tag:blogger.com,1999:blog-38033883964062001602024-02-19T07:02:25.631+02:00Four Oaks PhotographyI am a professional photographer concentrating on producing high quality images for the stock photography market. With this blog I am able to showcase my latest projects and occasionally post interesting reviews on the latest camera equipment.Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-3803388396406200160.post-14156117066674009132015-06-04T13:41:00.004+02:002015-06-04T14:03:37.498+02:00<div class="separator" style="clear: both; text-align: center;">
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="color: black;">Canon EF 100-400mm f/4.5-5.6 L IS II USM Lens Review</span></h1>
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<span style="font-family: Verdana,sans-serif;"><a class="comments guestbook-add-link-so ml-add-comments-link" href="http://www.fouroaksonline.co.za/blog/2015/5/canon-ef-100-400mm-f/4-5-5-6-l-is-ii-usm-lens-review#comments"></a></span>
</div>
</div>
<span style="font-family: Verdana,sans-serif;"> The long anticipated replacement to the original Canon
100-400 L lens finally became available towards the end of 2014. This
is about 15 years after the launch of the original 100-400 lens! Is the
new version a worthy successor to the original? And how does it
compare to the competition?</span><br />
<br />
<span style="font-family: Verdana,sans-serif;">This mini review of the new Canon 100-400 L IS II is not technically
inclined but based on real life usage. There are no charts etc. Only my
personal experience and comments as well as sample images. I will
also compare the new Canon 100-400 L IS II to the Tamron SP 150-600mm
f/5-6.3 Di VC USD.</span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><u><b>First Impression</b></u></span><br />
<span style="font-family: Verdana,sans-serif;">Quality!!! Handling this lens immediately gives one the impression of
excellent build quality. The lens has no "play" when zoomed, the lens
hood attaches is a positive way, the buttons all feel solid and Canon
supply a very nice protective case. The lens hood also has a opening
which allows one to adjust a polarising filter without removing the hood
- simple but neat feature. The lens is also weather sealed.</span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><u><b>Handling</b></u></span><br />
<span style="font-family: Verdana,sans-serif;">Compared to the Tamron 150-600mm it is considerably smaller and easier
to carry. The trade-off is the maximum zoom of 400mm which is perhaps
too short for some situations when photographing birds or small
wildlife. However, I find it easy to use for long periods of time
without getting overly tired. Also it fits into my Lowepro Flipside 400
camera bag without a problem.</span><br />
<span style="font-family: Verdana,sans-serif;">The IS works extremely well. Hand held at 400mm and 1/100th second
produces consistently sharp images. At this shutter speed the only blur
is because of subject movement.</span><br />
<span style="font-family: Verdana,sans-serif;">I prefer the new twist action to zoom over the old push pull method.
Not that I ever minded the push pull action. Some will also argue that
twist action is better because it doesn't suck dust into the lens.</span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><u><b>Closest Focusing Distance (perhaps the best feature of the lens!)</b></u></span><br />
<span style="font-family: Verdana,sans-serif;">The lens can focus at a closest distance of about 0,98m (98cm). This is
compared to 1,8m for the original Canon 100-400 and 2,7m for the Tamron
150-600mm. This ability to focus so close opens up a lot of new
opportunities. The lens almost operates as a macro lens when focused at
it's closest. The image below was shot in a small aviary. I was just
over a meter away from the small quail. With the original Canon 100-400
or the Tamron 150-600 I would not have been able to get this shot due
to limited space in the aviary. Also, getting closer to the subject
means the frame is better filled and less cropping is necessary. And
depth of field gets narrower as one gets closer to the subject - the
result is beautiful blurred backgrounds.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUiu1_OXhMsKJDBA3JqYjdjJ7is-NTZjc6ssEVoXnxN8t6qmIKk41d6gZI_SC-1gPgl5VOPVEktFQNq8azqMbi9FAIkQzm0FlQNhPAzH1rYwfMCH3b3SzknIYRn36jlJq7YwUgcHGhPiw/s1600/Blue+Quail+Male+small.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUiu1_OXhMsKJDBA3JqYjdjJ7is-NTZjc6ssEVoXnxN8t6qmIKk41d6gZI_SC-1gPgl5VOPVEktFQNq8azqMbi9FAIkQzm0FlQNhPAzH1rYwfMCH3b3SzknIYRn36jlJq7YwUgcHGhPiw/s400/Blue+Quail+Male+small.jpg" width="400" /></a></div>
<div style="text-align: center;">
<span style="font-family: Verdana,sans-serif;"> <span class="zb-richtext largeimage" style="height: 442px; margin-bottom: 10px; margin-left: 10px; margin-right: 10px; margin-top: 10px; padding: 4px; width: 663px;"><span class="zb-richtext-i" style="height: 442px; width: 663px;"><span class="zb-photovideo" id="_abaab"><span class="pv pv-ready" id="_abaaba"><span class="pv-outer"><span class="pv-inner pv-zb-noclick" style="height: 442px; left: 0px; top: 0px; width: 663px;"><span class="pv-zb-text pv-bgcolor1"><span class="pv-zb-text-t pv-font1 pv-color1">Blue Quail Bird </span><span class="pv-zb-text-c pv-font2 pv-color2">f5.6, 1/250th sec, 300mm</span></span></span></span></span></span></span></span></span></div>
<div style="text-align: center;">
<span style="font-family: Verdana,sans-serif;"><span class="zb-richtext largeimage" style="height: 442px; margin-bottom: 10px; margin-left: 10px; margin-right: 10px; margin-top: 10px; padding: 4px; width: 663px;"><span class="zb-richtext-i" style="height: 442px; width: 663px;"><span class="zb-photovideo" id="_abaab"><span class="pv pv-ready" id="_abaaba"><span class="pv-outer"><span class="pv-inner pv-zb-noclick" style="height: 442px; left: 0px; top: 0px; width: 663px;"><span class="pv-zb-text pv-bgcolor1"><span class="pv-zb-text-c pv-font2 pv-color2"> </span></span></span></span></span>
</span>
</span></span></span>
</div>
<span style="font-family: Verdana,sans-serif;"><u><b>Field Usage</b></u></span><br />
<span style="font-family: Verdana,sans-serif;">After one month and about 500 shots later I can only say I like almost
everything about this lens. Image quality is brilliant, handling is
excellent, the IS works extremely well and Bokeh is beautiful.</span><br />
