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baachitraka_.

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Posts posted by baachitraka_.

  1. <p>I picked a nice looking OM-2n which came without batteries.<br /><br />Inserted fresh batteries and the working as follows.<br /><br />Manual - Works. If I set 1s and the shutter opens for a second and so for the other speeds.<br /><br />Auto - Works. I know it needs film for proper exposure. At least change in aperture I see the movement in the meter needle.<br /><br />Flash - Red LED works but its not 1/60s. I feel it fires rather very slow may be 1/30s.<br /><br />Lever in Off position - fires at one speed no matter if I point the camera to a bright light source or block the lens with my hand.<br /><br />Without batteries - It fires at max speed. I was expecting the mirror stays locked. :-(<br /><br />Using fresh silver oxide batteries.</p>
  2. <p>I never shot with this film but samples in Flickr set showed a great amount of hightlight glow, which indeed quite good for still life and studio portraits.<br>

    I will soon order this film and plan to develop with Rodinal 1+100.<br>

    I have the following question,<br>

    How are the grain and contrast?<br>

    If not Rodinal, has anybody developed with Pyro et al.</p>

  3. <p>Gossen profisix looks excellent with the scale for SBR. In the mean-time I have an interesting read about incident meters in BTZS book in measuring the scene brightness range.<br /> Now, I would like to get this meter but there are other concerns like the age, reliability and battery it takes.<br /> How to you compare with lunasix in-terms of accuracy, the battery it takes and the serviceability in case something goes really wrong. Any help...</p>

    <p> </p>

  4. <p>I have a zuiko 24mm f/2.8 and the fungus start to grow on the front element. One advice I got was to immerse the lens in Hydrogen-peroxide for an hour, but I have no experience in dismantling the lens so I am thinking to immerse the entire lens into H2O2.<br>

    I know it sounds very stupid, but what are the effects of H2O2 on the lubricants/cements inside the lens.</p>

  5. <p>Hello,<br>

    I have this lens now for Olympus OM mount and wondering about the performance from f/5.6-f/11. Any experiences with olympus or with any other cameras.<br>

    Further I have noticed at infinity two images are not aligned, which left me wondering whether it can focus at infinity. Still have a roll in the camera for testing and the mean-time I would like to hear from you all.</p>

  6. <p>The thing which I like the most with the spot-meter is how you can dramatise the scene.<br>

    Incident meter may give good exposure but it may not be the exposure you want to have finally.<br>

    I own an OM-2sp, indeed this is a good camera which has a vertical bar on left side of the view finder to indicate the exposure and during lowlight it is not so easy to read the meter.<br>

    The problem is this camera is famous for eating batteries and together with illumination button you can imagine about the battery life.<br>

    Only thing which worries me about the old electronic meters or the meters which are not in production are its reliability. So, I will keep an eye on Sekonic(Incident/Spot).</p>

     

  7. <p>I own an Olympus OM-1n and soon put it to shoot city scapes during dawn/night.<br>

    I just pulling my head on choice of meter to buy.<br>

    Incident vs Spot metering.<br>

    If I buy just an incident meter, I may not able to measure the light falling on tall structures like Church, Town hall...<br>

    What kind of metering you guys use to shoot cityscapes?</p>

    <p> </p>

  8. <p>Here are mine after CLA.<img src="data:image/jpeg;base64,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
  9. <p>There are two options.<br>

    - Either get a new OM-2sp or<br>

    - Send her for CLA<br>

    I personally will go with second option, after that you need not worry for next 10 years.<br>

    My 2cents.</p>

     

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