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symple

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Posts posted by symple

  1. <p>I have had and used both bodies at the same time, and have printed 24" tall by up to eight feet wide with both from the same lenses. I just use the 40D bodies now, there is not that much of a difference to justify the cost of a body relative to the difference lenses have made for me. Also, I use genuine fractals/perfect-resize and stitch for landscapes when I know I am going to print huge. Wait on your body upgrade, try some other lenses, and look at the 5D II when the price comes down more; it is a great body, but isn't going to be that quantum leap in imaging quality over the 40D you might be looking for.</p>
  2. <p>I think that these introductions tell the consumer "Be prepared to pay for what you ask", and tells the trades-person "Canon delivers the tools you ask for". The blurring occurs at the nexus of these two points where fetishists like those who occupy these forums believe that corporations like Canon have some moral or social obligation to deliver particular technologies faster than a drip-feed to satiate our 'illness'. How many consumers are going to sign-up for a new credit card so they can buy one of these cameras, and how many tradespeople who are barely making their margins in the current economy are going to add another new tool to their chest, is what Canon must be asking. Innovators like Conorus with their ef/nex adapter start becoming the big winners as we become deviant and mix brands and technologies, like the EF mount has allowed for twenty-five years already. I have been using slrs my whole life, my parents used them and then me, and four decades later I don't really see brand loyalty or real innovation being the determinants of what I will consume, I am more interested in affordability and versatility now and I look forward to small groups making the software and hardware that the large corporations aren't willing to. Canon's future plans are keep selling across markets and ride out the tough times, if DSLrs take a dive to mirrorless or SLT, then maybe this cycle their business machines will sustain revenues and they come back to the fetishists in another cycle when they are more willing to spend and/or their credit is better. </p>
  3. <p>Just teasing you Scott, yours are good examples for Tom.<br>

    Tom, we often put the 24 on a crop body for side to side stitches, and a second body would be less expensive (and lighter) than both lenses. <br>

    Really don't have any great shots myself yet, but these our from our backyard with the colour being side to side with 5D II and 24, and the B&W being 40D and 24 side to side with some crops in the second part:<br>

    <img src="data:image/png;base64,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

  4. <p>Vertical grip is comfortable along with dedicated buttons for that aspect, and for the first while you command a little more awe value with the larger camera; if you have the grip for the 7 then you are going to be in the same spot. I liked the II myself, and did quick portraits with it alongside the XTi a few years back with dual and single strobe through umbrellas. I liked the 50mm on the II and the 85mm on XTi as a combo together shooting 6.3 with the former and about 3.5 with the latter for controlling depth of field with strobes. For natural light I used the 35mm on each sensor/body, and you will be miles ahead with the viewfinder on the 7 compared to the T2i. I just added two XTi 85mm indoor pictures from 2007 from quick event portraits by toilets (don't setup near bathrooms!), then another one already here with IIn and 50mm from 2009 with outdoor strobe (first picture), I think at apertures mentioned so you can see a difference at least, maybe (some close-ups of the one image here somewhere).<br>

    Have fun, show us some results when you are done.<br>

    http://d6d2h4gfvy8t8.cloudfront.net/14302832-lg.jpg<br>

    http://d6d2h4gfvy8t8.cloudfront.net/15236692-lg.jpg<br>

    http://d6d2h4gfvy8t8.cloudfront.net/15236694-lg.jpg</p>

     