<span style="font-family: Verdana,sans-serif;">Below are some <b>sample images</b> taken with the Canon
100-400 IS L MkII. These images were shot in RAW have been processed in
Lightroom - mainly to boost the contrast a little.</span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKhT33osSCaeKNaWBcD-ccSdQLH2AzMk1NAmGMjogWcwD40vG2R2ZqNzWK0O9vjKjNGVSQTM8YceWwG0lM5Zkn5Wh-cI_eQK1LS4Ft1DWwnbES7ZqfcHj3nZNxq70aGvQzMV1R9wzsgUo/s1600/King+Vulture.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKhT33osSCaeKNaWBcD-ccSdQLH2AzMk1NAmGMjogWcwD40vG2R2ZqNzWK0O9vjKjNGVSQTM8YceWwG0lM5Zkn5Wh-cI_eQK1LS4Ft1DWwnbES7ZqfcHj3nZNxq70aGvQzMV1R9wzsgUo/s400/King+Vulture.JPG" width="371" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: center;">
<span style="font-family: Verdana,sans-serif;">King Vulture f10, 1/250th sec, 400mm</span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Verdana,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh09XoIfeWWkbcJ3eo7NA5wRdY5e6ClKk_-roTLE9xa9w40K2wxUkDmivmA0clBOcYDOdFz78oUPL1Q9OOncHQmLK1sjMACleQ5gzy-GHpf6yJVyqd9dKnbGexM0UF5ysZDREEirRayFic/s1600/elephant.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh09XoIfeWWkbcJ3eo7NA5wRdY5e6ClKk_-roTLE9xa9w40K2wxUkDmivmA0clBOcYDOdFz78oUPL1Q9OOncHQmLK1sjMACleQ5gzy-GHpf6yJVyqd9dKnbGexM0UF5ysZDREEirRayFic/s400/elephant.JPG" width="400" /></a></span></div>
<span style="font-family: Verdana,sans-serif;">African Elephant Male f6.3, 1/800th sec, 312mm <br /><br /> </span><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsKCol96XN2KISXm2VwJCc202INbf0Hk2yS3PUniui_INZoysS-nW6FdQa_t5nLtaiVf5aBFXbWD_aY1Nco3FQIqxyM24R_62mJnHtAyLm1KNMTQFi8SyeNak9g-q_6nVQ2XxG9TalXz4/s1600/Iguana.JPG"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsKCol96XN2KISXm2VwJCc202INbf0Hk2yS3PUniui_INZoysS-nW6FdQa_t5nLtaiVf5aBFXbWD_aY1Nco3FQIqxyM24R_62mJnHtAyLm1KNMTQFi8SyeNak9g-q_6nVQ2XxG9TalXz4/s400/Iguana.JPG" width="400" /></a><br />
<span style="font-family: Verdana,sans-serif;">Green Tree Iguana f9, 1/160th sec, 241mm </span></div>
<div style="text-align: center;">
<br />
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpZN19P10TG8eBNCTk40-72QrUplP3BoFJs1EJ1lArWbLpVZu-R2iEzT0BBEK5beatVc_C-t6_1VohDmyGLNe1ae7Ua4OfkAffWjjevl65Rla9YBVJu6v3liBr9uqbgNveGZ1pw5T-1p0/s1600/Zebra.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpZN19P10TG8eBNCTk40-72QrUplP3BoFJs1EJ1lArWbLpVZu-R2iEzT0BBEK5beatVc_C-t6_1VohDmyGLNe1ae7Ua4OfkAffWjjevl65Rla9YBVJu6v3liBr9uqbgNveGZ1pw5T-1p0/s400/Zebra.JPG" width="262" /></a></div>
<div style="text-align: center;">
<span style="font-family: Verdana,sans-serif;">Plains Zebra Grazing on Green Grass f5.6, 1/300th sec, 300mm</span><br />
<br />
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7nVeEh-rAQSkdE5CIfoWgma_kGCeKwyPAuWvBUMYS1RTm8r0Ip9ViuuJUFqPHfTIQncStb5CQzrLKYZvIEKVVW77ysrAYFRPqHKZfsH1peux9RbdvMVlCW-GVZps6ZhQ4DQOS_9iTlWU/s1600/elephants.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="203" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7nVeEh-rAQSkdE5CIfoWgma_kGCeKwyPAuWvBUMYS1RTm8r0Ip9ViuuJUFqPHfTIQncStb5CQzrLKYZvIEKVVW77ysrAYFRPqHKZfsH1peux9RbdvMVlCW-GVZps6ZhQ4DQOS_9iTlWU/s400/elephants.JPG" width="400" /></a></div>
<div style="text-align: center;">
<span style="font-family: Verdana,sans-serif;">African Elephant Herd f6.5, 1/800th sec, 400mm </span><br />
<br />
<br />
<div style="text-align: left;">
<u><b><span style="font-family: Verdana,sans-serif;">Controlled Test and Comparison</span></b></u></div>
</div>
<span style="font-family: Verdana,sans-serif;">The images below were shot on a tripod with IS (or VC) off. The camera
used was a Canon 5DMkIII and picture style was set to "Standard". The
images have been resized to 800 x 600 pixels and a little bit of
sharpening applied.</span><br />
<span style="font-family: Verdana,sans-serif;">The 100% crops are all exactly as they were shot and processed by the
camera. Exposure was manually controlled. Identical exposures were
used for each lens.</span><br />
<span style="font-family: Verdana,sans-serif;">All images at 400mm zoom unless stated otherwise.</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><i>Left:Canon </i>f5.6, 1/1000th sec, 400mm Right:<i>Tamron</i> f5.6, 1/1000th sec, 400mm</span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpPgyGX5SZSMtjz-NuHOj067qD2blFlz9lLThEq8wmTM9hRtxBy8D8IS-xsgqU0M9tC5iPdD1DEVlufwIgeyNqhGVeauI3himWdebShZHqargTInzpmZVDur1HtwwuwLmAxaCm4AJcLXI/s1600/Test+Side+by+Side.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpPgyGX5SZSMtjz-NuHOj067qD2blFlz9lLThEq8wmTM9hRtxBy8D8IS-xsgqU0M9tC5iPdD1DEVlufwIgeyNqhGVeauI3himWdebShZHqargTInzpmZVDur1HtwwuwLmAxaCm4AJcLXI/s400/Test+Side+by+Side.JPG" width="400" /></a></div>
<br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">Canon 100% Crop from above image, f5.6</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIXVZAwKgcTFrwwi8smgT7ybyynMvevmwkkp9yHmXxH6BZgcyz-Ab_4bnjNqp8Fa0-sR22XZYObM969M8GRVUxZw-pSTuH4KyQ0RiiJHSvbgcnYOhbB5-9KpJBTQixaphIcjKqPb1ofrI/s1600/Crop+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIXVZAwKgcTFrwwi8smgT7ybyynMvevmwkkp9yHmXxH6BZgcyz-Ab_4bnjNqp8Fa0-sR22XZYObM969M8GRVUxZw-pSTuH4KyQ0RiiJHSvbgcnYOhbB5-9KpJBTQixaphIcjKqPb1ofrI/s400/Crop+1.JPG" width="398" /></a></div>
<br />
<span style="font-family: Verdana,sans-serif;">Tamron 100% crop from above image, f5.6</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwBwOtj3J0VLt74dR-NCRZbXypnuWM0evbkDWoaXqgwcwZc30g_vdI0ec8LQJZd94hghF-G1DNLZj4n2wzinA6zUzfrM514bCSZ1y_HWK-hbzQv8v1TnO8Due8jhGqyJEA7tn7F4kTk8w/s1600/Crop+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwBwOtj3J0VLt74dR-NCRZbXypnuWM0evbkDWoaXqgwcwZc30g_vdI0ec8LQJZd94hghF-G1DNLZj4n2wzinA6zUzfrM514bCSZ1y_HWK-hbzQv8v1TnO8Due8jhGqyJEA7tn7F4kTk8w/s400/Crop+2.JPG" width="398" /></a></div>
<span style="font-family: Verdana,sans-serif;"></span><br />
<span style="font-family: Verdana,sans-serif;"></span>
<span style="font-family: Verdana,sans-serif;"><i> </i></span><br />
<span style="font-family: Verdana,sans-serif;"><i>Left: Canon </i>f8, 1/500th sec, 400mm Right: <i>Tamron</i> f8, 1/500th sec, 400mm</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ_nDHv4RbMd-upmyRUyhK-QsqHPSW65AAFZcIf_NSVTzyuSO3gJ7zBey2hV0u2Bv6lnLp7DIDEWOEh5dMg_DO3ZtCVLJl1OhT33ctvNjMjk0w4bfWTHelW2OHeoq58dU8l4tb5Ohmfi0/s1600/Test+Side+by+Side+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ_nDHv4RbMd-upmyRUyhK-QsqHPSW65AAFZcIf_NSVTzyuSO3gJ7zBey2hV0u2Bv6lnLp7DIDEWOEh5dMg_DO3ZtCVLJl1OhT33ctvNjMjk0w4bfWTHelW2OHeoq58dU8l4tb5Ohmfi0/s400/Test+Side+by+Side+2.JPG" width="400" /></a></div>
