tag:blogger.com,1999:blog-63798333150413409442024-02-20T01:59:23.531-07:00CLam's BlogCarroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.comBlogger55125tag:blogger.com,1999:blog-6379833315041340944.post-91310700778027654292013-08-30T08:02:00.000-07:002013-08-30T08:02:06.654-07:00OVERCOMING WIND NOISE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5SeZ3Dr50BcNCTRuLnMsC9Aa7rw8BoY2acz7MOuQlaWxZNAqYex7upjXmUPyhaw2V0IRL_4_hvbRQYoF7zRagnnXvXhbbJotDGpZ6zILH21hjsMcuwe-Zfc-bf9zQt1G8oWu4W7EiLO8e/s1600/wind.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5SeZ3Dr50BcNCTRuLnMsC9Aa7rw8BoY2acz7MOuQlaWxZNAqYex7upjXmUPyhaw2V0IRL_4_hvbRQYoF7zRagnnXvXhbbJotDGpZ6zILH21hjsMcuwe-Zfc-bf9zQt1G8oWu4W7EiLO8e/s320/wind.gif" width="320" /></a></div>
<span style="font-family: Arial, Helvetica, sans-serif;"> Most of us have experienced the problem of shooting video on windy day. You're using a camcorder that doesn't have any wind protection for the microphone.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> When this happens you end up with low-frequency rumbling in the resultant audio channels. Although with some amount of low-frequency rumbling can be removed in post with audio filtering programs, the result is usually not very satisfactory.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> </span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The problem is most likely to happen with one of the smaller "palmcorders" or a digital still camera that also has a video mode.</span><br />
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> I was recently shooting some thunderstorm activity on nearby <a href="http://en.wikipedia.org/wiki/Mount_Lemmon" target="_blank">Mt Lemmon</a> with a camera mounted on the window of the <a href="http://www.clamcamvideo.com/scion_lg.html" target="_blank">ClamCamVideoMobile</a>. Although it wasn't particularly windy there were light breezes.</span><br />
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> When I returned home and played the video I found it was filled with that dreaded rumble that pretty well ruined the great thunderclaps that were also recorded.</span><br />
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> I decided to try a wind-protection "trick" on two of my cameras - the Sony HXR-MC50 (using its built-in mike) and the Sony RX100 still camera that has a video mode.</span><br />
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Two photos below show the microphone ports on the two cameras. I decided to try covering them with some open foam about a quarter of an inch thick.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCX4uy53AQXM3yGw0ZutG3zkg31XImcadpbrZGcjb01hxcp3L8YxydpzfSR1aryeRlrTrJlsq-MEOsLELwwuZRupH3oFpd3BYI8rsrIFguZ_8y9vp01RqdJtfMq_knx-ig7vril4RV14BM/s1600/combo.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCX4uy53AQXM3yGw0ZutG3zkg31XImcadpbrZGcjb01hxcp3L8YxydpzfSR1aryeRlrTrJlsq-MEOsLELwwuZRupH3oFpd3BYI8rsrIFguZ_8y9vp01RqdJtfMq_knx-ig7vril4RV14BM/s640/combo.gif" width="640" /></a></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The photo below shows the small pieces of foam that I crafted to cover the microphone ports on the camera. The notch in the RX100 piece is so it won't cover the RX100's power button.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS5N0_eU1tJBrKaS0wQ8WKUWsfFOjWUjc_tTqvKpGE8Y2xEaWUvJhPw8KdYH0UHwZldQKRPNuY7SQoEXCxGUnw_CuMundUyzHHwVfTBJ_ha8jtLmGyPfT1WN9tTxWrMLwaoIwqAzEUGLxY/s1600/foam.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgS5N0_eU1tJBrKaS0wQ8WKUWsfFOjWUjc_tTqvKpGE8Y2xEaWUvJhPw8KdYH0UHwZldQKRPNuY7SQoEXCxGUnw_CuMundUyzHHwVfTBJ_ha8jtLmGyPfT1WN9tTxWrMLwaoIwqAzEUGLxY/s400/foam.gif" width="400" /></a></div>
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</span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">After carefully gluing the foam pieces on the cameras using <a href="http://www.amazon.com/gp/product/B000EFQ2I0/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B000EFQ2I0&linkCode=as2&tag=clamcamvideoc-20" target="_blank">Elmer'r rubber cement</a>, they look like this.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha0ZP5bX32r2l67P9p-Z6zwrSIEX_ULT_3HB7o7a7hgnY9hl_WJda8zJeJhQWlYKp1KzQ33NbD7WLcua9KNStAOv3JG3LdaMP2HOqzYX3p0Cltc-lGpBAyKuhmzKtqd0JNOk7-3L1DucLu/s1600/wind.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEha0ZP5bX32r2l67P9p-Z6zwrSIEX_ULT_3HB7o7a7hgnY9hl_WJda8zJeJhQWlYKp1KzQ33NbD7WLcua9KNStAOv3JG3LdaMP2HOqzYX3p0Cltc-lGpBAyKuhmzKtqd0JNOk7-3L1DucLu/s640/wind.gif" width="640" /></a></div>
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Here's some audio from both cameras with and without the foam applied. The background noise that you hear is the fan that's providing the "wind" for the test.</span><br />
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<iframe allowfullscreen="" frameborder="0" height="338" src="//www.youtube.com/embed/Hpk8Z6VZUkc?rel=0" width="600"></iframe></span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br />
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The foam on the MC50 obviously to do a better job than that on the RX100, even though there is some wind noise reduction for the RX100. I attribute this to the fact that there wasn't enough room on the RX100 to cover much beyond mike port's themselves. I may try a larger, thicker, piece of foam on the RX100.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The foam wind protection got a good field test recently. Here's a clip with, as you can see from the video, lots of wind. </span><br />
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<iframe allowfullscreen="" frameborder="0" height="338" src="//www.youtube.com/embed/0bazFGbAnBQ?rel=0" width="600"></iframe></span><span style="font-family: Arial, Helvetica, sans-serif;"> </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">There was no attempt to capture the audio of the participants but you can hear an orchestra in the background without the severe wind noise that would have been present if the foam had not been applied.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b>TO FIND OUT CURRENT WIND CONDITIONS IN THE USA GO <a href="http://hint.fm/wind/index.html" target="_blank">HERE</a>.</b></span><br />
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</b></span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com6tag:blogger.com,1999:blog-6379833315041340944.post-60444176767388497612013-06-04T09:37:00.000-07:002013-06-04T09:37:43.819-07:00ANOTHER GOOD USE OF SILICONE<span class="Apple-style-span" style="color: #584d4d; font-family: Arial; font-size: 15px;"><span style="letter-spacing: 0px;"> </span></span><span class="Apple-style-span" style="color: #584d4d; font-family: Arial; font-size: 15px;"><b style="font-family: Times, 'Times New Roman', serif;"><span style="font-size: xx-small;">[Note: this is another in a series of postings that were originally hosted by Apple but went away when Apple cancelled mobileme.com.]</span></b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJvRSd34HB-zdYGdapw20HMsU9wBH8KxU7voC7iH59JxNRXN1BmIlwvsEJ7aYwQa69RUOUGJ8_ZvERRKwum71S9-cTT4gwdQkG-h7aVpQxQn-da7guwke60KIELHsnPIlOVzD3FVUGmacw/s1600/tape.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJvRSd34HB-zdYGdapw20HMsU9wBH8KxU7voC7iH59JxNRXN1BmIlwvsEJ7aYwQa69RUOUGJ8_ZvERRKwum71S9-cTT4gwdQkG-h7aVpQxQn-da7guwke60KIELHsnPIlOVzD3FVUGmacw/s320/tape.jpg" width="320" /></a></div>
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<span style="letter-spacing: 0px;"> Second only to gaffer's tape, this silicone repair tape product is a real "jack-of-all-trades". You can use it for everything from sealing a leaky hose to wrapping the handles of your tools to lashing things together or in place of electrical tape. </span></div>
