Which camera do you most regret giving up?

Discussion in 'Casual Photo Conversations' started by rapyke, Jul 29, 2015.

  1. I posted a photo to flickr the other day that I took on my first digital camera - an Olympus E-410 complete with the 14 - 42 mm kit lens. It is a beautiful image of its sort, IMHO.
    What makes me miss that camera most though, is how much fun the thing was. It cost practically nothing, it was light weight and easy to use (if you ignored the tunnel-like viewfinder) and I still had all my film gear to use for jobs and 'important' outings.
    As I look back now at the images that little 4/3 sensor made I shake my head in wonder; it was the best B&W camera I have owned in the digital age.
    Like several old lenses I have used, it was 'alive' and I miss it.
    What about you?
     
  2. My first SLR, the Olympus OM-1 MD, purchased in 1976, was my main camera until 1997, sometimes used alongside a Nikon F2. Mostly shot Kodachrome with it, later Fuji negative film. Only used primes, and particularly enjoyed the Zuiko 50mm f/1.4 and 135mm f/2.8 and a Spiratone 400mm f/6.3. When many scientific measurements were still being performed with electronic instruments rather than computers, I sometimes used it to document analyses by photographing an oscilloscope screen. I traveled with it extensively, from California to Alaska and New York, to my native Argentina, to Europe and Asia. Loved the controls of the OM-1: shutter speed, aperture and focus on one hand, shutter and film advance on the other, no data in the viewfinder other than the exposure needle. Olympus made a feeble entry into autofocus and eventually stopped supporting the OM system. I began to use Nikon AF. In 2007, and traded the OM-1, together with my Zuiko lenses, for a slide scanner. The camera not only functioned well, it was a lovely piece of industrial art, and I miss owning it, although I almost never shoot film nowadays.
     
  3. If I could have one of my old cameras back, without question it would be my Asahi Pentax Spotmatic 2. cb :)
     
  4. I know where you are comming from Ron.
    But being a packrat, I still have mine and can take it out and play with it along with the rest of them. ;-)
    It is an Exakta IIa.
     
  5. I'm with Willis. Give up a treasured camera? Shutter the thought. Now fix up...that I understand.
    00dPlm-557814684.jpg
     
  6. I've given up so many cameras that I regret, my list would fill two screens. To name just a few.
    M3, Norita, Kiev88, Fuji 645 folder, and on and on and on. I guess I'd rather focus on what will be the next into the coffers. They usually say this about women, but if you've had one, you want them ALL!
     
  7. I walked into the local camera store with a Nikon F100, Nikon's finest AF film camera, handing it over, with some cash and walking out with a plastic D80. A year later I had the same experience involving a Leica M6 and a Nikon D300.
     
  8. My Leica M6-TTL and Leica R6.2. Still have the Leicaflex SL and my older cameras as they were not worth much.
     
  9. I don't recall any that I particularly miss, but I do have Contax RTS-II and Zeiss 35mm f2.8 lens I *might* have to sell, along with a Fuji GA645Zi. They are both remarkable cameras but I did just incur a $200 repair to my Nikon F6 and another $300 purchase isn't paid for yet either...
    My regrets aren't directly "giving up" a camera. I regret not locking my duffle bag and having my Nikon N2000 stolen while I was in the Navy, before I'd even shot a single roll, right before a deployment to the Mediterranean Sea. I regret never knowing what camera my dad used, as he died when I was 5 and it was probably given away to pay real or imagined debts, along with all of his useful guns. My mom was best by vultures and lost everything of any real value.
     
  10. I have an old Mamiya Press 23 (6x9 cm format). I can't use it because it has a light leak which I can't trace and it really grieves me that I am unable to use this camera.
     
