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harry_spooner

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Posts posted by harry_spooner

  1. Yes Landrum, I admit it, I am spoiled. I have a good daytime job and still shoot 150 or so sporting events a year. I use my

    photography income solely to fund my expensive Nikon habit. Experience has shown that high ISO in good conditions is

    not the same as high ISO in horrible lighting, where you have different color lights cycling at different intensities. If you

    shoot me an email I can send some real life high ISO images from the D4s. I am a frequent reader of the forum, though I

    don't post often. I totally agree with your comment about the 800e, amazing camera with good lighting. I paired it with my

    300 2.8 to shoot college hoops on the other side of 1/2 court, resolution was stunning. The images were just too big, so I

    sold the 800.

    Harry

  2. <p>I have been shooting with the D4S for a couple weeks and specifically pushed it to 25,600 while shooting a LAX game in horrid lighting and found it did well. IMHO it better than both the D3S and the D4. I continue to shoot with all three bodies. I only shoot in raw and found that I am able to remove almost all noise while retaining the detail. I use PhotoNinja and found it does an outstanding job. I was not as crazy with the results with CS6, but that could be the operator.<br>

    Harry</p>

  3. Fwiw, I received my D4s on Monday, and while I did not do any scientific tests, I took it where I spend most of my time,

    shooting sports in other than ideal lighting conditions. I must admit, I was a bit disappointed. I have two D4's and a D3s

    and shoot 150 sporting events a year. The color and tone seemed to be different from the D3s/4 and I was not crazy

    about the look at ISO 1200-1800 range. I purposely went to 25,600 and as Andrew noted, the image looked very good on

    the LCD, but not so good on the monitor. Maybe it is a lemon, but at $6500 I really expected to be wowed. It does not

    surprise me that dxo did not show great noise results, it is what I saw as well. Will need more work with this one.

    Harry

  4. Ilkka,

    I enjoyed your post so much (especially the last paragraph), I read it to my wife.

    Very wise words indeed. I have been following different technical forums since Al Gore invented the internet :)

    I have found people will post things they never would say in person, and it seems there will always be much complaining.

    Thanks for making me :)

    Harry

  5. <p>Hi Mark,<br>

    I have covered Gymnastics quite a bit, and as you have mentioned in can be tricky. While I shoot using top of the line equipment, if I had to choose, I would first choose a good low light camera, that will allow me to get achieve a good shutter speed with high quality. While some will disagree with me, I think that all of the Nikon Full Frame sensor Nikon cameras do a better job on that, than cropped sensors, but of course that is just my opinion. 200 feet seems to be very far away to me, but as one of the other posters mentioned, the D700 and D3 are still very good cameras. I would prefer that to a D7100. As Shun mentioned the Focusing system is better on the newer Nikon's, but I have found that to be less relevant in gymnastics than in basketball, football, and soccer.<br>

    Harry<br>

    D4 with 70-200 2.8</p>

    <p> <img 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

  6. Hi Dave,

    While I don't shoot canon, I shoot a lot of sports with Nikon, always in raw. My compelling need was that my new D4 was not supported in

    CS4, and the MAC version of CS5 (64bit mode) which does support the d4 raw file, does not support the indispensable noise ninja plugin.

    Converting the files allows me the flexibility to use CS4 until Jim C. and the rest of the good folks at picturecode can complete the new

    64bit plugin for the Mac.

    Harry

  7. <p>Hi Minh,<br>

    Welcome. I shoot a ton of volleyball both at the H.S. and college level, it is one of my favorites to shoot. As one of the other posters mentioned, it can be challenging. I know that this is a very expensive set up, but I use the D3S and the 200 F2 VR, which IMHO is the best Volleyball lens in the business. Incredibly fast focusing, and tack sharp. I normally shoot 1/640 at F2.5. Because of the low lit gyms, I am typically at ISO 8000, yes the gyms are dark. I tried using the 85 1.4, but found it a little too slow focusing, especially with as fast as these gals move. If I did not shoot with the 200 F2, I would use the 70-200 which is more versatile, but not as sharp. I also like to shoot really tight, which can be a challenge, but can make for a very dramatic shot. Here are a few shots with the set up described above.<br>

    Harry<br>

    <img 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

  8. <p>Hi Alysia,<br>

    While the 70-200 may be the gold standard for some sports, I would not call it that for American Football. I have all of the big Nikon Fast Telephoto Lenses, (300 2.8, 400 2.8 and 500 F4) and as David says, they are mutually exclusive as far as cheap goes. If I had to have one lens for football I think it would be either the 300 or 400 2.8. If you are shooting in the afternoon, the 300/F4 would work as well. I see a lot of college students on the side/end lines of college games and I think it is fantastic. I shot some NCAA Basketball tournament games this year and saw the school I was covering even sent students on an 800 mile trip to cover the game, it is a great experience. Getting credentials to a college game is no easy feat, so seize the day:)<br>

    You will get as many opinions as you will camera and lenses out there, but one of the things you could probably ask yourself is just how interested you are in this. I like Steve's idea about buying off of KEH. I have had luck on eBay since they started offering buyer protection. I got my 400 and 500 on ebay and am very happy. Camera technology will constantly improve, but lenses tend to have more staying power:)<br>