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<span style="letter-spacing: 0.0px;"> The interesting thing about this self-fusing silicone-based tape is that it uses no adhesive to bond to itself. You stretch and wrap the tape around the object and it bonds tightly to itself but not the object. I use this stuff in a variety of applications and it is really amazing. </span></div>
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<span style="letter-spacing: 0.0px;"> You can read more about Rescue Tape it <a href="http://www.rescuetape.com/">here</a>.</span></div>
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<span style="letter-spacing: 0px;"> If you purchase it here I get a small consideration.</span></div>
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<li style="color: #584d4d; font: 15.0px Arial; margin: 0.0px 0.0px 0.0px 0.0px;"><span style="letter-spacing: 0.0px;"> <a href="http://www.amazon.com/gp/redirect.html?ie=UTF8&location=http%3A%2F%2Fwww.amazon.com%2Fs%3Fie%3DUTF8%26ref_%3Dnb%5Fsb%5Fss%5Fi%5F0%5F15%26field-keywords%3Dsilicone%2520repair%2520tape%26url%3Dsearch-alias%253Daps%26sprefix%3Dsilicone%2520repair&tag=clamcamvideoc-20&linkCode=ur2&camp=1789&creative=390957">Amazon</a></span></li>
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<br />Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-21779800001435603082013-04-30T14:20:00.000-07:002013-04-30T14:20:13.793-07:00GO WITH THE FLOW (repeated)<div class="separator" style="clear: both; text-align: left;">
<span class="Apple-style-span" style="color: #584d4d; font-family: Arial; font-size: 15px;"><span style="letter-spacing: 0px;"> </span><b style="font-family: Times, 'Times New Roman', serif;"><span style="font-size: x-small;">[Note: this is another in a series of postings that were originally hosted by Apple but went away when Apple cancelled mobileme.com.]</span></b></span></div>
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<span style="letter-spacing: 0.0px;"> Many of us have acquired flashcard-based camcorders. Some as a complete replacement of our tape-based cameras and some as additional cameras. Now we are faced with adapting to a new workflow in using these card-based cameras in addition to, or instead of that used with tape-based cameras. In this posting I will discuss the workflow that I have evolved after using a card-based camera for awhile. This workflow assumes that one is primarily using the flashcard-based camcorder for high definition (HD) collection. The figure above shows my workflow elements which I discuss in the following paragraphs.</span></div>
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<span style="letter-spacing: 0.0px;"> Virtually all these cameras use the <a href="http://en.wikipedia.org/wiki/AVCHD%5D">AVCHD</a> or <a href="http://livepage.apple.com/">MPEG-2</a> method of encoding the HD video before recording it to the card. The most frequent type of card used is the "Secure Digital High Capacity" (<a href="http://en.wikipedia.org/wiki/SDHC#SDHC">SDHC</a>) card but some video cameras use the Compact Flash (<a href="http://en.wikipedia.org/wiki/CompactFlash">CF</a>) cards. Also, some Sony cameras will use only the Sony <a href="http://en.wikipedia.org/wiki/Memory_Stick">Memory Stick</a> cards but recent Sony cameras have the ability to use either an SDHC or Memory Stick cards. High-end Sony and Panasonic cameras use proprietary cards - <a href="http://en.wikipedia.org/wiki/SxS">SxS</a> and <a href="http://en.wikipedia.org/wiki/P2">P2</a> respectively.</span></div>
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<span style="letter-spacing: 0.0px;"> The files recorded to the cards come with a variety of extensions depending on the specific camera and manufacturer. File types include: .mov, .mx4, .mxf, .mts, and .mp4. The files are created using the various digital codecs and have different file type "wrappers" applied before recording which results in the different file types. Fortunately, Gen3 Cassies (S-2000, S-4000, and S-4100 all running Bogart 3) and most pc-based editing programs can read all of these file types directly.</span></div>
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<span style="letter-spacing: 0.0px;"> I break the workflow process into three general stages - initial download, intermediate storage, and long-term archival storage and retrieval.</span></div>
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<span style="letter-spacing: 0.0px;"><b>INITIAL DOWNLOAD</b></span></div>
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<span style="letter-spacing: 0.0px;"> This stage is pretty straightforward. I can connect the camera to either the Gen3 Cassie or PC/Mac via USB and download the files directly from the camera. Or, I can remove the recording card from the camera, insert it a card reader and connect the card reader to either the Cassie or PC via USB for off-loading the video clips on the card. If off-loaded into the Cassie I'm ready to start editing immediately.</span></div>
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<span style="letter-spacing: 0.0px;"><b>INTERMEDIATE STORAGE</b></span></div>
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<span style="letter-spacing: 0.0px;"> I use an external hard drive connected to my PC via USB as an intermediate storage device. By "intermediate" I generally mean that I use it to store the source video until I'm finished with the editing process and I've collected enough video on the hard drive to fill one or more DVDs. By using a USB-connected hard drive I can actually disconnect the hard drive from the PC and connect it to the Cassie for loading files from it directly into the Cassie.</span></div>
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<span style="letter-spacing: 0.0px;"> I can also use the PC to load video file from the PC or intermediate hard drive onto a "thumb drive" for transfer to the Cassie. Of course, the Gen3 Cassie can be used to create output files within Media Manager than can be recorded out to either the thumb drive or hard drive.</span></div>
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<span style="letter-spacing: 0.0px;"><b>ARCHIVAL STORAGE AND RETRIEVAL</b></span></div>
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<span style="letter-spacing: 0.0px;"> I personally like to keep most of my source material in some form of long-term archive from which it can be retrieved if needed. The cost of the card recording media is too high to use the cards themselves as the archiving media. Although hard drives have a high capacity-to-cost ratio, I don't like them for long-term storage for a couple of reasons. First, they are complex electro-mechanical devices and therefore more subject to failure than other methods. Secondly, they are relatively hard to store.</span></div>
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<span style="letter-spacing: 0.0px;"> Therefore, I have adopted DVDs as my method of long-term storage and retrieval. Although standard DVD-Rs (red-laser) could be used I opted to use Blu-ray BD-Rs. The Blu-rays have some five times the capacity of the DVD-Rs and are purported to have a longer lifetime than DVD-Rs. I cannot verify their longer life but I do prefer the higher capacity which is some 100 minutes of HD video. The specific amount of HD video that a DVD-R or BD-R will hold depends on the specific HD mode recorded. Many of the card-based cameras can record HD video at different bit rates. One Sony camera, for example, can record HD video at bit rates from 9 to 24 Mb/sec. The 100 min capacity mentioned previously refers to the 24 Mb/sec data rate.</span></div>
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<span style="letter-spacing: 0.0px;"> When I've collected enough intermediate storage video to fill one or more DVDs I burn the files to the DVD for long-term storage. If I need to retrieve the files from the DVD I can either read them back into the PC or directly into my Blu-ray equipped Gen3 Cassie. If one has a Gen3 Cassie but without the Blu-ray burner then use DVD-Rs for the long-term storage and they can be read into any Gen3 Cassie.</span></div>
