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danielheller

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Posts posted by danielheller

  1. <p>The one thing I can advise you, before you perform all the nice things mentioned so far above, is to scan all of your material as "Linear Scans". You have to pick certain parameters in Flexcolor before scanning to achieve a "Linear Scan". You can read on the internet how to do that. Than, and only than you start your spotting, cropping, color correction, exposure...etc. This is the most accurate method of achieving a scan that is closest to reality in terms of colors at the moment you took the shot.</p>
  2. <p>My gear was enhanced this year with the purchase of a Sony A7r full frame mirror-less 36 MP camera. I have a few Zeiss lenses to go with it.<br>

    My older gear includes a Hasselblad 503CW and a Hasselblad 903SWC, again paired with a few Zeiss lenses. I scan on a Hasselblad Flextight X5.<br>

    Sometime I reach for the film, other times for the digital.</p>

    <p>We don't know what you intend to do like others noted here, what subjects you are photographing, and what is your intended output (print size).</p>

    <p>I can only say the following: If you were to scan on the Flextight a 6x6 frame in color, saved in Adobe RGB 16 bit the resulting TIFF file is about 7000x7000 pixels. You would get a very very sharp print (assuming you used good lenses and all the proper photographic precautions) easily to 24"x24". If you need a larger size print sharpness becomes a bit less important IMHO, since you are viewing the image from further away!</p>

    <p>Now, if you used the Sony A7r which as mentioned above is a 36MP full frame camera, you end up with a TIFF image that is 7360x4912 pixels (206mb). I am confident that you will also get a very very sharp image of 21"x14" from a TIFF image of this size (assuming again that all the photographic precautions have been followed in the taking of the image).</p>

    <p>Nothing I wrote here is absolute, and you should conduct full research before purchasing your digital. The A7R is a pleasure to handle smaller and lighter than a Nikon, and producing awesome images.</p>

    <p>One thing is for sure, Sony, at this point in time rocks!</p>

  3. <p>The Plustek had a lot of issues from what I can recall. It was forever on "back order" at B&H, and I am not sure if the technical issues were ever resolved. In the end I personally did the unthinkable. Purchased a new Flextight X5. Never looked back and enjoying the pleasures of scanning. After following the news about the Plustek 120, and reading all the posts about it, I personally would not acquire it.</p>

    <p>But, your post states "... I just want to scan some 120...", so if it's just "some", why not use a lab to scan those few?</p>

  4. <p>Antonio, "anything short of a drum scanner won't be satisfying" I tend to differ here. A scan from a Hasselblad Flextight would be very satisfying!</p>

    <p>Paul, if you can't afford the cost of a decent scanner you can always do what was suggested here by Colin. Let the pros do it. You only need to scan your best shots don't you? This will help reduce the hundreds of slides into a much more manageable quantity and save you a lot of money and the heartache if you were to purchase a scanner, spend hundred of hours scanning and perhaps end up with less then desirable results that would not meet with your expectations.</p>

  5. The CF T* version is what you should be getting IMHO.

    And possibly newer model. You will pay a premium though.

    I am not sure dust has any impact at all on final output. In fact there probably aren't many lenses that do not have some

    dust. What you should be watching for is fungus. KEH is a good source although I bought lenses on e-bay too without a

    problem.

  6. The 3f (fff) is the native file format of the Imacon/Hasselblad scanner. It is somewhat like a RAW tif file.

    I maintain all 3f files as archives and work in .tif files.

    Diego's suggestion is a good one. Also from my experience, it is best to have the Flextight produce the 3f files as Linear

    Scans (no manipulation in software before the scan!).

    Good luck let us know what the lab said.

  7. <p>Chances are that the scratches were created during development. No, 120mm negatives are not more susceptible to more damage than 35mm. Try to develop another film to see if the issue repeats itself. You can also send the back to be tested by a Hasselblad factory technician.</p>
  8. <p>This should not happen on a scan from a Flextight X5 fully maintained serviced machine. It certainly never happened on mine. Did you show it to the lab? You pay top dollar for these scans and should get top results.<br>

    I recommend you contact Hasselblad's technical support to get confirmation of anything whatsoever that may have caused this.<br>

    The other thing you may try, on one of the negatives that you had this experience with, ask the lab to scan it again on the same machine, at the machine's full capacity 3200PPI (pixels per inch). From a 6x6 frame you should get a file of 7000x7000 pixels +/-140mb. See if you still get the square grid. My guess is yes, but it's worth a try.</p>

  9. <p>My 2c.<br>

    - Cropped to a square (my favorite for this kind of subject).<br>

    - Eliminated unimportant distracting elements.<br>

    - Took the image through: Photoshop >Perfect Effects 8>HDR>Natural<br>

    Voila, my 2 cents worth.</p>

    <p ><img 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

  10. <p >“I don't post much in the way of either work or words” <em>I think you should, that is the purpose of PN. You share some, and you take some.</em></p>

    <p > </p>

    <p >“I would like to start getting feedback on my work but I'm unsure about how to do it” <em>Here you need to be careful. The feedback you will get on PN in my experience so far will be limited. </em></p>

    <p > </p>

    <p >“I know there is a critique forum, but for some reason I get the impression that it's a happenstance thing - your image goes into a rotation, and maybe someone will see it, but maybe not. And, it seems that many of the comments I have seen on others' images in that forum are not as constructive as I would want for mine. It's nice to get a lot of "nice work" and "pretty colors" comments, don't get me wrong. Perhaps I am not understanding that forum? Or not looking in the right place? Please, point me in the right direction” You are correct. The critique forum is not much of a help” -</p>

    <p ><em>You need to understand who </em><em>is</em><em> on PN. A mixed bag of some pros, semi-pros, hobbyists, devoted hobbyists and also some people who just like to look at photos, </em><em>and simply </em><em>seek advice on technical matters etc. Some of these use</em><em>r</em><em>s do not have or do not want to show any of their work here </em><em>on PN</em><em>, but they are enjoying </em><em>very much</em><em>, </em><em>so it seems, </em><em>rating other people's work. You will need to gain your confidence in yourself and your work elsewhere. Read books, find out why you photograph? Where you want to take photography? </em><em>As to the comments users leave which you have identified as non constructive, this is somewhat correct. Maybe they wouldn't want to offend you, maybe they fear repercussions, the bottom line is, if you seek finding out the established rules of superior photography, I'm afraid you need to look elsewhere. At the core lies a formal education IMHO.</em></p>

    <p > </p>

    <p >“Please, point me in the right direction. Is there a better, more sure-fire, appropriate place for help with images?” -</p>

    <p ><em>Yes there is but not on PN. </em><em>It is your own confidence acquired with your own sweat by studying, looking at images and asking yourself why YOU think they are good and how they could be perhaps improved technically and so on....I hope this reality is not to harsh. It is only my personal opinion. </em></p>

    <p > </p>

    <p >“Is it appropriate to post a "how could this be better" thread on a single image in the beginner forum?</p>

    <p >Or the portrait or nature forums, if applicable? I don't want to do the wrong thing.”-</p>

    <p ><em>I don't think so. After you go through some formal education, </em><em>gain confidence, experience with results and establish your style of photography, you can validate on PN. Not the other way around.</em></p>

     

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