<br />
<br />
<span style="font-family: Verdana,sans-serif;">Canon 100% Crop from above image, f8 </span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_kvPxblBG2T67EkQq4qYfE1ICBzMf0GVRZKmia676BOSoROi_wyqbT8xEE6BFztdhwh3rqz-C_VWzGBG0Jrj0Evkmw7L3EohLYkr3EYj8QjjfrHqpRkM1EVQSzgkHX9nj_bPWIBeXXgA/s1600/Crop+3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_kvPxblBG2T67EkQq4qYfE1ICBzMf0GVRZKmia676BOSoROi_wyqbT8xEE6BFztdhwh3rqz-C_VWzGBG0Jrj0Evkmw7L3EohLYkr3EYj8QjjfrHqpRkM1EVQSzgkHX9nj_bPWIBeXXgA/s400/Crop+3.JPG" width="398" /></a></div>
<br />
<span style="font-family: Verdana,sans-serif;">Tamron 100% crop from above image, f8</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheea599mYGc5GAo7OHIele4XXzbjQGRW8NPzuDjthhyMc4iVKMhLz5LQPwQh_BTMvHTPXhCoGfMtt8KiF_Zz-aCVVp3uGRxoLGzsiHI7iFubdL6iwNjXRyTUxLsmpUpIJdv3zxeGKzc64/s1600/Crop+4.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheea599mYGc5GAo7OHIele4XXzbjQGRW8NPzuDjthhyMc4iVKMhLz5LQPwQh_BTMvHTPXhCoGfMtt8KiF_Zz-aCVVp3uGRxoLGzsiHI7iFubdL6iwNjXRyTUxLsmpUpIJdv3zxeGKzc64/s400/Crop+4.JPG" width="397" /> </a></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: Verdana,sans-serif;">Left: Canon f11, 1/500th sec, 400mm Right: Tamron f11, 1/500th sec, 400mm </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkl-7cqiyixraBzkgcHQb5crlffhuhMDaJZXSrkYGXftcsdHfLGF-S0tWyu7JQJHmfDJLDsTNNFLsR6L8i72Yvm7BGZ4-189LBIbzW8XQtMS30BakkY53APuhkXNu1Z9VRpHY4OrVuj0g/s1600/Test+Side+by+Side+3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkl-7cqiyixraBzkgcHQb5crlffhuhMDaJZXSrkYGXftcsdHfLGF-S0tWyu7JQJHmfDJLDsTNNFLsR6L8i72Yvm7BGZ4-189LBIbzW8XQtMS30BakkY53APuhkXNu1Z9VRpHY4OrVuj0g/s400/Test+Side+by+Side+3.JPG" width="400" /></a></div>
<br />
<span style="font-family: Verdana,sans-serif;">Canon 100% Crop from above image, f11</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVUv3t3fggKy_vzwwFv5PMhcDJOakAMQcNMqQ4Fz0RlyTYaFPwU3LBxot286P3rO9QIUMzCR75qu3VyMXcibBDEZ2uxlAoYhZHA7IOKLicvo9OsM8nSK7o0w_GvibwfgIYITvxznYqwg0/s1600/Crop+5.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVUv3t3fggKy_vzwwFv5PMhcDJOakAMQcNMqQ4Fz0RlyTYaFPwU3LBxot286P3rO9QIUMzCR75qu3VyMXcibBDEZ2uxlAoYhZHA7IOKLicvo9OsM8nSK7o0w_GvibwfgIYITvxznYqwg0/s400/Crop+5.JPG" width="398" /></a></div>
<br />
<span style="font-family: Verdana,sans-serif;">Tamron 100% crop from above image, f11</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglPNU6AuRrsCcJnhOmgEl2ITqM97dTvcfW_DU_oQz8hx29OTUx_oUBFNcEZhjTyOgnZT0CVTjRYcoUWBrPPjN907DcQrgFVK2ZU2knAQscFXomxJ_SdDvTXT62ZayGbuwbo8uyxWbFECA/s1600/Crop+6.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglPNU6AuRrsCcJnhOmgEl2ITqM97dTvcfW_DU_oQz8hx29OTUx_oUBFNcEZhjTyOgnZT0CVTjRYcoUWBrPPjN907DcQrgFVK2ZU2knAQscFXomxJ_SdDvTXT62ZayGbuwbo8uyxWbFECA/s400/Crop+6.JPG" width="398" /></a></div>
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<span style="font-family: Verdana,sans-serif;"><u><b>Observation</b></u></span><br />
<ul>
<li><span style="font-family: Verdana,sans-serif;">The Canon lens produced brighter images at all f stops. Shadow detail was also more detailed.</span></li>
<li><span style="font-family: Verdana,sans-serif;">The Tamron lens is not as sharp as the Canon lens. (There may be a
front focusing adjustment for the Tamron but never-the-less the Canon
is sharper, especially wider open at f5.6)</span></li>
<li><span style="font-family: Verdana,sans-serif;">Both lenses produce excellent results but I think a discerning pro would definitely choose the Canon over the Tamron.</span></li>
</ul>
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<span style="font-family: Verdana,sans-serif;"><u><b>Pros</b></u></span></div>
<ul>
<li><span style="font-family: Verdana,sans-serif;"><b>Image Quality</b></span></li>
<li><span style="font-family: Verdana,sans-serif;"><b>Excellent IS</b></span></li>
<li><span style="font-family: Verdana,sans-serif;"><b>Accurate Focusing and Speed</b></span></li>
<li><span style="font-family: Verdana,sans-serif;"><b>Smooth Bokeh</b></span></li>
<li><span style="font-family: Verdana,sans-serif;"><b>Size and Mass</b></span></li>
</ul>
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<span style="font-family: Verdana,sans-serif;"><u><b>Cons</b></u></span></div>
<ul>
<li><span style="font-family: Verdana,sans-serif;"><b>400mm maximum can be a bit short for some wildlife and sport situations</b></span></li>
<li><span style="font-family: Verdana,sans-serif;"><b>Price</b></span></li>
</ul>
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<span style="font-family: Verdana,sans-serif;">Don't forget you can see my complete portfolio at <u><span style="color: blue;"><a href="http://shutterstock.com/g/fouroaks" target="_blank">Shutterstock</a></span> </u>or <span style="color: blue;"><span style="color: blue;"><a href="http://www.dreamstime.com/Fouroaks_portfolio_pg1#res304509" target="_blank">Dreamstime</a></span><u>.</u> </span>I hope to have lots of images taken with my new Canon 100-400 MkII uploaded there very soon!</span><br />
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<span style="font-family: Verdana,sans-serif;"><b>Disclaimer: </b><i> I have not been compensated for
this review and my conclusions were not influenced in any way. The
opinions stated here are my own. I have tried to be as balanced and
objective as possible in this review.</i></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><i><span style="color: red;">Visit my Website at <a href="http://www.fouroaksonline.co.za/" target="_blank"><u>Four Oaks Photography</u></a> to see more of my photography and other useful information. </span></i></span></div>
Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com1tag:blogger.com,1999:blog-3803388396406200160.post-6231099385687315952014-03-27T13:09:00.003+02:002014-03-27T13:09:47.248+02:00Photo Editing FunPhotography is all about capturing the moment by pressing the shutter at exactly the right time and in perfect lighting conditions. Or is it?<br />
<br />
Well to a large extent, yes it is. However, post processing has been an intergral part of photography from long before the digital age. I remember the days of a real darkroom and manually dodging and burning areas of a print during developing.<br />
<br />