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<span style="letter-spacing: 0.0px;"><b>WHAT IF YOU ARE USING A GEN2 CASABLANCA?</b></span></div>
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<span style="letter-spacing: 0.0px;"> Unfortunately, Gen2 and earlier Casablancas do not have the capability to load AVCHD and MPEG-2 files via USB connections. And the Ethernet-Transfer application that is standard on Gen2 Cassies running later versions of SmartEdit only works for standard definition (SD) projects. If you are editing in HD on a Gen2 Cassie and have acquired a card-based camera you have a couple of options. If your PC has a Firewire output you could use a PC editing program to convert the files to HDV format and transfer them to your Cassie via Firewire. Or you could convert the files to AVI format and record them to a DVD and use Disk Transfer on the Gen2 Cassie to input the files. A DVD-R will only hold about 20 mins of HD video.</span></div>
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<span style="letter-spacing: 0.0px;"> But you could still use the PC-centric archival method described above. (Or, upgrade your Cassie to a <a href="http://www.clamcamvideo.com/editors.html">Gen3 model</a>. 8-) )</span></div>
Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-39066152426607073682013-04-07T11:36:00.002-07:002013-04-07T11:36:48.203-07:00NAB 2013 IS UPON US<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwTVPL9jlRe1PSZpu_xRxen7e7klT4222pooqyQ50ZuZJdZebb5Rdzx0eBW3aSpgrJhOmZnxr9SkYxKi1sp7YbLDrtycQNrzsCX1xMhYqn1qr5l8KMkK8bGGCgcGmFjxdVS17W4cSedpqa/s1600/NABshow_logo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="69" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwTVPL9jlRe1PSZpu_xRxen7e7klT4222pooqyQ50ZuZJdZebb5Rdzx0eBW3aSpgrJhOmZnxr9SkYxKi1sp7YbLDrtycQNrzsCX1xMhYqn1qr5l8KMkK8bGGCgcGmFjxdVS17W4cSedpqa/s320/NABshow_logo.png" width="320" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">This year's show is starting this week. The exhibits open tomorrow and I plan to be there at first opening. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> I usually have several things that I want to see but this year's list is pretty slim. The "hot tip" seems to be "4K" cameras and the associated gear to support them, including displays. There is an official name for such resolution - <a href="http://en.wikipedia.org/wiki/Ultra_high_definition_television" target="_blank">Ultra High Definition TV</a> - UHDTV.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> One thing that I do want to look at is a new electronically-stabilized camera mount. Although quite expensive, it is intriguing because it uses a totally new form of stabilization. This is the Movi M10. Here's a video made using it:</span></div>
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<iframe allowfullscreen="" frameborder="0" height="317" mozallowfullscreen="" src="http://player.vimeo.com/video/62917185" webkitallowfullscreen="" width="600"></iframe> <br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> Here's a "behind-the-scenes" of using the Movi M10 to make the preceding video:</span><br />
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<iframe allowfullscreen="" frameborder="0" height="317" mozallowfullscreen="" src="http://player.vimeo.com/video/63357898" webkitallowfullscreen="" width="600"></iframe></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> There will undoubtedly be other things of interest popping up while I'm here. Let me know if there's anything in particular you'd like me to investigate.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-25567007314707333322013-02-19T09:13:00.000-07:002013-02-19T09:13:18.931-07:00DO THE LOOP DE LOOP (repeated)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5DzqQ4R99PyEq3lm-E1Tef1qq8TxAE5Y-6CV5SmQLlJ6IVb5q9N4INI_BAF6y-Aepdq_t6X32pk4lVdZ_mWPe00la9P4l_CqAKLB7V80sQYg-fjn5KpjkdA7t54Oe_WXiQfbAxFquSjoJ/s1600/cables.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5DzqQ4R99PyEq3lm-E1Tef1qq8TxAE5Y-6CV5SmQLlJ6IVb5q9N4INI_BAF6y-Aepdq_t6X32pk4lVdZ_mWPe00la9P4l_CqAKLB7V80sQYg-fjn5KpjkdA7t54Oe_WXiQfbAxFquSjoJ/s320/cables.jpg" width="320" /></a></div>
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<span style="letter-spacing: 0.0px;"> </span><b style="font-family: Times, 'Times New Roman', serif;"><span style="font-size: x-small;">[Note: this is another in a series of postings that were originally hosted by Apple but went away when Apple cancelled mobileme.com.]</span></b></div>
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<span style="letter-spacing: 0.0px;"> Do you ever need something with which to attach tags to your equipment or bags? Here's an inexpensive item that I use to fill that need. They are 1/16" diameter stainless steel cables that have screw-on attachments on each end so that you can create a loop with them. </span></div>
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<span style="letter-spacing: 0.0px;"> I use the 6" versions to create loops that hold my video checklists together and to attach name tags to my equipment bags and suitcases. They come in different lengths and can be connected together to make longer versions from shorter ones. You can even use them to keep your keys together.</span></div>
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<span style="letter-spacing: 0.0px;"> Here's the source for them:</span></div>
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<ul>
<li style="color: #584d4d; font: 15.0px Arial; margin: 0.0px 0.0px 0.0px 0.0px;"><span style="letter-spacing: 0.0px;"> <a href="http://www.lanyardsupply.com/lanyards/making/hardware/wire-keyring/steel-wire-key-ring.htm">Lanyard Supply</a></span></li>
</ul>
Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-16410157909114824352012-11-16T13:33:00.003-07:002012-11-16T13:33:43.775-07:00DOES LIGHTNING STRIKE TWICE? <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">In a <a href="http://clam-stuff.blogspot.com/2012/08/thunder-in-valley.html" target="_blank">recent blog posting</a>, I presented video of lightning strikes during an afternoon thunderstorm over Tucson. The video below is a lightning strike recorded in super slow-motion that really shows how a strike starts out with "feelers" before evolving into a full strike.</span><br />
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<iframe allowfullscreen="allowfullscreen" frameborder="0" height="450" src="http://www.youtube.com/embed/EyUsjsJ-E0c?rel=0" width="600"></iframe><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Pretty impressive. This was done with a <a href="http://www.visionresearch.com/Home/" target="_blank">Phantom</a> high-speed video camera.</span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-36608797678926073842012-11-05T15:30:00.000-07:002012-11-05T15:30:19.849-07:00THE GORILLA IN THE ROOM (repeated)<br />
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<span style="font-size: x-small;">[Note: this is another in a series of postings that were originally hosted by Apple but went away when Apple cancelled mobileme.com.] </span><br />