    Good luck and enjoy:)<br>

    Harry</p>

     

  9. <p>I am a sports shooter and upgraded to the AF-S flavor of the Nikon 85 1.4. While it takes stunning pictures, I was very disappointed with the AF speed. I specifically wanted this lens for Volleyball, but it did not performed well in the quick moving AF department. I have the Nikon 500 F4, 400 F2.8, 300 F2.8 200 F2 so I know what to expect from Nikon's fast focusing lenses. I still love this lens, just will not use it when fast focus is of concern. Obviously portrait or studio shooting will not have this concern.<br>

    Harry</p>

  10. <p>Leigh,<br>

    Thanks again for your feedback. Adding magenta in Raw helps greatly. The problem is that in ACR, the slider is pegged at +150, with still a lovely green tint, which looks great on a Christmas tree, but does not add too much to action photos. B&W photos are not an option for the paper. I think I am going to end up doing separate profiles for different parts of the Evil Gym:).</p>

  11. <p>Leigh,<br>

    Thanks for your feedback. I followed some of it, but some of it was beyond my limited understanding. I can see the results however, because no matter where I slide the temperature slider on CS4 on one of my raw images, it always looks green. I need to add a lot of magenta (> +130) to get anything resembling white. Tonight, while shooting at this horrid gym, I found that while most of the lighting in the gym is quite green, under one of the baskets, there is a light overhead, which is emitting a magenta type of color. This type of lighting can wreck havoc on a grey card. To add to the excitements, the different color lights cycle at different times! When players look up at the basket, they can now have a red tint, which only shows up in that area of the gym. Anyway, all of these things can make things quite challenging. It is just this one gym that has me stumped.<br>

    Harry</p>

  12. <p>Mark,<br>

    Thanks for your feedback. I believe you are totally correct. The AD was so excited when he told me during volleyball season that they "upgraded" their lighting this year. So instead of it being dim green, it is now an intense green. As I said, I do this sort of thing a lot and this is the only gym I can not get my pictures to look correct when I am done. The AD is a great guy and I think if I can get connected with some of the other AD's who have good lighting, he will fix it. I do a lot of shooting for him and his school.</p>

  13. <p>I am a sports shooter, using Nikon D3S' for my work.<br>

    I shoot H.S. and college, and always shoot in raw.<br>

    I am almost always able to nail my white balance, using a grey card, and a calibrated monitor.<br>

    I shoot in mostly the same gyms and keep a record of my color temp, which saves time later during p.p.<br>

    There is one gym however, that is absolutely killing me. When you walk in, you can "feel" the intense green lighting.<br>

    I am using CS4 ACR for my raw conversion, which works well in my work flow.<br>

    When I pick the white balance tool in raw, to nail the WB, it chooses a temp of around 4800, but a tint of +143, but the color is still off.<br>

    Looking for tips to be able to correct this colors if possible. <br>

    Thanks in advance,<br>

    Harry</p>

  14. <p>Hi Brian,<br>

    I would suggest you get a book by the late Bruce Fraser (and jeff Schewe) called "Real World Camera Raw with Adobe Photoshop". Bruce does a great job of explaining (although it took me re-reading this a few times) of why under-exposing is *not* the way to go. There is a difference, and the book explains why. After I read it, I did quite a bit of testing and found the results pleasing. I spend an awful lot of time shooting in very low lit gyms and poorly lit football fields taking pictures for local papers with a decent amount of success.<br>

    Harry.</p>

  15. <p>Hi Chawn,<br>

    I purchased a new D3S last week from B&H. While I would have preferred to wait for the replacement, I needed a third body and the incredibly inflated prices of the D700 weighed heavily on my choice. I checked the B&H site daily and found one available last week. There must have only been a couple because as soon as I purchased, it immediately showed as "Temporarily Unavailable". I shoot a lot of low light sports, and the D3S is easily 1 to 1.5 stops better than the D3 or D700 camera's. I am sure that you will continue to get the "why would you do this" questions, but the D3S is still an incredible camera. Good luck.<br>