But the digital darkroom has opened so many possibilities besides the usual correcting exposure problems, color casts etc. And one of the most enjoyable is creating a new image that would be <i>impossible </i>to get straight out of the camera. <br />
<br />
So I browsed through some of my archived images and after a little thought decided to cretate a few humorous animal pics. Here are the results. I hope they bring a smile to your face!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU3x7l00OXxhc4Xll-H9taG-D1oqZX00Kuj-yFr-hWo5ccZly6Z_Zj5TlwDFf6CcCww90cQC10HdASXghpTRAt9pM0zHPaMj5ZODy9qvJr-t8I6pU3ag6ZWhCkTJvBg5YIvepMjcg-cAc/s1600/Crazy+Zebra+Man.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU3x7l00OXxhc4Xll-H9taG-D1oqZX00Kuj-yFr-hWo5ccZly6Z_Zj5TlwDFf6CcCww90cQC10HdASXghpTRAt9pM0zHPaMj5ZODy9qvJr-t8I6pU3ag6ZWhCkTJvBg5YIvepMjcg-cAc/s1600/Crazy+Zebra+Man.jpg" height="213" width="320" /></a></div>
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<br />Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com0tag:blogger.com,1999:blog-3803388396406200160.post-75774600605036427402014-03-06T08:53:00.002+02:002014-03-06T12:42:16.074+02:00Glendore Sand Quarry<br />
I was approached by Glendore Sand Quarry to do a commissioned shoot of their quarries in the Port Elizabeth area.<br />
See <u><span style="color: blue;"><a href="http://www.glendoresand.co.za/">www.glendoresand.co.za</a></span> </u>for more about them.<br />
<br />
I readily agreed to the still images requirements but balked a bit at their request for video as well. I have never done video before on a professional level. Anyway, why not start now? so I accepted the commission on the basis that the video part of the shoot would be a matter of trial and error.<br />
<br />
And trial it was.... only because it was a massive learning curve to shoot video. (rolling shutter. 180 degrees shutter, ideal shutter speeds for video, video editing software, PAL or NTSC, frames per second etc. are some of the technical aspects that I have managed to learn about)<br />
<br />
But in the end I am very happy because video adds huge potential to the services I can offer.<br />
<br />
But the downside is that I now need to purchase some video equipment in order to create quality videos. A fluid head for panning, a Steadicam for mobile shots and a follow focus/zoom system will all be <i>very </i>useful....<br />
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Also on the menu was low level aerial photos as seen in the first image below:-<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXkGQV66csyG3YFvV3oYBZX-rT06eXUFduejRSsqRi6hb3PX-G-fgU7t4UUOvcvbgosv9tB8gTZGHjY9pzopWU3kRwrIGXBcEzpkllqhHd873UCR0PlLXbIZHW7RmPPT1M65LMNySOlyw/s1600/Mast+Crusher+3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXkGQV66csyG3YFvV3oYBZX-rT06eXUFduejRSsqRi6hb3PX-G-fgU7t4UUOvcvbgosv9tB8gTZGHjY9pzopWU3kRwrIGXBcEzpkllqhHd873UCR0PlLXbIZHW7RmPPT1M65LMNySOlyw/s1600/Mast+Crusher+3.JPG" height="265" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Crusher Plant at Glendore Quarry - Low Level Aerial View</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_DmvulYk20E_y71uvNKCNgXxMF7bB0dysqDf5afcUoG4pF-dAAvk_XXgnjdxSxCH8nWU8FkJ-wU-wd5a9QdQyWT8_-EdBAzXWLpok6CdsVQ9bP3fplXPrc5158jrwdDzCxOrYuz_fQk8/s1600/2014-03-02+Mast+on+Car+s.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_DmvulYk20E_y71uvNKCNgXxMF7bB0dysqDf5afcUoG4pF-dAAvk_XXgnjdxSxCH8nWU8FkJ-wU-wd5a9QdQyWT8_-EdBAzXWLpok6CdsVQ9bP3fplXPrc5158jrwdDzCxOrYuz_fQk8/s1600/2014-03-02+Mast+on+Car+s.jpg" height="320" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ground view of how the top image was taken. (5DMkIII mounted on a 17m telescopic mast attached to the back of my vehicle. Image taken with Cell Phone camera)</td></tr>
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Here are two images taken at ground level:-<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpYVbHoKehqIMdOm71nTFoRL75rtZaPcF4Kx5fS_Dh332VOz5SPBTXtZYj4g2We8-0sKx3M0c8-vP2AhG1j5GYG9DzdJJas5FLUnwcCUqH9thu8_PAMPruhT2K4JepnatTjZmyvEcXnmw/s1600/FEL+2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpYVbHoKehqIMdOm71nTFoRL75rtZaPcF4Kx5fS_Dh332VOz5SPBTXtZYj4g2We8-0sKx3M0c8-vP2AhG1j5GYG9DzdJJas5FLUnwcCUqH9thu8_PAMPruhT2K4JepnatTjZmyvEcXnmw/s1600/FEL+2.JPG" height="265" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Front End Loader picking up large stones to be crushed and graded</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUYfIK-9m64Y6NF-HVyJo4m0RGysGVVYQfPC6ugYAjENsrX1EebZl9Ia0AWn0ts79nmGJwxzuB1bO09VXBVwcB9gfp6wek6CWgjub7uYlP1txjKXVmMFebqsj9MwUyW_5sUlt-C99M0Ps/s1600/Truck+Load+4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUYfIK-9m64Y6NF-HVyJo4m0RGysGVVYQfPC6ugYAjENsrX1EebZl9Ia0AWn0ts79nmGJwxzuB1bO09VXBVwcB9gfp6wek6CWgjub7uYlP1txjKXVmMFebqsj9MwUyW_5sUlt-C99M0Ps/s1600/Truck+Load+4.jpg" height="206" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Front end loader tipping stone into the trailer of a huge delivery truck.</td></tr>
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<br />
Their company name is Glendore <u>Sand </u>and <u>Stone </u>but after spending time in their quarry I think the word '<u>Dust</u>' should be considered as well! I had dust in my ears, hair, vehicle, laptop, camera bag and even in places that I can't mention here.<br />
<br />
Anyway, it was a memorable shoot and I hope that the client will be able to make good use of the images. <br />
<br />Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com0tag:blogger.com,1999:blog-3803388396406200160.post-28496332630549470582014-02-03T00:28:00.001+02:002014-02-19T13:51:04.504+02:00Tamron SP 150-600mm f/5-6.3 Di VC USD ReviewI dumped my trusty Canon 100-400L lens for the new Tamron 150-600mm. Talk about taking chances! Anyway, after much deliberating I jumped in the deep end and placed my order. My Tamron arrived two days later and I nervously opened the box and unpacked it.<br />
<br />
<u>First Impressions</u><br />
<br />
The lens is very well built - no play in the zoom. And I like the matte black finish. The lens is noticeably longer and heavier than the Canon 100-400L.<br />
Also immediately noticeable is how large the front element is compared to the Canon 100-400mm. Filters are going to be VERY expensive for this lens... but then, I NEVER use a filter on my long zoom except once in a blue moon I way want to attach a polarizer. And my personal experience is that UV or Skylight filters usually degrades image quality.<br />
<br />