  11. Rolleiflex 2.8E. It was built like a tank~!
     
  12. None really - mostly they were replaced by something better. There's some regret in some sense about a few of them - Leica M5 and Leica M6, for example, because the rangefinder-style shooting didn't work out for me (and I got them when I was no longer shooting film and when it became harder and harder to actually get some film developed at reasonable cost; not to mention getting decent scans). Rolleiflex SL66 and SL66E - for the same film-related reasons. Leica R4, R-E, and R5, coveted when I was younger, but when I finally got them, too much time had passed and technology had moved on. Biggest regret was not having used my Nikon F3 as much as I should have - it should show off battle scars from decades of use rather than sitting almost pristine on my shelf now.
     
  13. My first Hasselblad 500C (replaced it with a Pentax 67 II

    The Pentax 67 II (no one wanted to pay for film and processing anymore)

    A Leica M4-P I briefly owned (it was just too limited for the work I was doing then)

    A Canham DLC 4x5 view camera for field work (no one wanted to pay for film and processing anymore)

    A 4x5 Sinar C view camera for studio work (see the above comments about film and processing)

    A V-Pan 6x17cm panoramic camera (f&p , again)

    A Fuji G617 (I thought the V-Pan was more versatile because it took a wide range of lenses and shift, tilt, swing, rise and
    fall on the front standard) . It was but the G617 was faster to use)

    My first and only Nikon F (emotional attachment mostly; my F2 is a better camera. The F was stolen by a crackhead, the son of another photographer, who burgled my studio).
     
  14. I don't know. . . . I have to many first, and like them all. Zorkij-C, Werra, Practica, Nikon S2, Nikon F, all the way to F5, except the F4, I never own. Mybe the FA, because I used so much all around the world and newer failed on me. Still working.
     
  15. Many of those much missed cameras can be found used for less than the cost of a smartphone or SLR lens. If they are missed so much the solution is probably a visit to eBay!
    An Olympus E-410 is under $200, a Spotmatic is under $100 and an OM1 MD is around $150 and a Kiev88 can be found for $200. No need to miss them, just buy another one!
     
  16. Canon F1N equipped with the AE Finder FN and Motor Drive FN
     
  17. Rolleiflex 2.8C. Still kicking myself for selling
    that lovely Art Deco box and accessories.
     
  18. Bill - Canon F1n Body w/ AE Prism Finder, AE Power Winder FN & 1,8/50mm S.C. Lens. Ex. yours for under $250 on eBay...
    I'n afraid Lex would have to spend a bit more.
    I really can't think of anything I've sold that I'd buy again or that I'd actually use if I did buy. I don't have any masochistic desire to use film again and none of my previous digital cameras as as good or desirable as the ones I have now. I have enough old film cameras gathering dust that the last thing I need is another one!
     
  19. Olympus OM-3. I sold it for a good price, but still... I have bought back an OM-1 and an OM-2n.
     
  20. I still own many cameras that I love and I have sold away many that I equally love (some F5, F4, FM, FE2, Leica,...) and of course many more that I dont like (like AE-1, Canon QL, Pellix, GSN,Minolta 570, 370, ...). But I dont regrett at all. In fact, I feel happy that I brought some happiness to some folks. I am glad to put some of my cameras to work. The only thing that I feel bad now is that many of my cameras are not being used much now.
     
  21. I rarely part with any cameras, but I traded in a Leica M2 and IIIf for a used Nikon D700, my first and only full frame digital
    camera. the very next day I couldn't stand it, so I bought back the two Leicas at the same price and kept the D700. I think
    the used D700 was the most expensive camera I ever bought. At my age, it will last me the rest of my life. My primary
    concern is how to dispose of a huge number of wonderful classical film cameras. My children have no interest in them.
    My wife threatens that upon my demise she have a huge garage sale with every camera going for $5, including my Like
    New Leica M6.
     
  22. it

    it

  23. david_henderson

    david_henderson www.photography001.com

    Unlike most everyone else it seems, I don't get attached to cameras, sell them when I know I'm done, and don't miss them at all. I feel differently about photographs, and in some respects about locations. I also miss processes a bit- so when I stopped using MF , the thing I missed wasn't the cameras , but the process of spot-metering round my frame and calculating the exposure I wanted. I certainly miss trips to a pro-lab in London. Photography is a lot more solitary these days.
     