<img alt="" 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" 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<span style="font-family: Arial,Helvetica,sans-serif;"> Sometimes you need to place a camera in an unusual position or just set it up on something less than a full size tripod. One solution for those needs can be the <a href="http://joby.com/" target="_blank">Gorillapod</a>, a unique mini-tripod system. As you can see from the pictures above the units are made of a series of snap-together rubberized elements that can rotate at angles to each other. There is friction between the elements so that they will stay any position in which you place them. You can also pull the elements apart and snap them back together if you need to make one or more of the legs shorter. The key attribute is the ability to wrap the legs around most anything to hold a camera in place. Or just use it as a tabletop tripod if needed.<br /><br /> The company that created the original Gorillapod has been very creative in coming up with new versions and applications. The not only come in various sizes - two are shown above - but you can get a version that has magnets in the feet so that you can stick it to a ferrous metal object. My son gave me a “Gorillatorch”, which is basically one of the smaller units with magnetic feet and a LED light on the top, for my birthday. Not only can I stick the light on the side of my filing cabinet as an emergency light I could, if desired, snap off the magnetic feet and use them on my smaller Gorillapod shown in the left and center picture above. The link above will take you to their website where you can see the many varieties available and some of the creative uses.<br /><br /> The two pictures on the right above show my two units in action. <br /><br /> The smaller unit is sized for small digital cameras. It has a 1/4”-20 post for mounting of the camera and a quick-release coupling between the camera mount and the Gorillapod. The larger unit has a similar 1/4”-20 mounting post but without the quick release. It has a larger pad on which a ball head can be mounted, if desired.<br /><br /> The middle picture shows my “point-and-shoot” <a href="http://www.amazon.com/gp/product/B00328HR7G/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B00328HR7G&linkCode=as2&tag=clamcamvideoc-20" target="_blank">Sony DSC-TX7</a> mounted on my smaller Gorillapod. <br /><br /> The right hand picture shows my <a href="http://www.amazon.com/gp/product/B003V2N1UA/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B003V2N1UA&linkCode=as2&tag=clamcamvideoc-20" target="_blank">Sony HXR-MC50</a> camcorder mounted on the larger unit. Generally, you can flex the unit to get the camera level without needing a ball head. The larger unit is also suitable for a larger digital single-lens reflex (DSLR) camera.<br /><br /> You can order one (or more) of the units from both Amazon and B&H. The both have quite a variety from which to select. If you access them via the links below I get a small consideration for the purchase.<br /> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> The Gorrilapod at <a href="http://www.amazon.com/s/?_encoding=UTF8&camp=1789&creative=390957&field-keywords=gorillapod&linkCode=ur2&tag=clamcamvideoc-20&url=search-alias%3Delectronics" target="_blank">Amazon</a></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /> The Gorrilapod at <a href="http://www.bhphotovideo.com/c/search?Ntt=joby+gorillapod&N=0&InitialSearch=yes&sts=ta/BI/5636/KBID/6495" target="_blank">B&H</a></span><br />
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Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com2tag:blogger.com,1999:blog-6379833315041340944.post-80433740270437542752012-10-17T09:41:00.001-07:002012-10-17T09:41:52.969-07:004K 4 U<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjRhpFg_B4DbvjiRp0jHL6zTYhhDC7621cbYXRwfJr45pdyfBf3naUVjhg8OegG5SLsCfK5LmmI2T-_u1ZtddvCkdRgzI9hJeZR3Em_bfHN54f5iM0WAr45Omkz8K7XZvNmEyH8yO34bmz/s1600/hero3-550x265.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjRhpFg_B4DbvjiRp0jHL6zTYhhDC7621cbYXRwfJr45pdyfBf3naUVjhg8OegG5SLsCfK5LmmI2T-_u1ZtddvCkdRgzI9hJeZR3Em_bfHN54f5iM0WAr45Omkz8K7XZvNmEyH8yO34bmz/s320/hero3-550x265.jpg" width="320" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Let's get small(er)! <a href="http://gopro.com/" target="_blank">GoPro</a> seems to want to outstrip all the POV (point-of-view) cameras on the market with features that none others have, but maybe aren't needed by any of us.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> GoPro has just introduced the Hero3 model, a significant upgrade from the Hero2 version that many of us are using.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> This newest model is said to be 30% smaller, 25% lighter, and have a better lens than the Hero2. Another astonishing capability for one Hero 3 version is the ability to record "4K" </span><span style="font-family: Arial, Helvetica, sans-serif;">video </span><span style="font-family: Arial, Helvetica, sans-serif;">(4000 pixels wide vs the 1920 pixels of ATSC-standard HD video) and also "2.7K" video. Of course it will also record the usual 1920x1080P video that the Hero2 will do. </span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> Additionally, the Hero3 comes in <a href="http://gopro.com/product-comparison-hero3-cameras" target="_blank">three editions</a>: White, Silver, and Black, with progressively higher capabilities and prices. List prices start at $199.99 for the White edition and increase to $399.99 for the Black edition. Only the Black edition has the 4K and 2.7K video record modes. All three models have built-in Wi-Fi with the Black edition including a Wi-Fi remote.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> Why would most of us need 4K or 2.7K video? We wouldn't. What I think GoPro is doing is positioning that model for the filmmaking industry which can use those resolutions. At their huge booth at NAB this year there were several areas at which they were bragging about their ties to the professional movie industry.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">If you own a Hero2 should you upgrade? Probably not unless you really need the smaller size or Wi-Fi capability. I'm completely satisfied with my Hero2 and don't need any of the increased capabilities provided by the various Hero3 editions.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">If I was looking for a POV camera for the first time or needed an additional one, I would look hard at the Hero3.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> Here's a GoPro video showing some pretty outlandish results with the Hero3.</span><br />
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" src="http://www.youtube.com/embed/A3PDXmYoF5U?rel=0" width="600"></iframe><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">B&H is already listing the GoPro Hero3. You can see it <a href="http://www.bhphotovideo.com/c/search?Ntt=gopro+hero3&N=0&InitialSearch=yes&sts=ma&Top+Nav-Search=/BI/5636/KBID/6495" target="_blank">here</a>.</span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-90029107856835229662012-10-15T15:56:00.000-07:002012-10-15T15:58:19.632-07:00SONY Z5U/FX1000 CAMCORDERS<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Several members of the <a href="http://www.clamcamvideo.com/cassie_tips.html" target="_blank">Cassie Tips List</a> use the Sony HVR-Z5U (or it's "consumer" brother the HDR-FX1000) camcorder. <a href="http://www.bhphotovideo.com/bnh/controller/home?img=bh-videomakergen-728x90.gif" target="_blank">B&H Photo Video</a> has created a useful video that goes over the key features of these cameras.</span><br />
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<iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" src="http://www.youtube.com/embed/a13cAZ49TUs?rel=0" width="600"></iframe><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">If you are interested in either of these cameras just enter its name in one of the search boxes below.</span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-62247541544971483672012-10-11T10:07:00.002-07:002012-10-11T10:07:35.115-07:00USEFUL "HANDY-CAM" SETTING TIPS <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Many of us use various version of low-cost "handy-cam" camcorders these days. This short video from <a href="http://www.bhphotovideo.com/bnh/controller/home?img=bh-videomakergen-728x90.gif">B&H Photo Video</a> provides some useful tips on setting up four different brands of these cameras.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Although your specific camera model may not be covered in the video, the tips are probably applicable to your specific model.</span><br />