A negative is that Tamron have not supplied any sort of carry case or protective bag. Pity.<br />
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<u>Initial Testing</u><br />
<br />
Tamron have VC (vibration control) for image stabilization. I was keen to try it out. So on my first night with Tamron I took a few shots of the globe on the other side of the room which is lit by a single fluorescent light.<br />
The VC works well but maybe not as good as the Canon, or so I thought. However, I was pleasantly surprised. It works slightly better than the Canon and I was able to hand hold at shutter speeds as low as 1/250th when zoomed to maximum!<br />
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<i>(Note: All images are unedited except for down sampling and re-sizing. They were shot as in Camera jpeg and with Standard Picture Style. Canon 5D MkIII)</i><br />
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<span style="font-size: x-small;">Click on images to enlarge</span></div>
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<i> Canon 100-400mm - at 400mm F5.6 1/60th - Handheld</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMlwy0-nF7ftiu8daTVrWkZhFGvNjtqNnZ_v6Ri2ZwrTuT39hOm1UJgBvcJ_Zo746vXXMYPgCiu4fV52kaBXt4l1JlmiXhH-ExQEpHSAe-CxVJP3XMA1umyRPEeH9Bkjzun6wd8flpHVM/s1600/Canon+400mm+ISO+2000.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMlwy0-nF7ftiu8daTVrWkZhFGvNjtqNnZ_v6Ri2ZwrTuT39hOm1UJgBvcJ_Zo746vXXMYPgCiu4fV52kaBXt4l1JlmiXhH-ExQEpHSAe-CxVJP3XMA1umyRPEeH9Bkjzun6wd8flpHVM/s1600/Canon+400mm+ISO+2000.JPG" height="265" width="400" /></a></div>
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<i>Tamron 150-600mm - at 400mm F5.6 1/60th - Handheld</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGiS6uXcwIeTBfaAbDGJJAGpn3lLoIJEazQQV2yO2eYSzvWS8S7pIhPAqors6ZVDqKe6kZ-aIIZ-3Y1YUSC43ZSk1A5hpoaTtq9hf0uIHUkfRf4VzZFAp78YOoj0wb9i1wRmtDVtN67_0/s1600/Tamrom+400mm+ISO+2000.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGiS6uXcwIeTBfaAbDGJJAGpn3lLoIJEazQQV2yO2eYSzvWS8S7pIhPAqors6ZVDqKe6kZ-aIIZ-3Y1YUSC43ZSk1A5hpoaTtq9hf0uIHUkfRf4VzZFAp78YOoj0wb9i1wRmtDVtN67_0/s1600/Tamrom+400mm+ISO+2000.JPG" height="266" width="400" /></a></div>
Not much of a difference between these two. The Canon may have a little more contrast but I am not sure.<br />
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Here are 100% crops for comparison:<br />
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<i>Canon </i></div>
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<i>Tamron</i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUGgfVH_YxKqeejXBx-45gfuKuJ1TnNwoXI25Ck3odyr5qh0kFTKtjifW2YlzD0kLhQeZBY3opzFGzc0DdZMQyZZ34m5C5Hy6glhA2yMBv-zwoA1J7NW8CoPACuMxpW4QeT1qDECHHPdE/s1600/Tamron+400mm+ISO+2000+crop.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUGgfVH_YxKqeejXBx-45gfuKuJ1TnNwoXI25Ck3odyr5qh0kFTKtjifW2YlzD0kLhQeZBY3opzFGzc0DdZMQyZZ34m5C5Hy6glhA2yMBv-zwoA1J7NW8CoPACuMxpW4QeT1qDECHHPdE/s1600/Tamron+400mm+ISO+2000+crop.JPG" /></a></div>
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I feel that the Canon wins here due to better contrast, but with a little editing I
think the Tamron will match the Canon. Anyway, pretty good for hand
held shots at 1/60th and 400mm!<br />
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The advantage that Tamron had was the extra 200mm. Here is the same globe shot from the same position at 600mm. The shutter speed was an incredible 1/30th and I still managed to get a reasonable shot. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLgKLid9LsgPpw5862edxmrA_-f6hXNwiPhnd3E2WCChmUdtBgPoRA8TyF3njV7Dqs3fyl_SRWDpXXZJBDylhnRil9pXQfPO0LJWzECbeO8XhZx9_YupSIpqzDRSUw8U4DJPL2_owID78/s1600/Tamron+600mm+ISO+2000.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLgKLid9LsgPpw5862edxmrA_-f6hXNwiPhnd3E2WCChmUdtBgPoRA8TyF3njV7Dqs3fyl_SRWDpXXZJBDylhnRil9pXQfPO0LJWzECbeO8XhZx9_YupSIpqzDRSUw8U4DJPL2_owID78/s1600/Tamron+600mm+ISO+2000.JPG" height="266" width="400" /></a></div>
Compare to the first two images and you quickly get an idea of what the extra 200mm can do!<br />
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The next morning I did a more controlled test. The camera was set to manual for accurate comparison. The camera was tripod mounted and the timer was used to release the shutter. No artificial light was used.<br />
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I feel the Tamron slightly out performed the Canon in image quality. Both lenses focused equally fast. Bokeh was excellent on both lens.<br />
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<i>Canon 100-400 at f8, 1/200th sec, ISO100, Tripod Mounted 400mm zoom</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYqSDN9QPxC0R7yyccvs-GxHqpmkPXj7QGnqUlpyf6z6BlTbIE2jg03e_0pOdTP0o1Pl8XCLEsfau5OfZXfEhNehb5Y5haW6rDJraNKPGuGsue8r5JQY8mw6vXZmxeNNzUeBDdWs9uujE/s1600/Canon+at+400mm.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYqSDN9QPxC0R7yyccvs-GxHqpmkPXj7QGnqUlpyf6z6BlTbIE2jg03e_0pOdTP0o1Pl8XCLEsfau5OfZXfEhNehb5Y5haW6rDJraNKPGuGsue8r5JQY8mw6vXZmxeNNzUeBDdWs9uujE/s1600/Canon+at+400mm.JPG" height="266" width="400" /></a></div>
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<i>Tamron 150-600 at f8, 1/200th sec, ISO100, Tripod Mounted 400mm zoom</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9vL1zGNprHUIupLyRESJWS6gExeiOpl-AKspbaYJchcdFK1lrPhnoVTRHgKzMmgZ-Hoxu_VYdnYYypLqy8j1SNtBbbDC49A594vHpnZe91vP0NaT6K0HgblcOxOz-zIVhEn98l4f4-Uo/s1600/Tamron+at+400mm.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9vL1zGNprHUIupLyRESJWS6gExeiOpl-AKspbaYJchcdFK1lrPhnoVTRHgKzMmgZ-Hoxu_VYdnYYypLqy8j1SNtBbbDC49A594vHpnZe91vP0NaT6K0HgblcOxOz-zIVhEn98l4f4-Uo/s1600/Tamron+at+400mm.JPG" height="266" width="400" /></a></div>
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And here are crops of the above images:-<br />
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<i>Canon</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqZZhhwxB9N52SccOkeGxfIAp0nA6pO6aX4g7QNYiY22qGDtWQrC1QEUGfdnOkAwUkODLFMPKmLKbdQq-Ya7UESbR-QUbGQyX6g98wDsKjZQBKQC3RAb-RTm5w8-sUxV48EL8KauynkPU/s1600/Canon+at+400mm+crop.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqZZhhwxB9N52SccOkeGxfIAp0nA6pO6aX4g7QNYiY22qGDtWQrC1QEUGfdnOkAwUkODLFMPKmLKbdQq-Ya7UESbR-QUbGQyX6g98wDsKjZQBKQC3RAb-RTm5w8-sUxV48EL8KauynkPU/s1600/Canon+at+400mm+crop.jpg" /></a></div>