  24. straw man , Jul 31, 2015; 04:46 a.m.
    My wife threatens that upon my demise she have a huge garage sale with every camera going for $5, including my Like New Leica M6.​
    How's your health? What city do you live in? And more importantly, where are these garage sales listed? :)
     
  25. I've kept most of them in the last decades, but some time ago I got rid of some, and it's about a draw between a working Sept and a black bodied Leica II with a clean Elmar lens. I got some money for both, but I think I should have kept them. On the other hand, I have far too many old cameras now, so maybe it's all right. I only regret it when I think about it. I hardly actually suffer any lack of cameras, and many of the ones I sold 20+ years ago were worth more then than they are now.
     
  26. Too soon too painful for me to talk about it yet...
     
  27. My first serious camera was a Canon T90. Used it for seven or eight years, studied photography with it at university, traveled with it, took some of my best pictures with it. Wonderful camera. Knew it inside and out. Finally sold it for an autofocus SLR, but the new camera was definitely a step down and was nowhere near as agile as the T90.
    Fifteen or so years later I discovered cameras on ebay, and now have several lovely, fully functioning T90s that are my go-to cameras for just about everything except wet weather photography. I haven't used my 5D seriously for several years. My camera bag these days almost always has a T90 and EOS M in it.
     
  28. The camera I feel nostalgic about is my Pentax K1000 with its 50/2. Although the capabilities are insignificant compared
    with any of my current SLRs or DSLRs, it was a wonderful piece of kit that gave me years of faithful service.
     
  29. easy for me.
    early I had some simple cameras a metal 120-8 which I hated.
    It vasnaiushed as well as my babby brownie special 12-8
    left at home
    they vanished whie I was in the service
    the rolfix dies but not missed.
    I sold my first slr but I had another.
    a mirands D. I sort of miss it.
    all the others I still have
    so really no regrets.
    I sort of miss the argus c 3 but it went to a good home.
    I missed my federal 135 enlarger but I have a better one that has a filter drawer.
    Maybe my fujica classic IV
    a very basic viewfinder camera $15

    someone really wanted it and willingly paid the same price.
    by thrn i had a slr and did not look back.
     
  30. I have two Leicas, an M2 and an M3 which are lost to me. Film costs too much and produces too little in return, not to mention the time it takes to locate materials and processing. They're not gone, but in limbo. I can't bear to part with them permanently - too many memories and a mile or two of film.
     
  31. Several years ago I thought about the cameras I had sold or traded in on newer ones over the years, and how it would be nice to have them again. I found a Canon AE-1 on a local online site and brought it for very little. This more or less went on and on, as I found other cameras that I once owned. I actually thought about taking some photos with a few, but remembering the hassle and current state of film developing, I gave up on that idea.
    I've managed to acquire the AE-1 (black), AE-1 Program, A-1, FTb(black), T90, A2E, Elan IIe, as well as several that I did not own in the past because they were either so cheap or came with others that I bought. For the A series models, I found Power Winders A and A2, and Motor Drive MA for the A-1. Other goodies include a data back for the A series, and a Canon Right Angle Finder A. Also a decent assortment of Canon FD lenses. All in my collection, gathering dust on the shelves!
     