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<iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" src="http://www.youtube.com/embed/i_bi4xx6eNU?rel=0" width="600"></iframe><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">If you are interested in looking at these or other camcorder models at B&H just use "camcorders" in the B&H search box below.</span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-24434814605449635772012-10-10T10:22:00.002-07:002012-10-10T10:23:29.319-07:00DRIVE-BY SHOOTING<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Here's an interesting approach to moving or tracking shots for your productions. I guess the main thing would be to make sure to not falling out of the car. 8-)</span><br />
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<iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" mozallowfullscreen="mozallowfullscreen" src="http://player.vimeo.com/video/50148944?title=0&byline=0&portrait=0&color=ff3300" webkitallowfullscreen="webkitallowfullscreen" width="600"></iframe>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-39766845253851455162012-09-20T16:37:00.000-07:002012-09-20T16:37:00.910-07:00MORE ON THE SONY LARGE SENSOR CAMERAS <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">In my recent posting about the new Sony large-sensor cameras, I gave fairly short shrift to the new <a href="http://www.amazon.com/gp/product/B0096W1P6G/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B0096W1P6G&linkCode=as2&tag=clamcamvideoc-20">A99 dSLR</a>. </span><br />
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Since that time I've found a YouTube video that gives much more detail about its new features over and above the full size image sensor. There's also a short portion of the video that discusses the <a href="http://www.bhphotovideo.com/c/product/892256-REG/Sony_NEX_VG900_Full_Frame_Interchangeable_Lens.html/BI/5636/KBID/6495">Sony NEX-VG900</a>, the large-sensor video camera I discussed in that posting.</span><br />
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<iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" src="http://www.youtube.com/embed/AjEwsnwbwbs?rel=0" width="600"></iframe>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-43367193823108823502012-09-18T15:29:00.000-07:002012-09-18T15:29:27.574-07:00CAN WE HOOK UP? (repeated)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKI5-Y3d1M0yS-5UkYVbb85WWufryNSWZL84UFWJtjF_asdO2F0ObALG_M6L4pxEMrbDqFNTYLYCqv3JpMcsr4biBEbhFSrV5WW2GR7ASE5Li4YtsDzcKqux-b6e3az2gTLpjF3QspQMgi/s1600/DSC_7679.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKI5-Y3d1M0yS-5UkYVbb85WWufryNSWZL84UFWJtjF_asdO2F0ObALG_M6L4pxEMrbDqFNTYLYCqv3JpMcsr4biBEbhFSrV5WW2GR7ASE5Li4YtsDzcKqux-b6e3az2gTLpjF3QspQMgi/s320/DSC_7679.jpg" width="320" /></a></div>
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<b style="font-family: Times, 'Times New Roman', serif;"><span style="font-size: x-small;">[Note: this is another in a series of postings that were originally hosted by Apple but went away when Apple cancelled mobileme.com.]</span></b><span style="letter-spacing: 0px;"><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="letter-spacing: 0px;"> Our old friend “hook and loop”, better known as Velcro</span><span style="font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">®, </span><span style="letter-spacing: 0px;">is probably familiar to most of you. You usually buy it in matching “male-female” strips with an adhesive backing for attaching pieces of the Velcro</span></span><span style="font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">®</span><span style="font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;"> to various items we want to keep together. And you may have seen the commercially-available two-sided straps for lashing coils of cables together.</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfso2pz0U2HaW3tG-ixcqAnAbg2LXYxx4sDXbpPE5GORlQQ4YWfGtQBsm8FcyE4QDHruR4VaiUzikA-iBj-y4aTctaKE354c3-tZPxbtVCCv2WFVnGrHp75Eh_HJZLbV9_vgxDJJ8BrCpD/s1600/DSC_7673.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfso2pz0U2HaW3tG-ixcqAnAbg2LXYxx4sDXbpPE5GORlQQ4YWfGtQBsm8FcyE4QDHruR4VaiUzikA-iBj-y4aTctaKE354c3-tZPxbtVCCv2WFVnGrHp75Eh_HJZLbV9_vgxDJJ8BrCpD/s200/DSC_7673.jpg" width="163" /></a><span style="letter-spacing: 0px;"> I personally use a <b>lot</b> of </span><span style="font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">Velcro</span><span style="font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">®</span><span style="letter-spacing: 0px;">. For years my choice of type was only the original two-strips of sticky-back that is great for holding two objects together. Here are some of my applications for this type.</span></div>
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<span class="Apple-style-span" style="color: #584d4d; font-family: Arial; font-size: 15px;"> I use the sticky-back kind to attach thing to my tripods or to the camera itself. Shown at the right is a patch that I put on all three leg hinges of the tripod. I use these as attach points for stuff I may need quick access during shooting like the camera’s IR remote as shown at right below. I also use one of these Velcro patches to hold my checklists </span><span style="font-size: small;"><a href="http://clam-stuff.blogspot.com/2012/07/making-list-and-checking-it-twice.html" target="_blank"><span class="Apple-style-span" style="color: #584d4d; font-family: Arial;"><span class="Apple-style-span">described in an earlier posting</span></span></a></span><span class="Apple-style-span" style="color: #584d4d; font-family: Arial; font-size: 15px;"> to the tripod. If I need the camera's remote for a shoot, I attach it to the tripod to with Velcro also, as shown at right.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVhyphenhyphenjE2btiJ4jurMbQS9xtDq264katOmPurXoqRtlVNAYJnBLlouBlzo-SIbOuY-_0fIqRz4dyhZvEBQROAwqBhSv-638G4d827pyCZe1lnbPgMq2VAg0JTBT1Vm28XPv1JtHxC4iW04ms/s1600/DSC_7674.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVhyphenhyphenjE2btiJ4jurMbQS9xtDq264katOmPurXoqRtlVNAYJnBLlouBlzo-SIbOuY-_0fIqRz4dyhZvEBQROAwqBhSv-638G4d827pyCZe1lnbPgMq2VAg0JTBT1Vm28XPv1JtHxC4iW04ms/s200/DSC_7674.jpg" width="137" /></a><span style="letter-spacing: 0px;"> The next two pictures on the left show how I mount microphone receivers on my Sony EX1R camera. For most of my shoots I use dual radio frequency transmitter-receivers for my microphones. I have a custom plate that attaches to the camera onto which I’ve applied the patches of sticky-back Velcro</span><span style="font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">®</span><span style="letter-spacing: 0px;"> as seen at the right. With the opposite-gender Velcro patches applied to the back of the microphone receivers I can quickly attach them to the camera as shown. Makes for a quick setup and takedown.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg62LZLOO1QHegzbz1LsE9D9z26Da-kHu_rsZJ-K72ekgDGXyrpkpHo0Xl1lSTIXFrPTzWn49OW14S4Aj8f6fcr0DHNEhOcuQ9JjCTWjky6vbcW0i0IfQcVazZO8KHCE9OQ6cSU2T3M81C6/s1600/DSC_7676.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg62LZLOO1QHegzbz1LsE9D9z26Da-kHu_rsZJ-K72ekgDGXyrpkpHo0Xl1lSTIXFrPTzWn49OW14S4Aj8f6fcr0DHNEhOcuQ9JjCTWjky6vbcW0i0IfQcVazZO8KHCE9OQ6cSU2T3M81C6/s200/DSC_7676.jpg" width="200" /></a><span style="font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;"> At least two brands of camera bags - <a href="http://www.petrolbags.com/"><span style="letter-spacing: 0px;">Petrol</span></a> and <a href="http://www.kata-bags.com/index.asp?UP1=OK"><span style="letter-spacing: 0px;">Kata</span></a> - have linings that will “couple” with the male form (the “hooks) of Velcro</span><span style="font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">®</span><span style="letter-spacing: 0px;"> so that you can attach a patch of it to items you’d like to attach to the lining of the bag so that it won’t rattle around in the bag and can be found easily. The picture at the bottom right show a pen and memory card case being held in place by such an arrangement.