  5. <p><img 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
  6. <p>Yes, it is basically a toggle now Kristen, though you can make the adjustment and save it for you specific body to reduce the reds. Why it isn't the same I do not know, and I personally preferred the 4.x ACR myself since the differences are more 'transparent' than the new system. I make the Lightroom 3 adjustments in CS5 ACR interface using the profile "save new camera default" and not worry about it. If someone has already saved defaults at your workstation for the camera model, reset to RAW default might work too.</p>
  7. <p>Don,<br /> Might have topics confused, but they are related to Kristen's post at least in others' responses. I think Kristen just has two separate settings on ACR as a legacy under default, and when I used the 5D II and 1Ds III together they indeed had a different calibration in ACR, however I feel that the X-Rite route is a very specialized and intensive route for what appears to be a simple adjustment within ACR itself; namely bring the defaults to 5.x and beyond at standard - and have some point of reference before investing the time in calibration on the viewing/output end. <br /> I am sure it will buried in some other post, but I started with X-Rite in 2007 and it is a great product, but going there for Kristen at this point might be like jumping from shooting jpeg to RAW. If you really need to have your output matched, surely there is a qualified professional for hire that would cost less than the hardware/software much less the time to learn; we have people who do this here for about $80/hr which I consider a bargain considering how much time I have put in to X-Rite, but I am slow. I would once again like to thank E.J. for his solutions too, though by his own acknowledgement ACR 5.x on eliminated much of the need for unique profiles for the camera side. These forums are full of opinions, and I am happy to pay each year for my use of the photo.net site and not post often, I just thought Kristen's dilemma is a little more simple than what this has become.<br /> All the best.</p>
  8. <p>I have used EJ Peiker's camera profiles for my ACR settings in the past, at least from the pre-ACR 5.x, and while I have the full X-Rite suite and have calibrated everything myself, it is an art unto itself and fairly far removed from the satisfaction of a workable profile that is "close enough".<br>

    Try a search using "Peiker" "ACR" "Profile" and you will find some really good threads on the web. E.J. is a great resource, and I was pleased with the results when I bought his profiles so that all my RAW files ended up matching when converted, regardless of whether it was my 1Ds II or my XTi, but once ACR 5.x came around, things changed and the process became much easier.<br>

    I don't recommend investing in the X-rite, hire someone locally who has the tools and let them calibrate your monitor/printer because I have had a heck of a time trying myself and believe it to be a real skill, but I AM challenged!<br>

    Best of luck, and have fun.</p>

  9. <p>My own theory, lame as it might be, is that static electricity is generated with faster frame rates combined with the climate of where you are shooting. I have the worst dust problems in the winter when it is dry, and less so in the summer when it is more humid. Using "dust frames" for Adobe RAW defaults, or Canon's Dust Delete Data helps, but generally it is a losing battle when the air is dry and I am shooting at 3-10 fps. Despite the fact I live in Canada, the area I live in is very desert like, with rattlesnakes and scorpions and all that goes along with hot and dry, but the hot part is also when we get our precipitation too unlike now when it is sunny and minus ten with static coming off everything. I scratched the low-pass filter on my 1Ds III badly once when cleaning for dust spots, and since then prefer just to use the dust frame method and Adobe RAW and send my bodies in for semi-annual cleaning by a professional.</p>
  10. <p>Dust Delete Data Function Bob, it will fix up all those variables so long as they stay in the same place between cycles in the data update. Failing that process you can look to the other variables.</p>
  11. <p>there are many choices, and i have had a lifepixel and maxmax body, but they were already converted when I acquired them. for me, i wouldn't convert a body that did not have live-view since there can be some disappointing results with regard to focus depending on lenses used. there are often bodies that are converted available for very reasonable prices, especially the color ir conversions, and it would seem that cameras converted strictly for b&w 715/830nm actually fetch a slightly higher relative value. being able to use nef/raw and liveview is the most important from my experience, the rest is just what fits in to your budget.</p>
  12. <p>Somehow I thought there would be more responses, but Craig has encapsulated my sentiments and likely those of the majority who know their process. I create a default frame in Adobe RAW the same as DDD and specify to the serial, and the result is the same as DPP save for the tedium of the Canon software. I don't care so much either way, and having gone from 1Ds, to 1Ds II, to 1Ds III and back to just 'just' the 40D I thought there might be some discussion on the merits of Canon's process since the introduction of the 1D III and 40D, but I suspect most users rather swab and blow than use software because it is more engaging. In the future, I hope that anyone using a 40D/1DIII or later body will just refer to the DDD feature referenced, and skip the "is this dust" post and move on.</p>
  13. <p>I wanted to ask members why they choose to not use the Dust Delete Data feature on their Canon DSLR bodies.<br>