  32. I guess it comes down if you own a camera as an image making tool or as an object unto itself. Like many of you I have bought, used and sold a ton of camera gear. Never missed a bit of it. But there are some cameras, themselves, that serve as beautifully designed objects, or represent a level of craft that exceeds the norm or simply serve as a memento to a sentimental slosh like me. I don't shoot with my FTbn but it reminds me of my photo beginnings, the trips and struggle and good times. It a souvenir of my life. It's monetary value is meaningless. It's personal value is priceless. It's a unique object to me and, no, some eBay substitute would do.
    Similarly, some cameras I own are just plain beautiful objects (to me). Their picture taking ability is no longer as important as their design aesthetic. You can call me the "C" word (collector) if you like but a lifetime spent as a photographer has given me a deep appreciation for some cameras as functional art objects.
    Why would one part with such things that continue to bring joy?
    00dPvR-557838684.jpg
     
  33. Patrick S, I live in the Pacific NW, I will be 79 in August, I have rheumatoid arthritis, and my medical school charges
    average $50K/year. Luckily, my Uncle Sam picks up the tab. As far as garage sales are advertised, usually people just
    hang a sign on a telephone pole. In my case, I gave my wife of two camera salesmen of my vintage, who are eBay
    savvy, and I am sure that they would handle sales for a reasonable fee or percentage. We are talking like 200 cameras.
     
  34. Louis M, your photography speaks for itself, and your photos using a Sony nex 7 with Canon FD lenses convinced me
    that I needed the same camera. I have adapters for Leica lenses, M and screw mount, Pentax lenses, Minolta, Nikon and
    Canon FD. Works great. I love the Canon Screwmount camera you showed, and ergonomically, they are superior to
    Leica. I have a few. The Canon P is a favorite.
     
  35. mamiya 7 6x7 film camera. Great backpacking rangefinder. But it is a relative term. I don't regret it very much.It has all been better and better cameras.
     
  36. My Nikon F100 only because on occasion it would take photo on its own. Seriously. Whether it was due to static electricity, some weird electronic fault, possessed by some spiritual entity who knows.
    But leave it on a desk/table/in its case and click it would take a photo freaky or what. Perhaps it was trying to tell me something...and no, it could not take better photos than me if someone is asking.
     
  37. I was in the Kitchen doing some chores and it was sitting on the coffee table and then click, click, click it freaked me out. Another time I was out with a fellow Photographer, the F100 hanging on its neck strap, and then it started taking photos. The other Photographer asked me how on earth could my camera take photos without me touching it...did I have some sort of special electronic device.
     
  38. Like Louis, I buy and sell photo equipment as it comes into and out of usefulness, but admire, and want to keep around, a few cameras for their beauty. My first quality camera, following an Argus C3 (which I still own), was a Canon IV SII, which I used for a number of years before trading it in on a Canon F1. However, I don't really miss the Canon because one of my main memories of the camera was that the lens was a bit dented and wobbly. And, I still remember exactly what the dent looked like. Two cameras that I kind of wish that I had kept for their aesthetic value were a Rolleiflex and an early Linhof Technika, both of which had mechanisms that were both functional and beautifully machined. But, keeping stuff for sentimental reasons has become a major storage problem, now that I am retired and would like to downsize to a smaller house (anyone reading this need a free well-equipped Omega B8 enlarger?).
     
  39. My Zeiss Contaflex with 3.5 Tessar. Never produced a bad picture.
     
  40. Mamiya 6MF...and all 3 lenses.
     
  41. <p>My SL66. I loaned it to my son who lived over a contractor&rsquo;s shop on Fire Island. Due to some improper storage some tanks exploded and the entire building was consumed along with my camera and a highly customized Zero case. I had made some improvements on the camera including the reducing the mirror spring tension to reduce the slap and replacing a badly designed film drive gear and some levers to clear the gear. I had also designed and fabricated some closeup and copy rigs with knobs to match those on the camera. It took me a while to get over it but my transition to digital eased <img 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
     
  42. Leica M4-2.
    I love the Canon Screwmount camera you showed, and ergonomically, they are superior to Leica.​

    You're damned right, there. I know because I used to have some Barnack Leicas, and now have a Canon P. :)
    My Nikon F100 only because on occasion it would take photo on its own.​
    I used to have one (and no, I don't miss it - Nikon's best cameras are behind them: the RF models and the F/2/3/4). But I have an idea: maybe IR signals triggered it? I'm not sure, but is it possible to fire the shutter on that camera with a wireless trigger?
     

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