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBoTH5gQJNatLpximB0hAbZ7iYrLRCkBQyFNWfHUxKsLIvvqLa3XO-VH8hFnGa8d75IyxXgxGVeNEs02ZiHgWFgJY91am-_dSBhNgoBc5GRrgXuGgK7wZmgooPVnvCv99rcggupX-hSSeq/s1600/DSC_7675.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBoTH5gQJNatLpximB0hAbZ7iYrLRCkBQyFNWfHUxKsLIvvqLa3XO-VH8hFnGa8d75IyxXgxGVeNEs02ZiHgWFgJY91am-_dSBhNgoBc5GRrgXuGgK7wZmgooPVnvCv99rcggupX-hSSeq/s200/DSC_7675.jpg" width="200" /></a><span style="font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;"> Finally, a few years ago I discovered a wonderful product at <a href="http://www.markertek.com/"><span style="letter-spacing: 0px;">Markertek</span></a>. They sold a roll of 2-inch wide Velcro</span><span style="font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">®</span><span style="letter-spacing: 0px;"> that is <a href="http://en.wikipedia.org/wiki/Hermaphrodite"><span style="font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;"><i>hermaphroditic</i></span></a>, that is one side is of one gender and the other side the other gender. This means you can make your own loops or straps that can attach to themselves. A roll of this material with a small strap cut from it is shown in the picture at the top of the page. This made it possible to not only custom make straps of virtually any size and strength, it made them readily available when needed.</span></div>
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<span style="letter-spacing: 0px;"> I keep a couple of lengths stuck to the inside of the camera bag in case I need to hold something in place in the bag.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyW_FECr-ayIBGvFm7K3nrT52Zh8l84KNBxX1JNZwa030grA00YEHeEailWq4wT604ldf3houHw4cuyvAVD78URMrO62KYckuvuqtaTshj7phz0KHtsPHX7H04-pAmunTWr6kgZmJw2v9h/s1600/DSC_7678.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyW_FECr-ayIBGvFm7K3nrT52Zh8l84KNBxX1JNZwa030grA00YEHeEailWq4wT604ldf3houHw4cuyvAVD78URMrO62KYckuvuqtaTshj7phz0KHtsPHX7H04-pAmunTWr6kgZmJw2v9h/s200/DSC_7678.jpg" width="137" /></a></div>
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<span style="letter-spacing: 0px;"> The picture on the bottom left shows how a small strip can can be used to wrap around cables and such to keep them together.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvti6Lv7cZIa_D68WvMgNo9oOURDN8Ls3A2ttfOC4bmaGoEHLILWIb7nexNqk6D_n0DHbY9icU1uqQxyBIdRcJVGttff-GV2_guhBf0J1Ka7fbHysWCXq8duWt7Yll8E1tUfgHfNWesjF3/s1600/DSC_7677.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvti6Lv7cZIa_D68WvMgNo9oOURDN8Ls3A2ttfOC4bmaGoEHLILWIb7nexNqk6D_n0DHbY9icU1uqQxyBIdRcJVGttff-GV2_guhBf0J1Ka7fbHysWCXq8duWt7Yll8E1tUfgHfNWesjF3/s200/DSC_7677.jpg" width="200" /></a><span style="letter-spacing: 0px;"> I can’t seem find that two-sided </span><span style="font-family: Arial; font-size: 15px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">Velcro</span><span style="font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">®</span><span style="letter-spacing: 0px;"> roll at Markertek now but I’ve found the motherlode of hook and loop - <a href="http://www.hookandloop.com/site/index.cfm"><span style="font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">HookandLoop.com</span></a>. The sell the rolls in widths ranging from 1/2” to 2”. Very convenient! This website even has a page on <a href="http://www.hookandloop.com/extra/inventionnew.html"><span style="font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">how </span>Velcro<span style="font-family: Arial; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;">®</span><span style="font-family: Arial; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: 0px; line-height: normal;"> was invented</span></a>. Interesting!</span></div>
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<span style="letter-spacing: 0px;"> The "bottom line" is that Velcro can be used in a variety of useful ways. I always keep a supply of both the stick-on and "hermaphroditic" type close at hand.</span></div>
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<span style="letter-spacing: 0px;"></span><span style="font-family: Arial, Helvetica, sans-serif;"> <a href="http://www.amazon.com/gp/product/B000I97FJ2/ref=as_li_ss_tl?ie=UTF8&tag=clamcamvideoc-20&linkCode=as2&camp=1789&creative=390957&creativeASIN=B000I97FJ2" target="_blank">Amazon</a> and <a href="http://www.bhphotovideo.com/c/search?Ntt=velcro&N=0&InitialSearch=yes&sts=ma/BI/5636/KBID/6495" target="_blank">B&H</a> also carry the hermaphroditic rolls.</span></div>
Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-4915577711949560692012-09-15T09:53:00.000-07:002012-09-15T09:53:09.496-07:00MORE ON POINT & SHOOT CAMERA FILTERS <span style="font-family: Arial, Helvetica, sans-serif;">In a <a href="http://clam-stuff.blogspot.com/2012/08/using-filters-on-point-shoot-cameras.html" target="_blank">recent posting</a> I described a "homemade" technique for attaching filters to many point and shoot (P&S) digital cameras that don't have a threaded base for attaching normal screw-in filters. In that post I alluded to potential developments being discussed on the web for more professional attachment methods.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> So far I've run across three different vendors offering various methods for attaching filters smooth-front point and shoot cameras.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> Two of the vendors use an adhesive tape technique for attaching filters or other lens attachments to the camera. The other vendor uses a magnetic attaching technique. In the following paragraphs I'll give my personal evaluation of each technique and what I see as each method's plusses and minuses.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> The <b>first vendor</b> (and the earliest in the game as best as I can determine) is <a href="http://www.lensmateonline.com/" target="_blank">Lensmateonline</a>. Their technique is to use adhesive tape to attach a thin base to the front of the lens. This base has a bayonet mount on it. A threaded adapter to hold lenses is then attached to the permanently attached base via the bayonet mount. After that normal screw-in filters can be used. (See image below.)</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvM7PIo6fTgfGR-766B2HF4eSxLqUjVzAo8LhNs9sqGWt2vk7kOTDKR-LfQ_GwoxNbP7gFwNUXyHNkLUq35gGJYuoIWDJR9hWar2EawG8y2csvEwcEY_k9apm0SxJZxgCMu0SZsfGYdE2C/s1600/S90QuickChange.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvM7PIo6fTgfGR-766B2HF4eSxLqUjVzAo8LhNs9sqGWt2vk7kOTDKR-LfQ_GwoxNbP7gFwNUXyHNkLUq35gGJYuoIWDJR9hWar2EawG8y2csvEwcEY_k9apm0SxJZxgCMu0SZsfGYdE2C/s400/S90QuickChange.jpg" width="400" /></a></div>
