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Which camera do you most regret giving up?


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<p>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. </p>

<p>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.</p>

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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.

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<p>easy for me.<br>

early I had some simple cameras a metal 120-8 which I hated.<br>

It vasnaiushed as well as my babby brownie special 12-8<br>

left at home<br>

they vanished whie I was in the service<br>

the rolfix dies but not missed.<br>

I sold my first slr but I had another.<br>

a mirands D. I sort of miss it.<br>

all the others I still have<br>

so really no regrets.<br>

I sort of miss the argus c 3 but it went to a good home.<br>

I missed my federal 135 enlarger but I have a better one that has a filter drawer.<br>

Maybe my fujica classic IV</p>

<h4>a very basic viewfinder camera $15</h4>

<p>someone really wanted it and willingly paid the same price.<br>

by thrn i had a slr and did not look back.</p>

 

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<p>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.</p>
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<p>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. </p>

<p>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! </p>

 

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<p>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.<br>

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 <em>some</em> cameras as functional art objects. </p>

<p>Why would one part with such things that continue to bring joy? </p><div>00dPvR-557838684.jpg.ce721b35c7c59b083b746de39c9f4df2.jpg</div>

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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.

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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.

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<p>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.</p>

<p>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.<br>

</p>

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<p>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.</p>
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<p>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?).</p>
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<p>My SL66. I loaned it to my son who lived over a contractor’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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<p><strong>Leica M4-2.</strong></p>

 

<blockquote>

<p>I love the Canon Screwmount camera you showed, and ergonomically, they are superior to Leica.</p>

</blockquote>

<p> <br>

You're damned right, there. I know because I used to have some Barnack Leicas, and now have a Canon P. :-)<br>

</p>

<blockquote>

<p>My Nikon F100 only because on occasion it would take photo on its own.</p>

</blockquote>

<p>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?</p>

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