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JDMvW

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Everything posted by JDMvW

  1. <p>Here, yet again, are a slew of fairly recent discussions of scanners and alternatives:<br> Start by reading the following, not in any order.<br /> http://www.photo.net/nikon-camera-forum/00cXvO<br /> http://www.photo.net/digital-darkroom-forum/00cXPr<br /> http://www.photo.net/nikon-camera-forum/00cX0L<br /> http://www.photo.net/film-and-processing-forum/00cWV7<br /> http://www.photo.net/nikon-camera-forum/00cVfM<br /><br /> http://www.photo.net/digital-darkroom-forum/00b9l6<br /> http://www.photo.net/casual-conversations-forum/00arR1<br /><br /> <br /><br />Items that will never be settled include how many slides you need to scan before a scanner becomes preferable to a macro copying setup, for just one example.<br /><br /> <br /><br />Short answer - Canoscan 9000F and its kin from other makers at around $200 do an OK job of scanning, expecially for web use.<br />For high quality scanning, you need really much better equipment, and not much of that is being made nowadays.</p>
  2. <p>Here's a highly compressed article covering pretty much what you ask about from <em>Modern Photography</em>. It's from 1967, but nothing but the AF and AE stuff has changed much since then.<br> It compares close-up lenses (diopters), reversal, mirror lockup, macro lenses, bellows, ....</p>
  3. <p>A few years ago, I was finding it hard to "focus" on my photography, and I was struck by the kinds of light used in Hopper's paintings, so I did a project of trying to find photographic counterparts.</p> <p>My long-term projects remain -- documenting American Civil War sites and the busman's holiday of photographing archaeological sites.</p> <p>For the latter, some views are iconic to the extent that they wouldn't let you leave the park if you hadn't taken them.</p><div></div>
  4. <p>I'd personally find the 24-85mm just a tad short on the long end, but not by much, and it certainly would be better (and easier) to use than a super zoom.</p> <p>I go to Chicago fairly often, and was amazed to look at the focal lengths I shot on my last trip - over half the images were made at the 24-28mm end of a 24-105mm lens.<br /> BTW, in many respects Chicago is the world-champion open-air architectural museum. The tours given by the Chicago Architecture Foundation are a must, especially don't miss the river tour ( http://www.architecture.org/tours )</p>
  5. <p>Peter has a point, but I will add that Ektar 100 has a definite tendency to accentuate blues that are naturally in the image. I love the film, but skylit shadows can become fairly 'electric' under the right circumstances.</p> <p>Were the "all others" also Ektar film with different processing, or some other make in the same brew?</p> <p>I've found tinkering with color balance in digital post processing to be fairly effective. I don't have any idea how to correct it in print making.</p>
  6. <p>I confess that my shooting with medium format has been much influenced by the distance I have to walk carrying them.<br> However, it occurs to me that the <a href="http://www.blackrapid.com/products/cargo">Black Rapid</a> style straps used for heavy lens/camera combinations would probably work at least as well for one of the large medium format SLRs. There are really cheap knock-offs of the strap, but I decided to go for the original.</p> <p>I use one all the time with a heavy 100-400mm lens and heavy camera and it practically makes the sense of weight and mass fade away, somehow.</p>
  7. <p>If film in the refrigerator counts, I still have 6 rolls of Ektachrome Infrared (slide) film.<br /> The expiration date is only 1972, so I would guess it is just "dandy", if- that is - you can arrange for E-4 processing. I'm intending to do B&W processing on it if I ever get to it.<br /> <img 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" alt="" /></p>
  8. <p>Me like XP-2, too.<br /> Here's a crop from an XP-2 shot with a Nikon 2020 at 100% crop. The inset is the original.</p> <p>There's texture, but pretty incredible to me. We're a long way from Verichrome Pan, aren't we?</p> <p>Scanned on Canoscan 4000 (now deceased) at 4000 ppi.</p><div></div>
  9. <p>I've been waiting, but given no positive responses, I'll say that I don't shoot slides anymore because</p> <ul> <li>I can no longer get local processing for E-6, and Kodachrome is gone (sob)</li> <li>Color negative films have incredible latitude in exposure and color balance</li> <li>On the whole, scanning into digital form seems to work better with C/N films</li> </ul>
  10. JDMvW

    Hoods

    <p>or to sum up,<br> by reducing <a href="http://en.wikipedia.org/wiki/Lens_flare">lens flare</a>.</p>
  11. <p>I miss my dog and my cat. :(</p> <p>I am compensating for it by taking more pictures. ;)<br> I'm just back from the Civil War and this weekend is the French and Indian War.</p> <p>I found that you aren't free until the kid leaves home and the (geriatric) pets die. </p>
  12. <p>Hmm, I never see such a thing. Of course, I've got pretty much every "sharing/links" things disabled in so far as possible here on P.net and also in my browser (being somewhat paranoid).</p> <p>Of course, if you paste in some text that is hyperlinked, it will still be so in the result, as in <a href="/photodb/user?user_id=2344388">Matt Laur</a> <a href="/member-status-icons"><img title="Hero" src="/v3graphics/member-status-icons/hero.gif" alt="" /><img title="Subscriber" src="/v3graphics/member-status-icons/sub8.gif" alt="" /><img title="Frequent poster" src="/v3graphics/member-status-icons/1roll.gif" alt="" /></a></p>
  13. <p>Here on your workspace page:</p> <div></div>
  14. <p>A FAQ</p> <p>Start by reading the following, not in any order.<br /> http://www.photo.net/nikon-camera-forum/00cXvO<br /> http://www.photo.net/digital-darkroom-forum/00cXPr <br /> http://www.photo.net/nikon-camera-forum/00cX0L <br /> http://www.photo.net/film-and-processing-forum/00cWV7 <br /> http://www.photo.net/nikon-camera-forum/00cVfM <br /><br /> http://www.photo.net/digital-darkroom-forum/00b9l6 <br /> http://www.photo.net/casual-conversations-forum/00arR1</p> <p>Items that will never be settled include how many slides you need to scan before a scanner becomes preferable to a macro copying setup, for just one example.</p> <p>Short answer - Canoscan 9000F and its kin from other makers at around $200 do an OK job of scanning, expecially for web use.<br /> For high quality scanning, you need really much better equipment, and not much of that is being made nowadays.</p>
  15. <p>Why here in Classic Manual, aside from the fact that people are nicer here, I mean?</p> <p>Well at least one of the cameras "predicted" seems to be film, though both might be "Modern Film Cameras", to be sure. However the conception of the cameras goes back to 1968. Close enough for government work, I think.</p> <p>Stanley Kubrick started out as a very successful still photographer ( see the wiki article, mostly about his films at http://en.wikipedia.org/wiki/Stanley_Kubrick ).</p><div></div>
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