    Harry</p>

  16. <p>Hi Andy, thanks for the feedback. Yes it does correct itself when I shut off/on, or even just exhibit the slightest bit of clock-wise pressure. The problem however is that it happens during my shooting, so I will sometimes lose a shot because shutter will fire, but auto-focus will not track. As it turns out, I went back to the paper, and they had a 2nd 400 2.8 that I swapped for and it no longer exhibits the problem. As Dave said, I think with the size and the weight and the torque involved that over time and usage this will occur. The images are just so stunning that I will pay to have mine repaired. I bought it used and am still very happy with the purchase. Thanks again for responding.</p>
  17. <p>Hi Dave, Thanks for your response, and yes it does make sense. All of the sports shooters at the paper I cover uses Canon equipment, but you could tell that this lens, while sharp, had some heavy usage. The rotation in this lens was greater (relative term) than the one I sent in. As a side note, I am wondering if there is any way in the exif information to tell that there was actually an error on the display. As I said, my testing showed that while I fired off a sequence, focus could be tracking fine, and then an ever so slight shift would show the error in the view finder, but still would allow me to fire (A1 setting to "release). Anyway, thanks again for your thoughtful response.</p>
  18. <p>Hi Greg, Thanks for the feedback. I am worrying about it because it occurs during my shooting. When it occurs, the lens does not focus properly. I have a 300 F2.8, 200 F2.0 70-200 F2.8 and the 200-400 F4, it does not happen with any of those. Setting A1: AF-C Priority to Release or Release+Focus causes the D3s to fire (as I want), but as the lens is moved (panning) this slight movement can cause a stoppage of focus during a sequence of shots. Hoping to get some feedback of those who have a well used 400 2.8 AFS.</p>
  19. <p>I shoot a lot of sports for a number of local media outlets. I shoot with two D3S' and a number of fast primes. They all serve me well. Recently, I purchased a used 400mm 2.8 AFS (non VR). It is a super sharp lens and I am very happy with it except that there is an every so slight rotational "play" that occurs. It only can rotate a minuscule amount, but when it does, I see <a href="http://upload.wikimedia.org/wikipedia/commons/2/2d/U25B2.gif"><img src="http://upload.wikimedia.org/wikipedia/commons/2/2d/U25B2.gif" alt="File:U25B2.gif" width="28" height="26" /></a>F6 error on the display. Obviously all of the contacts are not properly aligned. Typically when I am shooting, I use a monopod and transition from vertical to horizontal as the play warrants. This problem occurs on <strong>both</strong> cameras. This problem does not occur with any of my other lenses. So I sent it in for repair, and one of the paper's allowed me to borrow their 400 2.8 lens (also AFS, non VR). The same rotational issue occurs on their lens as well. So I am wondering if any others who may have this same lens have had this problem, and if so is there a work around other than trying to apply slight pressure so that the error does not occur?</p>
  20. <p>Randall, I really liked your shot. Some of the others, I am not sure why the were posted. I shoot a lot of sports for local papers, and some of the shots have way too much DOF for my liking. Maybe it is personal preference. I think there are quite of folks out there who just monitor these without posting. There are some really good photogs out there (Wilson), but I have found that subject isolation is key to a good shot, and most folks who post are not looking at that.</p>
  21. <p>It is funny to listen to the responses. For most of us who have purchased D3's and D3s' for Sports, the D4 will be very interesting. Looking back on the advances that Nikon has made in the past 4 years since the inception of the D3, it seems to me that the D4 will be incredibly innovative, and to simple dismiss it as silly is, a bit premature.<br>

    The D3 and then the D3S have totally changed what the sports shorter can achieve. <br>

    For those who scoff at the new technologies and say..."what did you do 10 years ago?", I say, the pictures today are better in low light. I do not apologize that I am taking advantage of the newer technology.<br>

    I do not need strobes indoors, where others do. IMHO, strobes look extremely un-natural. High ISO shooting, in my arena is mandatory for good sports shooting. I have found that as you move up the sports chain, the lighting gets better, and the need for high iso camera decreases. There is however, still a great need for sports shooters who can handle crappy lighting. I get called <strong>many</strong> times because my pictures are bright, clear and crisp, when others are not. Equipment has a lot to do with this.<br>

    I have seen much written about the possibilities of what the D4 "could" be. If it is 1/2 as innovative as the D3 was, then I will be signing up early. The rest of you can call it silly or whatever. As far as the medium format Pentax? Different horse for a different course. It is not a high ISO sports camera.<br>

    Even Shun, who is ALWAYS tight lipped about the release of new Nikon products has hinted (totally between the lines of course), that an upgrade for the D3 could occur during 2011.<br>

    I currently shoot with a pair of D3S's. I am constantly shooting with other sports (mostly canon) shooters who can not understand how it is that I am achieving bright crisp shots at ISO16000. I can only imagine that the D4 will raise the bar that much further.<br>

    Dave L:<br>

    If I remember correctly, you purchase and were very pleased of the results of your D300, and said you would never upgrade. until you saw the results of an FX D700, and then you upgraded. <br>

    As I have grown older, I have learned the wisdom of never saying never:)<br>

    Personally, I am very interested in the possibilities of a D4.<br>

    Respectfully,<br>

    Harry</p>

    <p> </p>

  22. <p>I have both of these. I shoot a lot of sports. As one poster mentioned, the results from the 200 F2 are absolutely breath taking. Additionally, IMHO, there is quite a difference between the D700/D3 and the D3S. I shoot a lot for local media and much of it is in low light H.S. gyms as well as football fields. If I can not shoot there, then the athletes can not see, it is that simple. I also added the 85 AF-S 1.4 and the results are just unbelievable. Most of the other shooters will use strobes to shoot, while I am getting clean shots at ISO 16000. I have had large front sports page prints from ISO 25,000. As Shun said, I probably would get the glass and wait until the D4 comes out, which will hopefully be this year. I want to add a third body and have resisted another D3S in the hopes to add a D4.<br>

    Best of luck.<br>

    Harry</p>

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