold a charge for a long time; but they are still batteries and can fail. One thing I have learned in over 40 years of electronic trouble shooting is always start at the power supply and verify it is good. Normally at this point I would suggest putting a volt meter on the batteries to check their unloaded state, but the LP-E4s do not have easily accessed contacts. I would run a conditioning cycle on a battery and try that one after the cycle is finished.</p> <p>Ed</p>
  13. <p>From 2 years ago, looking out my back door at an indigenous furry tailed tree rat.</p> <p><img 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
  14. <p>I agree about the FTb, cheap and durable (I have 5 or 6, including my 1st one from 42 years ago).</p> <p>If your budget allows the original F-1 is also a great camera.</p> <p>Ed</p>
  15. <p>I have 3 580EXs and use them extensively (50K exposures/year) and I have had one flash tube go bad. They have been rock solid other than that one time, that's why I have 3, I always keep a spare on a shoot.<br> One question, what do you use for power? If you use a "turbo" battery pack or Lithium AA batteries, maybe that is what is causing your failures. I use the Canon CP-E3 battery pack and it works like a charm. I have seen other sports photographers that use the Turbo packs and had issues with not only the flash, but also the camera.</p>
  16. <p>I would start with the 24-105 IS F4L.<br> Since I have gotten it last year, it has become my favorite lens. I pair it up with the 17-40 F4L and this gives me a wide to telephoto combo with 2 lenses for travel.<br> I have the 70-200 IS F2.8 as well I use it primarily for sports, if I had a full frame, I would consider it for portrait work. </p> <p>Ed</p>
  17. <p>Radhika,</p> <p>Try renting the 24-70 f2.8L first. You directly compare them to each other. LensRental.com is one place that rents them.</p> <p>Ed</p>
  18. <p>JDM,<br> The CMC won't be the same without you.<br> Ed.</p>
  19. <p>You should check out Strobist http://strobist.blogspot.com/</p> <p>They are all about inexpensive flash solutions.</p> <p>Ed</p>
  20. <p>Snow storm in North Carolina from last week.</p><div></div>
  21. <p>I sold my New F-1 several years ago (around '94 or '95). It was the first pro camera I ever bought and only the second new camera.</p> <p>I was never happy about selling it and always wanted to replace it and about 4 years back I did.</p> <p>Ed K.</p><div></div>
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