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<i>Tamron</i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzrmAN5MAg35tY-zqMxm6eKEvZXzYiRa9CvnPmBAiAOo-0SCkKhOZ1Iy9mMZTlARGhQ2AsLyRYliU6-XJCRhyl4rpwcVIYWUDNIS-96tGEnOXyXYNUKvFPOJ0qdafV4W8ALWWiP6gv9zk/s1600/Tamron+at+400mm+crop.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzrmAN5MAg35tY-zqMxm6eKEvZXzYiRa9CvnPmBAiAOo-0SCkKhOZ1Iy9mMZTlARGhQ2AsLyRYliU6-XJCRhyl4rpwcVIYWUDNIS-96tGEnOXyXYNUKvFPOJ0qdafV4W8ALWWiP6gv9zk/s1600/Tamron+at+400mm+crop.JPG" /></a></div>
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To me the Tamron has picked up slightly more detail but image quality for both is superb.<br />
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<u>Field Test</u><br />
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In the late afternoon I spent two hours in the nearby <a href="http://www.kraggakamma.com/content.asp" target="_blank"><span style="color: blue;">Kragga Kamma Game Reserve</span></a> to really put the lens through it's paces. I often shoot wildlife and this would be an ideal opportunity to see how the Tamron lens handled as well as get a good idea of the image quality when I got back home.<br />
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Strangely I found it difficult to get used to the twist zoom action. I suppose I have got so acquainted with the push pull action of the Canon that it has became second nature. Anyway, I am sure that this wont be a problem in the future. It is just a matter of getting used to it.<br />
The manual focus ring is on the body side of the lens. This worried me at first because I thought I may easily bump it on my bean bag but in practice it is not a problem at all.<br />
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My setup for wildlife always includes a Speedlight set at -1. I wondered if the bigger lens hood would interfere with the flash and cause shadows but there was absolutely no problem there.<br />
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Well I have to say that in general the lens was a pleasure to use. It is a bit heavier than the Canon and I would imagine that a small person would notice it more than me. You certainly can't hang the camera round your neck with this lens attached for too long. After 10 mins it begins to feel very heavy. I found orientating the tripod collar upwards and using it as a carry handle worked very well. However, most of my shots for this review were shot from the car with the lens resting on a bean bag.<br />
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Focus was quick and accurate. Every bit as good as the Canon. I shot some back-lit images as well to see how the lens would handle flare.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimxwL0VpKQpwZDbbdeGs3rdNbMbjgd1MYmp9Evn9m99Nmq5TJOQmHmcLU9Lj4NcPi9idEeakgJ0fRI4I-h8zNrET2KbB8VMngX0PB_TAkkZl5mU4eW4j3kc1-rOQdrs_04TZ2Q94pE0xI/s1600/Waterbuck.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimxwL0VpKQpwZDbbdeGs3rdNbMbjgd1MYmp9Evn9m99Nmq5TJOQmHmcLU9Lj4NcPi9idEeakgJ0fRI4I-h8zNrET2KbB8VMngX0PB_TAkkZl5mU4eW4j3kc1-rOQdrs_04TZ2Q94pE0xI/s1600/Waterbuck.JPG" height="266" width="400" /></a></div>
<i>Backlit waterbuck - focus is on the right hand side waterbuck's forehead. f11, 1/160th sec</i><br />
The image is a bit soft but this I think is due to the slow shutter speed.<br />
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<i>100% Crop</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi997Nhnfn2wU98SzsHP1tFP8WbRNH6EYCgVDWOz1m3oheSfexdktWs21_JjItjHADBE1tIOCo6_2F-IvrCQNmy9FzRh_8xnJ2KvklzwnaN8boAgNr1JyHCrgBsU36AYr0CrUvJltHh5Q0/s1600/Waterbuck+crop.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi997Nhnfn2wU98SzsHP1tFP8WbRNH6EYCgVDWOz1m3oheSfexdktWs21_JjItjHADBE1tIOCo6_2F-IvrCQNmy9FzRh_8xnJ2KvklzwnaN8boAgNr1JyHCrgBsU36AYr0CrUvJltHh5Q0/s1600/Waterbuck+crop.jpg" /></a></div>
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Heading back home I felt anxious but confident at the same time. I was not disappointed!! The lens performed very well and produced sharp images. I had no problem in deciding that the Tamron had officially replaced the Canon for me. The real bonus? The extra reach! That extra 200mm makes a big difference. Of course all the shots I took were on Single Shot and I am yet to try the Servo mode with this lens. But I could hand hold at 1/250th second and get sharp images so I am sure the Servo mode will work very well.<br />
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Overall I am very pleased with this lens so far. I think Tamron have a real winner!<br />
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<i> Warthog, 1/640th sec, f10, 600mm</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1lNa012qkTWF4yrqpAA7aaFr84xE-sDO_dX7MIW8-gZ5hHSdYJE2ldtfaaMY60qnHh6lXmGIq9w-LWIJWsiwdhmcen75O89-JNBF9HWgjFBBMmqUQjKYp00V5kZ8wUqsh-7tgcbgGEYw/s1600/Warthog+face+-+Copy.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1lNa012qkTWF4yrqpAA7aaFr84xE-sDO_dX7MIW8-gZ5hHSdYJE2ldtfaaMY60qnHh6lXmGIq9w-LWIJWsiwdhmcen75O89-JNBF9HWgjFBBMmqUQjKYp00V5kZ8wUqsh-7tgcbgGEYw/s1600/Warthog+face+-+Copy.JPG" height="266" width="400" /></a></div>
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<i> 100% crop</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFbkAML29N2i_1cVRbbCG-r3vcDpro5ZcThhOpIxl-nuhdJ7Oa3Jzfx4XcOHjU-FY5vZsyilHzRzejbMyaPT6sR5fuyMWxTdpK0hbXOehESJHMeRNK6FsP8-jKyruoM4Hu3vw9LjYyfQQ/s1600/Warthog+crop.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFbkAML29N2i_1cVRbbCG-r3vcDpro5ZcThhOpIxl-nuhdJ7Oa3Jzfx4XcOHjU-FY5vZsyilHzRzejbMyaPT6sR5fuyMWxTdpK0hbXOehESJHMeRNK6FsP8-jKyruoM4Hu3vw9LjYyfQQ/s1600/Warthog+crop.jpg" /></a></div>
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<i>Zebra, 1/5000th. f5.6, 300mm </i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguRd5NETAl66ye8ugPuyIdwtC_DWYAi-p5seIfV43QCjU1nHJPqrvzD-NuAO3iOsHRGPNmZZLiG761DYcYMNlkLwUW2T1Pklpl6gkfOZSsec2KyPzqp2IzP1fG1jxEcsfKAra7kpFOFEI/s1600/Zebra.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguRd5NETAl66ye8ugPuyIdwtC_DWYAi-p5seIfV43QCjU1nHJPqrvzD-NuAO3iOsHRGPNmZZLiG761DYcYMNlkLwUW2T1Pklpl6gkfOZSsec2KyPzqp2IzP1fG1jxEcsfKAra7kpFOFEI/s1600/Zebra.JPG" height="266" width="400" /></a></div>
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<i>100% crop </i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXenNGCTJq3UJ95LHJLmPYwbVWyYYbwNaByr-4Uy7GK_mNNviQyQB4C7ToFv4Kkbb4CNzCXSUvixCMvJnI7Z7I7HuYLpTthmvWWwJsybYUAcV6cYyJFZeLZkSjBSpnbZTlV7bDDlfYN68/s1600/Zebra+crop.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXenNGCTJq3UJ95LHJLmPYwbVWyYYbwNaByr-4Uy7GK_mNNviQyQB4C7ToFv4Kkbb4CNzCXSUvixCMvJnI7Z7I7HuYLpTthmvWWwJsybYUAcV6cYyJFZeLZkSjBSpnbZTlV7bDDlfYN68/s1600/Zebra+crop.jpg" /></a></div>
