andy_van_eynde
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Posts posted by andy_van_eynde
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<p>Hi Bernie,<br>
Wanted a very wide angle lens that was not a fisheye. <br />But also wanted to buy a cheap one so if I did not like having such a wide lens it would not harm my budget. <br />So I a also bought the Samyang 14mm f1,4 a few months ago during my vacation in Washington DC.<br>
Did not mind it was manual focus. <br />But I was also aware that focusing with it will be a learning curve.<br />A good tip I found on a forum was to use live view and zoom in 10x, it really helps a lot.<br>
For the picture quality I am very pleased so far and can live with the manual focus.<br />It has distortion but all lenses in that range do. <br>
Am adding a couple of pictures that where treates with a lens profile for this lens (via lightroom).<br>
<img 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<div></div>
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<p>Had a 70-200 F4L for years on my 20d. Loved it. <br />Having an IS version would be even much nicer.<br />But at that point I did not regretted having the non IS version.<br />Never had a situation that I could not handle without IS.</p>
<p>The images it produces are just amazing and on top of that<br />it is a really nice lens to walk around it all day (not that heavy as other L lenses).</p>
<p>Agree for non tele L lenses. Not so suited on a 1,6 crop body due to their range.<br />But there I would probably have gone for the EF-s 17-55 f2,8 IS<br />Also not that cheap though. :-(</p>
<p>And if budget still allows : buy the EF 50 f1,8 (will cost around 104 USD).<br />With the 1,6 crop factor of your body totally not a wide lens...but for that price a steal.<br />Looks like a toy though...but the image it produces can match the EF70-200 at ease.</p>
<p>Might look around for a good 2nd hand EF 70-200 f4L.</p>
<p>When I bought a 5Dmk2 last year I sold mine because I wanted to keep the range,<br />so bought a EF 70-300L IS to replace it (store bought it from me, since they have a 2nd hand lens program).<br />Am pretty sure the new owner is a happy person (these things cost loads of money so a lot of people really take care of their gear and handle it with care).</p>
<p> </p>
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1. Improved dynamic range
2. Less noise / even better high iso performance (is not bad at all now)
3. Electronic horizon
And a nice bonus would be:
4. Build in trasmitter for wireless flash
5 moderate price like hthe 5d2 cost now er even a bit less would be nice.
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<p>What about adding it with the :<br>
Fujifilm FinePix X100<br>
Optical and noise wise this seems to be a stellar crop.<br>
Even the look will not attack much attention.<br>
Not cheap though.</p>
<p>http://www.dpreview.com/reviews/fujifilmx100/</p>
<p>Has it's pro and cons though according to the review<br>
But wouldn't mind having it as a second camera, just to be blending in without attracting unwanted attention.</p>
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I always check three sites
- Dpreview
- The digital picture
- Photozone
Already mentioned by others above.
...and also check what I can find on photonet.
Also FredMiranda and then just google it and see what else I get.
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And isn't focusing a bit less accurate when not using faster lenses (f 2.8 or faster) with the central focusing point on
the body? If you have an assist beam from a flash it does not matter that much.
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<p>Seems to be normal. <br>
Same here (EF 24-70 f2,8L). But only in a very silent room...<br />and if it is 3ft away I doubt you will still hear much. <br />Bleep for in focus is much, much louder at that point</p>
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<p>Hi John,<br>
Thanks for the feedback.</p>
<p>Have a nice weekend.<br>
Andy</p>
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<p>Does anyone already shot pictures with this one?</p>
<p>Am planning to buy a waterproof camera as a gift for a very close friend of mine.<br />Not for diving or anything...just beeing able to get it underwater and maybe a bit of snorkling.<br />The rest of the time it will be used near the water and beach. So is nice feature for it to be dustproof.<br>
Am wondering how good the pictures are compared to other P/S.</p>
<p>Thanks,<br>
Andy</p>
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<p>R.I.P.<br>
Wish you all the best looking for a replacement.<br>
Hope that goes without much headache.</p>
<p>Greetings,<br>
Andy</p>
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<p>Interesting discusion,<br>
but have a small remark/question :<br>
in general I guess this is true for zoom lenses...but less for primes?<br>
If you look at the EF 50 f1,8...in my opinion it has a small front element <br />and not really a slow lens if you ask me.</p>
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<p>Hi Gurpreet,<br>
I used to own the EF 70-200L f4 (non IS version).<br />That lens rocks and is a lightweight to carry around compared to the other tele L lenses.<br>
<br />But when I replaced my 20d with a 5d mkII I also wanted to keep my reach.<br />So sold the 70-200 and bought that EF 70-300 f4-5,6L IS.<br>
<br />It is heavier but still doable for trips in my opinion : <br />weight is 1/3 more than a EF 70-200 f4L IS, and 2/3 of a EF 70-200 f2,8L IS II.<br />But it is alos less long then the EF 70-200 f4L so easier to find a bag <br />where you can fit the camera and lens into without exchanging the lens.<br />Can fit it in the main compartment of my Kata 3N1-20 together with my EF 24-70 f2,8L and a EF 50 f1,8<br />(with all the hoods for the zooms included). The EF 70-200 f4 L would not fit inside this bag.<br>