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</span> <span style="font-family: Arial, Helvetica, sans-serif;">This vendor is currently selling such a mount for several P&S camera models. The version for the Canon S100/S95/S90 would very similar to that for the Sony RX100. I am told by the vendor that they will be offering a similar mount for the RX100 sometime in September. Price: $32.95 (for the Canon model). Availability: September.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> The <b>second vendor</b> using an adhesive tape attachment technique is based in Germany and is selling their unit via <a href="http://www.ebay.com/itm/46mm-Filterhalter-fur-Sony-RX100-Filteradapter-Aluminium-Sonderanfertigung-/300770589117?pt=DE_Foto_Camcorder_Filteradapter&hash=item460752f9bd" target="_blank">eBay</a>. Their technique is based on attaching, via adhesive tape, a base to the lens similar to the technique above.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> But their base itself contains the threads </span><span style="font-family: Arial, Helvetica, sans-serif;">for </span><span style="font-family: Arial, Helvetica, sans-serif;">directly attaching a screw-in filter of the desired type as shown in the video below.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" src="http://www.youtube.com/embed/ZYRsNiIz1bk?rel=0" width="600"></iframe><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> This vendor appears to currently offer a setup only for the RX100 but I think it could be applied to other P&S lenses of similar dimension. Price: </span><span style="font-family: Arial;">€25.00 (about $31.20)</span><span style="font-family: Arial, Helvetica, sans-serif;">. Availability: Now</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> The <b>third vendor</b> - Carryspeed (via <a href="http://www.amazon.com/gp/product/B0093YC6ME/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B0093YC6ME&linkCode=as2&tag=clamcamvideoc-20" target="_blank">Amazon</a>) - I've run across uses a base that attaches to the camera front using magnetism. As you can see in the video below, you can quickly mount or dismount the base from the camera.</span><br />
<br />
<iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" src="http://www.youtube.com/embed/FejSR_k37Gc?rel=0" width="600"></iframe><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> With this system each filter type comes with its own magnetic base for attachment. Price: $24.95 (for each filter type). Availability: "Real soon now".</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"><b>MY COMPARATIVE ANALYSIS</b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.lensmateonline.com/" target="_blank">Lensmateonline</a> <b>Pro</b>: Lowest profile bayonet base</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Uses existing screw-in filters (37 mm for the Canon S100)</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Filters can be stacked</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> <b>Con</b>: Adhesive tape mounting</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Two piece base</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Small filter size (37 mm) may lead to vignetting when stacked</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.ebay.com/itm/46mm-Filterhalter-fur-Sony-RX100-Filteradapter-Aluminium-Sonderanfertigung-/300770589117?pt=DE_Foto_Camcorder_Filteradapter&hash=item460752f9bd#ht_6006wt_1141" target="_blank">eBay vendor</a> <b>Pro</b>: One-piece base</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Uses existing screw-in filters (46 mm)</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Filters can be stacked (chance for vignetting should be minimal)</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> <b>Con</b>: Adhesive tape mounting (said to be easily removable) </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Higher installed profile</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Larger filter size (46 mm) </span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.amazon.com/gp/product/B0093YC6ME/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B0093YC6ME&linkCode=as2&tag=clamcamvideoc-20" target="_blank">Carryspeed</a> <b>Pro</b>: Easy on/off attachment</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> No permanent base required</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Two sizes available for different camera models</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> <b>Con</b>: Cannot use existing screw-in filters</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Only polarizer announced so far</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Cannot stack filter types</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"> Must buy proprietary filters with attached base</span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;"><b>SUMMARY</b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> I really like the <a href="http://www.amazon.com/gp/product/B0093YC6ME/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B0093YC6ME&linkCode=as2&tag=clamcamvideoc-20" target="_blank">Amazon</a> magnetic attachment method. It's self-centering and easy to add or remove. HOWEVAH, I don't like the fact that I have to purchase their filters to use it. I have a ton of conventional screw-in filters of many different sizes and types that I would like to use instead of purchasing more from them. I actually left a comment on their blog indicating the desirability of separating the magnetic base from the filters.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> The <a href="http://www.lensmateonline.com/" target="_blank">Lensmateonline</a> version's big advantage is the low profile of the base when attached so that it shouldn't interfere with using it in a tightly fitting camera case. My worry about this system (without any hands-on experience) is that stacking filters - say an ND and a polarizer - may lead to vignetting.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> So...that leaves the <a href="http://www.ebay.com/itm/46mm-Filterhalter-fur-Sony-RX100-Filteradapter-Aluminium-Sonderanfertigung-/300770589117?pt=DE_Foto_Camcorder_Filteradapter&hash=item460752f9bd#ht_6006wt_1141" target="_blank">eBay version</a>. Although the more or less permanently attached base is a little higher than the Lensmateonline unit, it uses 46 mm filters which should minimize vignetting problems. I also have a set of 46 mm filters that I normally carry with me on shoots for use with another of my cameras. Therefore, I have decided to order one of these attachments to try with my RX100. I'll report on it after I've had a chance to try it.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> All of the above products will work well, I believe. Each person will need to analyze the features of each approach to determine which best meets their requirements. I think that there's enough different sizes available to fit a large variety of P&S cameras.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span style="font-family: Arial, Helvetica, sans-serif;"> If anyone decides to try either of the other two types of add-ons on their P&S I'd like to hear about your opinion of them.</span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-91827768785468259352012-09-12T12:37:00.000-07:002012-09-12T12:37:02.461-07:00STAND BACK! I DON'T KNOW HOW BIG THIS IS GOING TO GET <span style="font-family: Arial, Helvetica, sans-serif;">Sony is on a roll. They keep putting bigger sensors in smaller devices. They have just announced three new cameras using "full-size" (35 mm) sensors. While one of the cameras is a "classic" dSLR, many of which have had full-size sensors, the other two cameras are astonishingly small for using such a large sensor.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"> To get an idea of comparative sensor sizes the graphic below compares the size of sensors in three different still cameras. (Courtesy <a href="http://cameraimagesensor.com/">cameraimagesensor.com</a>)</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuXM3UlAzRPdYA4D6DQV9qW6TwwDyslwGDwB3ooVwnivmI6sQSXMPAsDiESyhaAZfnoRSgxwhDzS7EVrwpdz-o5VudNKOD9L1SwTRp4_r1MEvDgA3eDd8bf9AiiI8i8cdTFndvJzLPF5Yb/s1600/Screen+Shot+2012-09-12+at+8.53.29+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuXM3UlAzRPdYA4D6DQV9qW6TwwDyslwGDwB3ooVwnivmI6sQSXMPAsDiESyhaAZfnoRSgxwhDzS7EVrwpdz-o5VudNKOD9L1SwTRp4_r1MEvDgA3eDd8bf9AiiI8i8cdTFndvJzLPF5Yb/s1600/Screen+Shot+2012-09-12+at+8.53.29+AM.png" /></a></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"> The sensor on the left is the one in the very popular <a href="http://www.amazon.com/gp/product/B006K5521Q/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B006K5521Q&linkCode=as2&tag=clamcamvideoc-20">Sony DSC-HX10</a>. The one in the middle is the one in the recently released <a href="http://clam-stuff.blogspot.com/2012/07/it-has-arrived.html">Sony DSC-RX100</a> which I have and love. It's 20 MP sensor was considered huge for a pocketable point and shoot camera. Finally, the sensor size on the right is the size used in the three new cameras, two of which I consider amazing for being able to use such a large sensor.