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These following images have been slightly edited, mainly a bit of cropping and a small contrast boost. </div>
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<i>Bontebok</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP1OUKL9XAW_SsBYOoVPrEbQ3VNU8OQoGoEvx2AfHDxreKG8iJFXS3EKUFILhyphenhyphenWADNKpFRsZiGfHkZcwBMkU1SATncAKEO2a9APESpOW6nQDizin7zDRCn39Pl00kj2MiR7phukwumip4/s1600/Bontebok+and+Lamb.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP1OUKL9XAW_SsBYOoVPrEbQ3VNU8OQoGoEvx2AfHDxreKG8iJFXS3EKUFILhyphenhyphenWADNKpFRsZiGfHkZcwBMkU1SATncAKEO2a9APESpOW6nQDizin7zDRCn39Pl00kj2MiR7phukwumip4/s1600/Bontebok+and+Lamb.JPG" height="281" width="400" /></a></div>
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<i> Giraffe</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_imqsx37_hmPxM5pD1T_946X1_TDSD7-rUP4xOcWqD7kclNGWHhdn_UvcdWWaJJvtrQ4pWGPkKu2OPPWdA1uqBfwEDDzbpmjtvnivsXygiljfk2A1KluQJMs5g0eMWx1oE1oPbKgW0K0/s1600/Giraffe+Face+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_imqsx37_hmPxM5pD1T_946X1_TDSD7-rUP4xOcWqD7kclNGWHhdn_UvcdWWaJJvtrQ4pWGPkKu2OPPWdA1uqBfwEDDzbpmjtvnivsXygiljfk2A1KluQJMs5g0eMWx1oE1oPbKgW0K0/s1600/Giraffe+Face+1.JPG" height="640" width="425" /></a></div>
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<i>Ostrich</i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjixZOrBG3FrvyIHrYw1ozU_rKy-ASSCe8Zq7WzzZ9SuzkwBwUzZOIgvBseWlsw0LDG6_LWIYMxy71eUfyeLz9cBem2zhyVrlr51Ef0qWTP_D9RBwl2dbDTgyyY4Saj78n2y4tyPXxX-tQ/s1600/Ostrich+Male.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjixZOrBG3FrvyIHrYw1ozU_rKy-ASSCe8Zq7WzzZ9SuzkwBwUzZOIgvBseWlsw0LDG6_LWIYMxy71eUfyeLz9cBem2zhyVrlr51Ef0qWTP_D9RBwl2dbDTgyyY4Saj78n2y4tyPXxX-tQ/s1600/Ostrich+Male.JPG" height="338" width="400" /></a></div>
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<span style="font-size: large;"><u><b>Pros</b></u></span></div>
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<b>Focal Range and Length</b></div>
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<b>Image Quality</b></div>
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<b>Excellent VC (Vibration Control)</b></div>
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<b>Accurate Focusing and Speed</b></div>
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<b>Smooth Bokeh</b></div>
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<b>PRICE!!!</b></div>
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<u><span style="font-size: large;"><b>Cons</b></span></u></div>
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<b>Heavy</b></div>
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<b>No carry case</b></div>
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<b>95mm Filters will be expensive </b></div>
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<b>Max aperture at 600mm is f6.3</b></div>
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Don't forget you can see my complete portfolio at <a href="http://shutterstock.com/g/fouroaks" target="_blank"><span style="color: blue;">Shutterstock</span></a> or <a href="http://www.dreamstime.com/Fouroaks_portfolio_pg1#res304509" target="_blank"><span style="color: blue;">Dreamstime</span></a>. I hope to have lots of images taken with my new Tamron uploaded there very soon!</div>
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<div class="MsoNoSpacing" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Disclaimer:<span style="mso-spacerun: yes;"> </span></b><i style="mso-bidi-font-style: normal;"><span style="mso-spacerun: yes;"> </span>I have not been compensated for this review and my conclusions were not influenced in any way.<span style="mso-spacerun: yes;"> </span>The opinions stated here are my own.<span style="mso-spacerun: yes;"> </span>I have tried to be as balanced and objective as possible in reviewing this lens.</i></div>
Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com15tag:blogger.com,1999:blog-3803388396406200160.post-5881585899284554372014-01-19T23:27:00.000+02:002014-01-19T23:36:54.394+02:0015 January 2014 - Factory FireJust after 8am I looked out of our bedroom window to see a huge plume of black smoke rising high into the sky. This was no bush fire... something big was burning.<br />
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I grabbed my photo gear and raced off following the very visible smoke plume.<br />
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A textile factory in the North End area of Port Elizabeth was ablaze! I managed to get onto the premises and get some shots before the police asked me to leave.<br />
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Thankfully there were no serious injuries. And although the roof of the factory collapsed and the walls caved in in places, no surrounding buildings caught alight. Scary stuff....<br />
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<br />Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com0tag:blogger.com,1999:blog-3803388396406200160.post-90868978125621968552014-01-11T15:20:00.001+02:002014-01-11T15:22:09.086+02:007 January 2014 - Birds of Eden, Monkeyland, JukaniThe weather prediction was for rain but I decided to take a drive to the Craggs (near Pletternberg Bay) anyway. I wanted to see how my new Canon 5D MkIII would perform in the low light conditions at Birds of Eden. And, of course, to get as many photos as possible to upload to the Microstock sites. Monkey Land and Jukani were also part of the plan.<br />
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Well it rained on and off as predicted but that wasn't the problem.... the heavy overcast conditions meant that while the light was soft and even, it was <i>also very low</i>. I was shooting at ISO2000 up to ISO4000 and still having to use a slow shutter speed and wide open aperture. Lots of soft pics due to camera shake. The very shallow depth of field didn't help either.<br />
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Jukani was very interesting and is beautifully laid out. We had the excitement of watching two big male lions roaring and charging at each other. Only the fences of their enclosures kept them apart (and from attacking us as well!) Powerful stuff. However, from a photographers point of view, the photo opportunities were very limited due to the (very necessary) double fences.<br />