<br />Still have the same smile on my face when I see the pictures from it.<br />Would not be able to tell the diference. Colour and so on is excellent if you ask me. Also rasor sharp.<br>
I ruled out the EF 70-200 f2,8 IS because of the weight.<br />The EF 70-300L was just acceptable for me.</p>
<p>But go to a store and try them both out an a body how they feel.</p>
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<p>I was in the same position...</p>
<p>Looking at the release date of the 5D and the 5DmkII I would expect it at the end of this year or even later.<br />The 5D was anounced Aug 22, 2005...and the mkII on Sep 17, 2008</p>
<p>Since I seldom take pictures in burst mode or from fast moving objects,<br />and the low noise at higher iso was more important to me I decided to get the MKII</p>
<p>Also a thing to consider : <br />As far as I can see the price for the MKII dropped from 2.600€-isch (when released) to the 1.800€ now.<br />Doubt that the MKIII will be introduced at this last price.<br />For me the extra 800€ extra was a nice extra to have to buy new glass. :)<br /> Do not regret it at all.</p>
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<p>Exchange rate?</p>
<p>Maybe the learned from Apple?<br />New mac book pro cost 1.199 USD, and here in Belgium it is 1.199 EUR (same official apple store site)><br />But if you take the exchange rate from USD to EUR it should have been 844 EUR.<br>
:(</p>
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<p>Hi David,</p>
<p>Just made that same decision last week (but for other criteria).</p>
<p>In your case I would also buy a 7D and not the 5DmkII : <br />Reasons for it beeing the much higher FPS (do not think a 5DmkII is that much an improvement over your current body),<br />and also the newer AF system that seems to be very good as far as I've seen from other posts here.<br />Also the crop factor on your telelens with this body can be useful.<br />Since you only seem to have issues with the framerate and AF system of your current body...<br>
<br />With a FF sensor like the 5DmkII you might also have to buy a new telelens?</p>
<p>I ended up buying the 5DmkII but mainly because I hardly ever shoot moving objects <br />and prefer the better noise performance on high iso of the sensor for low light photography.<br />If I was shooting a lot of sports issues and stuff I would have gone with the 7D (reasons mentioned above).</p>
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<p>Many thanks for all the feedback.</p>
<p>So far I also never had any problem with the CF cards (mainly use only that 4GB card though) and SD-cards I own<br />(also format them regulary). But you're right...it comes with a risk if this is the only memory card!<br>
<br />Speed wise I should be fine with a 60MB/s (or even less) since most of the time I shoot landscapes or portraits.</p>
<p>Now just 1 more night of sleep and I can start to read another canon manual. :)<br>
Thanks again for all the good advice and explaining stuff.</p>
<p> </p>
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<p>Hi all,<br>
I just ordered my 5D mkII and am going to pick it op on Wednesday. :-D<br />Can someone tell me what speed the CF should have to handle the data (and not be a turtle at it).<br />For example is the the Sandisk Extreme CompactFlash 32GB (60MB/s) decent enough for that?</p>
<p>At the momtent I have a 4GB Sandisk Ultra II that I use on my 20D,<br />there it was more than fast enough. As far as I can see this is a 30MB/s card.<br />But don't think it will be large enough (capacity for pictures/movies)</p>
<p>Thanks for all the feedback,<br />Andy</p>
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<p>if you remove the RR lens cap you will also see a number engraved (on the surface of the black ring opposite the connections)</p>
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<p>can you still determin the age of the lens from the serialno?<br>
http://www.the-digital-picture.com/Canon-Lenses/Canon-Lens-Aging.aspx<br>
If it is much much older then the seller claims it to be...<br />(keeping in mind it could have been in stock for a year or so)</p>
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<p>already congrats with the baby!</p>
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<p>Hi Scott,<br>
would you also accept that if your lens is only 6 months old (and did not earn money with it)?<br>
Can imagine this aftersome time (years) of intensive useage...</p>
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<p>Ps am not making any statement about the seller, just that the build quality of that lens is very sturdy in my opinion. So would not be caused by light bump in my opinion. Might as wel happend during transport.</p>
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<p>Would also not accept this.<br />Have the same lens for about 6 years now (bought it brand new).<br />And it shows absolute no scratches of any kind<br />(still looks like new except of a bit of dust inbetween te ribbs of the zoom ring).<br />Always goes with me when I go on holliday and stuff.<br />But I handle my gear with care and only use it as a hobby (so for sure not as intense as a pro).<br />A scratch like that I would not accept as beeing in excellent condition.<br />Only if it is a surface scratch...</p>
Looking for a value wide angle lens
in Canon EOS Mount
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