    I am not interested in how you physically clean your sensors as that seems to be explained every other day, but what it is about the DDD process that users dislike. <br>

    If there were changes made that would get you to use the process rather than physically cleaning, what would they be? Some of you may create you own dust frames in Adobe RAW and use those instead as you default batch process, or touch-up each photo manually, but what about Canon's process do you not like?<br>

    Since the 1D III and 40D this feature has been standard, and aside from the manuals, there are explanations on how to use it; but why not use it?<br>

    <a href="http://cpn.canon-europe.com/content/education/masterclass/dust_delete_data.do">http://cpn.canon-europe.com/content/education/masterclass/dust_delete_data.do</a></p>

  14. <p>Good memories there. I like the FTb version you show, not only black but with the original stop down/timer mechanism with the contour. <br>

    I do wish I had gone to the EOS-1 instead of buying the T90 new. I remember trying them side by side at Leo's camera and thinking that the EOS thing wasn't for me and there was a future for FD with the T90. I had brought along my chrome-nosed 35 f/2 to try on the T90 so I was already biased, too bad I didn't put an L series EOS lens on the EOS 1 to have a more fair comparison.</p>

  15. <p>Hello Clive, I have gone from the using 1Ds III and 5D II to a couple of 40Ds and a 20D IR now with no regrets. Cameras are overrated as always, and so long as you have a tripod, a strobe, a remote release, and good glass, the camera doesn't really matter so much. I would have gone below the 40D save for live-view and the cable release socket, and at $400 or less each for basically new bodies I am ahead of where I was with regard to depreciation, and without any impact on image making.</p>
  16. <p>The Canon 60mm focuses very quickly and accurately and can be found used for a good price. The Sigma 150 is slow to focus, but a great macro lens for manual focusing since it has a long focus throw compared to the Canon 100s and the newer 150, and can also be found for a good price used. Both the 60 and 150 are very good for portraiture. I have added two handheld snapshots taken recently (last six months)with an APS-C camera, the first with the 60mm and second with the 150mm:<br>

    <a href="photo?photo_id=14338215&size=lg"><img src="http://d6d2h4gfvy8t8.cloudfront.net/14338215-md.jpg" border="0" alt="60mm_40D_spider.JPG" width="680" height="453" /></a><br>

    <a href="photo?photo_id=14338216&size=lg"><img src="http://d6d2h4gfvy8t8.cloudfront.net/14338216-md.jpg" border="0" alt="150mm_40D_frog.JPG" width="680" height="453" /></a></p>

     

  17. <p>Look to the variations of the Samyang 14mm. We enjoy it always, especially for the cost. Sample from 5D2 then crop of the same; then 40D uncropped; then 5D2 uncropped (last two on my stair at different seasons and composition handheld):<br>

    <a href="photo?photo_id=14337974&size=lg"><img src="http://d6d2h4gfvy8t8.cloudfront.net/14337974-md.jpg" border="0" alt="samyang_5d2_full.JPG" width="680" height="453" /></a><a href="photo?photo_id=14337973&size=lg"><img src="http://d6d2h4gfvy8t8.cloudfront.net/14337973-md.jpg" border="0" alt="samyang_5d2_crop.JPG" width="680" height="680" /></a><br>

    <a href="photo?photo_id=14338013&size=lg"><img src="http://d6d2h4gfvy8t8.cloudfront.net/14338013-md.jpg" border="0" alt="" width="680" height="453" /></a><br>

    <a href="photo?photo_id=14337989&size=lg"><img src="http://d6d2h4gfvy8t8.cloudfront.net/14337989-md.jpg" border="0" alt="" width="680" height="453" /></a></p>

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