avinash_balakrishnan

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

<p>Canon 700D, 55-250 IS II @ 250mm f/5.6 1/400s ISO 400 <br />This guy is a daily visitor in our college. A test shot.</p><div></div>

<p>700D, 55-250 IS II @ 109mm f/5 ISO 100</p><div></div>

<p>Canon 700D + 55-250 IS II @ 55mm f5.6 1/8s ISO 400</p><div></div>

<p>Canon 700D + 55-250 IS II @ 250mm f5.6 1/320 ISO 100</p><div></div>

<p>I'm sorry for the earlier post, my image didn't get uploaded properly, so I'm re-posting it.<br /><br />Canon 700D + 55-250 IS II @ 250mm f5.6 1/250 ISO 800<br /><br /></p><div></div>

<p><img src="https://www.flickr.com/photos/132241815@N06/18674206276/in/album-72157652062142564/" alt="" />Canon EOS 700D + 55-250 IS II, 1/250 ISO 800</p>

The T5i and 70D do not share sensors, just that the 70D uses a slightly advanced processor - digic 5+ instead of digic 5. One of thing I love in the 70D is the new sensor 20MP Dual pixel instead of the much common 18MPsensors from 2009-2013. Though the T5i is a good suggestion, for portraits, I would rather ask you to go for the 60D with a 50 f/1.8 or if if u have the budget, get a 50f/1.4 or 85 f/1.8. Because the sensors are both 18MP but only the digic 5 processor and touch screen are new in T5i. Instead I would rather prefer a pentaprism viewfinder and a better build camera. But you may also consider the 70D for its new sensor and technology if they seem essential - a faster AF and a super new revolutionary 20MP sensor is definitely worth the investment, same goes for the new video features.

Sigma 50-150 f/2.8 HSM seems to be the only other alternative, but it doesn't have the reputation for having a super fast AF like the Canon 70-200f/2.8 L. For wider shots, a Canon 40 f/2.8 STM or 50f/1.8 can also be added for a 100$, along with the 70-200L for best results. But that would mean lens change and its upto you to decide where you want to sacrifice- lens change / better results ?!

Hi Tony, I don't think DP review got it wrong there. I think they are referring to the ability of the revolutionary dual pixel sensor that make the camera to AF in live view. And I don't have any experience with tele converters as I'm afraid to do that. So no comments in that regard. But I've read in many forums that the 5D MK III & 1D series are the only EOS cameras to AF at f/8. I've once used a friend's 5D MK III with a 70-200 f/2.8L (non IS) and not with anything at f/8.

I assume you are referring to the 500 f/4 L. In that case the 70D wouldn't autofocus when you put your 2x converter as it become an f/8 lens. Canon made the 70D to AF with f/5.6 lens for the regular use, but its live view will AF at f/8 as Canon has made it so, but otherwise no. I've heard it autofocus with the f/6.3 telephoto zoom lenses from sigma and tamron (but I haven't tested it on the 70D as the tamron 150-600 is having trouble reaching me). I don't think any camera other than the 5D MK III or 1D series will AF at f/8. So its not an issue, its how canon designed the 70D I suppose.

Just so that, you got some tamron 70-300 VC recommendation - its VC should be same as the 70-200 f/2.8 I use , and its awesome. But for Video, I wouldn't recommend a Tamron VC lens, because the VC in the 70-200, is a bit jerkier in video. I don't know if its true for the 70-300, but for stills, its wonderful and usable at 4 stops lower. So for video the slightly smoother canon IS might be better. Again haven't used it, it does have quite a good reputation, but in video, I haven't been able to digest that jerkiness I'm getting from the VC.

Thanks a lot , the article really helped. So I guess we probably need ETTL + HSS for best results. Will keep that in mind. So any other flashes out there besides yongnuo that'll provide HSS cheaper than canon, but reliable as well ? Its always good t have more options ! :)

Both day and night, but as I said, not always, but when I might need so. And by night, I don't mean a very dark night, but late evenings when the light fades away. And again, pardon, if my understanding of flashes is wrong or my options aren't proper !

I'm new to flashes. So if anything seems stupid please do forgive me. I just recently read articles were that extra light could save some shadows and exposing them properly and especially with birds. I will be using the tamron 70-200 f/2.8 VC with the 70D, or may be in future I'll get a better beamer to use with the 150-600 once I get that ( its on its way ). So I did a bit of a research to find a cheap solution which was more reliable and got to Yongnuo. I would need shutter speeds of 1/1000s, I haven't gone past that unless I'm blessed with sunlight even when shooting BIF. So my doubt is simple - I know first 2 don't have HSS. But my doubt is can I manually set my Shutter speed in the flash and and do the same, and in that case, does the 560 III be enough fr my needs or even 560 II ? Or should I really get that 568 ? I don't plan on using it of camera nor will I be using it regularly. Any advice would help. :)