danielheller
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Posts posted by danielheller
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<p>LTI in New York is a Pro Lab where I develop my film. Perhaps you can mail it there.</p>
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<p>$8.50 for a 12 exposure medium format 120 film.<br>
$8.00 for development (Pro lab)<br>
I do not use mail and scan myself.<br>
$16.50/12=$1.37/frame</p>
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<p>Lea, why do you want to take someone else's photo and do editing on it in the first place?<br>
Isn't there something you want to express that initiated from within YOU?<br>
Curious to find out.</p>
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<p>Anthony, the OP asked for a camera weighing about 1Kg. (lens included). I am not sure such a thing even exists, but the Pentax 6x7 with AE prism, lens, 220 back, is a lot heavier. Pentax 67II may be a bit lighter.</p>
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<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>
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<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>
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<p>I am surprised no one recommended yet a Rollei. The best light meter I have worked with is the Gossen Luna Pro SBC. Of course for portraits you may be better of with a spotmeter.</p>
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Hasselblad 500cm paired with a Zeiss lens.
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<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>
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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.
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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.
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<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>
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<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>
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<p>Scott,<br>
I own and scan on a Flextight X5 myself.<br>
Bela is right, you need to provide a larger detail, otherwise I can't see any "weird patterns" in your image. Also provide your workflow.</p>
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Andrew, you have certainly purchased the best.
Nowadays I have a few rigs which I use intermittently:
Hasselblad 503CW 80mmCF, 150mmCF, 250CF
Hasselblad 903SWC
Sony Alpha 7r
I resisted for a long time digital but must confess that for some jobs it is so much easier.
So I use now both technologies, I do understand your dilemmas and wish you good luck, and please post your work.
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<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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<p>Hopefully your risk will pay off. It isn't only having the machine up and running, it is also what happens when the hardware fails. Do you have anyone to fix it? Good luck.</p>
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The two are fundamentally different.
If you want ease of use for street photography it is the Rollei.
If you want the better one for Landscape it is the Blad IMHO.
No technical considerations are part of this response. Only intended use as defined by the OP.
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Steve Johnston
I scan medium format film for my own images and for others at my home on my Imacon Hasselblad Flextight X5 machine.
A 6x6 frame results in 7000x7000 pixels!
You can glimpse my page to see some of the capabilities this machine offers.
If you need more info drop me a line.
Best.
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<p>Question 1: A good lab is LTI in NYC.<br>
Question 2: If interested in scans on the Imacon Flextight X5 drop me a line.</p>
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<p>Ellis +3.</p>
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<p>I would tend to think that getting into the school that has the best and most recognized program overrides all other decisions about picking one of the two places mentioned.</p>
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<p>The most important thing is to share your good work -</p>
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<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>
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<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>
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<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>
I wanna learn how to correct the scanned film.
in The Wet Darkroom: Film, Paper & Chemistry
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