Canon VL2 rangefinder 1958

Discussion in 'Classic Manual Cameras' started by jdm_von_weinberg, Sep 13, 2013.

  1. Canon VL2
    1958
    Kadlubek CAN0420

    This is a cheaper model of the VL with no 1/1000 speed and with the older fashioned rewind knob instead of the crank introduced on the VL.. Dechert speculates that there were a lot of leftover knob rewinds in stock.
    00bzZp-542482684.jpg
     
  2. ...in the end 3000 more Canon VL2's were made than VL's. The VL2 thus is not quite as scarce, though most examples never left Japan, and it can be considered an entirely reasonable substitute for the VL as a user's camera.
    in Canon Rangefinder Cameras 1933-68 by Peter Dechert.​

    Fewer than 8,500 made in less than 12 months of production. The lens mostly commonly sold with it was the Canon 50mm f/1.8 "Type II" black lens, but these are not common just now on eBay and I ended up getting an older Canon all chrome ("Type I") lens for now. Unfortunately, it has not yet arrived and I was impatient to shoot with the camera. So I ended up shooting with a LTM Soviet lens, the Industar-61 52mm f/2.8, that had come on my FED-5 camera. There have been persistent memes about Soviet M39 lenses not working exactly on real LTM mounts (and indeed how many LTM mounts are actually that, but that is another story). If there is any difference, the fact that I was shooting on a bright day with ISO 200 Fuji meant that depth of field seems to have taken care of any problem, if such exists.

    Specs
    VL2 shutter speeds: T ,1-30 B, 30-500 with separate slow speed dial
    Synch: F,X, FP, M with a camera top switch
    Film Loading: back opens up
    Film Advance: lever
    It has a baseplate open key that removes a stop from the tab to open the back
    Shutter Curtain material is metal
    and the viewfinder tone is "cool"

    I am beginning to believe that there is something in the natural or cultural landscape in the western Pacific that preserves old cameras in the sort of condition we regularly see from our Antipodean contributors and friends here on P.net.

    At least this camera body from Japan looks as good as new in exterior condition, and there is really no "curtain wrinkling" of the sort said to be common on these Canon metal shutter material rangefinders. I have to say that the "feel" that I commented on in the case of my earlier Nikon S2 rangefinder was also present on the Canon VL2, if not quite so silky. It works really smoothly, and the rangefinder is easy to use in the horizontal position, although the lack of a focus knob on the I-61 lens made vertical focus a little more awkward. The price with shipping from Japan was good, not spectacular in terms of the on-line pricing guide at a banned connection --- canonrfcameras.html .

    I was unable to find any contemporary notice of this or the VL model in the American photo magazines that I have. The ads, such as they are go directly from the L-1 to the P models. Canon did a large number of models in the period, and this was also the time when Canon was having trouble with its American representation and distribution, going from Scopus to Bell and Howell, eventually.

    If I were more patient,… well, any how, here are my first pictures with the Canon VL2 and the Industar-61.

    I went up to the campus on the beautiful (almost 60 degrees F cooler than yesterday) day. Here is the back of the aptly named Communication Building.
     
  3. in the hassle over the banned url, I ....
    well here's the picture
    00bzZv-542482884.jpg
     
  4. Detail at middle range

    00bzZw-542482984.jpg
     
  5. Sculpture on the campus by Gene Horvath

    00bzZy-542483084.jpg
     
  6. The Industar-61 closest focus is at 1m, but I caught a butterfly (some kind of Fritillary?) at the University Greenhouses. This shows off the rather nice bokeh of the Industar, too.

    00bza1-542483184.jpg
     
  7. More bokeh with a flower
    00bza2-542483284.jpg
     
  8. <p>That's all, Folks. I'm extremely pleased with this camera and can't wait to see what it does with the Canon 50mm f/1.8. The rangefinder crop was a little tighter with the 52mm lens than it looked to the eye, but it worked OK.<br /><br />Oh, and how could I post without this? <img 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
     
  9. Very nice and certainly sharp enough for those of us that value artistry more than bench analysis. Have fun!
     
  10. SCL

    SCL

    Nice looking camera, and that FSU lens really delivers. What film were you using, the colors look just short of Kodachrome?
     
  11. A good specimen of FSU lens can be as good as anything out there! Lovely pictures.
     
  12. That was Fuji 200, shot at the sunny-16 approximation of 1/250 at f/16 with checks with a Gossen Luna-Pro SBC.
    The Industar-61 seems to be a little "warm," too. Frankly, I didn't remember it being so sharp on the FED 4b (not 5 as I said above) it came on.
     
  13. Very nice, sharp pictures. The colour balance is excellent. Thanks for the post. sp.
     
  14. A nice example of both a classic Canon rangefinder, and Russo-Japanese detente. A fine-looking specimen, JDM, and very crisp images. I'm curious to see how the Canon lens compares. Thanks for an interesting post.
     
  15. What nice pictures. The colors are very vibrant. Bright sunlight can do a lot . That soviet lens is a fine performer. Please do post again when you get the Canon lens. The camera is something I too would be very pleased to have . I was curious to see the "metal" shutter on a Leica type RF. I guess I can look it up. IT is often amazing the difference in exterior condition of cameras. Most of mine are true beaters and nothing I seem to get is or stays nice!! This VL you said was the deluxe version as compared to the non plus ultra. I apprecaited Decherts comment very much!
     
  16. What a neat looking, and working, classic. I love the look/feel of the Canon RF's. It will undoubtedly look and work better with your proper Canon LTM 50mm f/1.8 in place. They are such beautifully made lenses.
    00bzfp-542494784.jpg
     
  17. JDM,
    I really like your use of color for your displayed images. I think too often we think that B&W is the only option for our classic cameras.
    I looked through my magazines, catalogs, and directories. I couldn't find anything that showed the VL version was imported to the US. I guess the ones found here were generally brought back by returning GIs.
    Your post did get me to look at my copy of Dechert's book. I tend to look at the Canon RF cameras as being old-style or new-style. I guess if I would want to collect beyond my Canon 7 I should understand the variations.
     
  18. Thanks for that post, I also like the Canon RF's and had a VIT a few years ago, the one with the base trigger wind.
    Unfortunately the camera and I had a bit of a tumble, I survived...albeit with a broken nose and big toe, but the camera was DOA.
    I have an early version of the Canon 50mm 1.8 and I reckon that a good version of that Industar may be a better lens, yours certainly looks great.
    The later versions like the the one that Louis has shown seen to be a better bet. Recently acquired a 50mm 1.4 but haven't done much with it yet. This lens is often touted as the Japanese Summilux, but that is a tough call!
     
  19. Later:
    I got the 50mm Canon lens the next day:
    http://www.photo.net/classic-cameras-forum/00bzt3
    then a comparison to various Soviet lenses and the Canon original:
    http://www.photo.net/classic-cameras-forum/00c0si
    and then with a Canon 35mm f/2.8 lens:
    http://www.photo.net/classic-cameras-forum/00c21t
    and then with a Canon Auto-Up close up attachment:
    http://www.photo.net/classic-cameras-forum/00c3wF
    and that should be enough for now. Did I mention that I have come to like this camera a lot? -- all except the knob rewind, that is.
     

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