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It was an overall disappointment as far as the shoot went, but I am very impressed with the 5DMkIII's high ISO capabilities. <br />
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Anyway, here are a few of the better images from the day.<br />
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<br />Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com0tag:blogger.com,1999:blog-3803388396406200160.post-29407685687372325122014-01-05T03:13:00.000+02:002014-01-05T03:13:20.212+02:0030 December 2013 - Fire EaterThe circus was in town so I used the opportunity to arrange a private demonstration by the Fire Eater.<br />
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This was tricky.... outdoors the wind was blowing the flame away and indoors the light was so low it was difficult to see what was going on. Anyway "Paul" kindly gave me a few minutes and we managed to capture a few interesting shots.<br />
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Oh, and I learnt a few tricks of the trade! Not that I will ever try it.</div>
Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com0tag:blogger.com,1999:blog-3803388396406200160.post-22467783422638227212013-12-31T18:56:00.002+02:002014-02-15T13:44:00.194+02:0031 December 2013 - Oil on Water Macro Photos<br />
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Last shoot of 2013!<br />
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I've wanted to try this for ages. These pics didn't require much effort to set up and I am fairly pleased with the results. <br />
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Cleaning up afterwards was a problem though!<br />
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This one is a cheese grater with a few colour reflections.</div>
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(Many thanks to Coral for the use of her macro lens.)<br />
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15 February 2014<br />
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Brief description of my method to making these images.<br />
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<u><b>Oil on Water</b></u><br />
You will need a sheet of clear glass, 4 x cardboard tubes or other non reflective objects to support the glass, a clear glass or plastic bowl without any markings, small amount of cooking oil, water and lastly some sheets of colored art paper. <br />
For your camera you will need a macro lens and two speedlights. A tripod is also essential.<br />
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Setup as per this sketch. Make sure that the camera is absolutely square to the water surface otherwise only part of the image will be focused. Use a small aperture. I found f16 worked well.<br />
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Start of by placing a small amount of oil on the water. Experiment with the power output of the speedlights and the positioning of the colored papers below the bowl.<br />
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Stir the oil on the water and photograph it as the droplets merge and make patterns. Change the positioning of the colored papers frequently to get different effects. Try overlapping them or cutting them into strips to get interesting effects.<br />
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<u><b>Cheese Grater</b></u><br />
This one is simpler to create. I used one speedlight mounted off camera and through an umbrella. I held sheets of colored paper close to the cheese grater and with my other hand fired the camera. I used a cable release but using the shutter delay setting will also work.<br />
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Experiment by holding different colored paper and by altering the angle of the papers. When looking through the camera you will be able to see the reflection on the cheese grater. If not then it wont show in the photograph either. <br />
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Note that when using a macro lens every speck of dust shows up clearly. Try to keep everything as clean as possible!<br />
<br />Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com2tag:blogger.com,1999:blog-3803388396406200160.post-42666331539512024372013-12-28T10:52:00.000+02:002013-12-28T10:53:42.826+02:0026 Decemeber 2013 - Seaview Lion Park Visit Visited the Seaview Lion Park and expected the lions and tigers to all be totally inactive due to the hot weather. I was pleasantly surprised to get some shots of them very wide awake!<br />
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The park has a number of baby antelope as well and the animals all look like they are thriving.<br />
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I just wish the owners would consider making it easier to photograph the big cats. The double fences are obviously necessary but so annoying to a photographer!<br />
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Photos by Steve (who seemed to love my Canon 5DMkIII!)</div>
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<br />Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com0tag:blogger.com,1999:blog-3803388396406200160.post-33542206513026217202013-12-26T21:56:00.003+02:002013-12-27T09:04:25.223+02:00Welcome to my Photo Blog<div style="text-align: center;">
Welcome to the Four Oaks Photography blog. </div>
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<a href="http://www.fouroaksonline.co.za/" target="_blank"><img alt="http://www.fouroaksonline.co.za/" border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRabJqqFnJj7YOJ51QfC5BCySsNwZdFYUEeGuIvZWY6EmsXnPAP1a0RjwjxAYZNekDfvcfCgCMPnMpwLr3iD_ikahUWrzVBYPvaASU0q4dfpda9E3VclgSXY6uJEGG-Soo7_UG1FPQMZk/s1600/Coffee+Mugs+and+Steam.jpg" width="285" /></a></div>
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These are my cups of inspiration.... - watch this space for much more to come!!!</div>
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Have a look at my stock photo site - click <a href="http://www.fouroaksonline.co.za/index.php" target="_blank">here</a></div>
Four Oaks Photographyhttp://www.blogger.com/profile/04451834754357083762noreply@blogger.com0