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"> First of all, the new video camera, the <a href="http://www.bhphotovideo.com/c/product/892256-REG/Sony_NEX_VG900_Full_Frame_Interchangeable_Lens.html/BI/5636/KBID/6495">NEX-VG900</a>, is hardly larger than many of Sony's "handy cams". Just look at the image below. The overall size of of the system is dominated by the interchangeable lens.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzAfnmotQtnrhDUMoo4konRj_VK_ptcpsIbvQsqgklqtIiXPDc1q9nMhVGAKH6zSo43Vh79qp82PQm3lfHaA1kfcebymLlKpI8WcJ_VGDTAjqcN4cPevf-UcEEJ1IKB3uCmf7vVKRvgakH/s1600/vg900.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzAfnmotQtnrhDUMoo4konRj_VK_ptcpsIbvQsqgklqtIiXPDc1q9nMhVGAKH6zSo43Vh79qp82PQm3lfHaA1kfcebymLlKpI8WcJ_VGDTAjqcN4cPevf-UcEEJ1IKB3uCmf7vVKRvgakH/s1600/vg900.gif" /></a></div>
<br />
<span style="font-family: Arial, Helvetica, sans-serif;">Note how small the camera body is compared to the hand holding in the image on the right. I'm just amazed that Sony was able to pack such a large sensor in such a small package. Having such a large sensor provides a large film camera-like depth of field. It uses the same E-mount lenses used on many other Sony cameras. I haven't seen any pricing data on this camcorder yet. Not sure when it will be available.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"> The new Sony dSLR is the <a href="http://www.amazon.com/gp/product/B0096W1P6G/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B0096W1P6G&linkCode=as2&tag=clamcamvideoc-20">Alpha SLT-99</a>, priced at about $2800 for the camera body only. Here's a picture of the new dSLR.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCqW9vTXHTjiNELj3afaTfJ70wG70Vx7Rgfrc8UfwZ0o1F0KXhrq9eaf1OrR34aeUlGTk_uBIcfmYqX4kihj7RPuWVkwXBV01WeVdyv-uCQyCFblcjZaTxg0x2BzyxRCAtejPKRJFaC_cn/s1600/Screen-Shot-2012-09-12-at-7.50.26-AM-379x300.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCqW9vTXHTjiNELj3afaTfJ70wG70Vx7Rgfrc8UfwZ0o1F0KXhrq9eaf1OrR34aeUlGTk_uBIcfmYqX4kihj7RPuWVkwXBV01WeVdyv-uCQyCFblcjZaTxg0x2BzyxRCAtejPKRJFaC_cn/s320/Screen-Shot-2012-09-12-at-7.50.26-AM-379x300.png" width="320" /></a></div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"> It looks pretty conventional to me but for dSLR users I'm sure it will have some great new features. The fact that Sony was able to use the large sensor in a dSLR is not shocking since many such cameras use large sensors. Therefore, I'm not going to waste space here discussing it.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"> The third camera is the <a href="http://www.amazon.com/gp/product/B0097CXFCC/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B0097CXFCC&linkCode=as2&tag=clamcamvideoc-20">Sony Cyber-shot DSC-RX1</a>. </span><span style="font-family: Arial, Helvetica, sans-serif; text-align: left;">The overall size of the RX1 body appears to be hardly larger than the RX100 but it
has significant changes from the RX100:</span><br />
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<ul>
<li><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">A
full-frame (35 mm) 24 MP CMOS sensor</span></li>
<li><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">A
fixed focal length 35 mm-f/2 non-interchangeable lens</span></li>
<li><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">An
accessory shoe for attaching optional optical or electronic viewfinders</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;">24P (in addition to other frame rates) video</span></li>
<li><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">A
much higher price - about $2800</span></li>
</ul>
<span style="font-family: Arial, Helvetica, sans-serif;"> Here's a comparison of the size of the RX1 with the RX100 (courtesy <a href="http://camerasize.com/">camera size.com</a>). When you compare the size of the sensors of these two cameras from the image above it's hard to believe Sony could use it in a camera body as small as the RX1.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh07Lg4m6OjSRvd00HVDrBXnf9ci_tWPZ-xwICTxKHRxWLz5YTprLMt5loT3yJB5hu5cFJZDG0IBStFKL-lLHr8LCYhZvv_HNXuhIOMeV4Jl-iz6vhvZH4v6f4knodBD7f2dKvMr-Ftf9PV/s1600/Screen+Shot+2012-09-12+at+8.56.54+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh07Lg4m6OjSRvd00HVDrBXnf9ci_tWPZ-xwICTxKHRxWLz5YTprLMt5loT3yJB5hu5cFJZDG0IBStFKL-lLHr8LCYhZvv_HNXuhIOMeV4Jl-iz6vhvZH4v6f4knodBD7f2dKvMr-Ftf9PV/s1600/Screen+Shot+2012-09-12+at+8.56.54+AM.png" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Here's a top view of the two cameras. The non-zooming, non-removeable 35mm/f2.0 lens is almost bigger than the camera body itself.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjew3SXX8CyjD937iJA4FCluHoFB4r_yv0MoCzsC4ruiL_W1Z9Jlv4qBPC2y7Xyvh9_c3oERBiTIM86jNHXKAVUr74D_j8TIr3fXPBzDkhHfaUGMzXjXwzceqAXVO1c_8M6LMRtO851ljwd/s1600/Screen+Shot+2012-09-12+at+8.58.45+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjew3SXX8CyjD937iJA4FCluHoFB4r_yv0MoCzsC4ruiL_W1Z9Jlv4qBPC2y7Xyvh9_c3oERBiTIM86jNHXKAVUr74D_j8TIr3fXPBzDkhHfaUGMzXjXwzceqAXVO1c_8M6LMRtO851ljwd/s1600/Screen+Shot+2012-09-12+at+8.58.45+AM.png" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Just to show how much small this camera is than other full-frame sensor cameras here are some comparisons with the Leica M9 and Canon 5D Mark III (without a lens).</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHLQ3W7B1HUKM44l62FkiRXhYybwPh-TeCSs9I-Jx_AZ92QxMtxeqbXnTIRtlMuULHpYxl42NfuuTpyFjDB9c1BWB0zjadJYfz9q7T2HaiiDv3aJTxEYrpkAnnGjWucx8w4QnLYNbPonTT/s1600/leicam9_5dmark_rx1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHLQ3W7B1HUKM44l62FkiRXhYybwPh-TeCSs9I-Jx_AZ92QxMtxeqbXnTIRtlMuULHpYxl42NfuuTpyFjDB9c1BWB0zjadJYfz9q7T2HaiiDv3aJTxEYrpkAnnGjWucx8w4QnLYNbPonTT/s1600/leicam9_5dmark_rx1.jpg" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> At a $2800 price the RX1 is obviously not a camera that all of us will run out and purchase but for the pro "street photographer" this camera may be the "killer app". It's really top notch full frame camera that a pro can have with them in virtually all situations.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> Apparently Sony felt that adding an interchangeable lens mount would have made the camera to large. Using the multiple exposure overlay technique of the Sony HX10 and RX100, Sony is claiming an upper end ISO rating of 102,400!</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> Expected availability for the RX1 is November.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>SUMMARY</b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> Sony seems to be on vendetta to show just how small they can make cameras with huge sensors if the VG900 and RX1 are any indication. I'll have more to say about the cameras as more information comes out.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> You can pre-order most of these cameras at <a href="http://www.adorama.com/?kbid=66581">Adorama</a>, <a href="http://www.amazon.com/electronics-store/b/?_encoding=UTF8&adid=196NMF7SQ5H7TF2027EN&camp=1789&creative=390957&linkCode=ur2&node=172282&tag=clamcamvideoc-20">Amazon</a>, or <a href="http://www.bhphotovideo.com/BI/5636/KBID/6495">B&H</a>.</span></div>
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Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-7012995070860274412012-09-10T10:10:00.002-07:002012-09-10T10:10:59.443-07:00MINE'S BIGGER THAN YOURS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI4GcPP9OPxhAbfSR5XW3ffLi7i8Bt9FD-H0Mc3ewmk_M8-fPbRc6r6GZUeppSgLasdNL-1ZRWUSwoEe52zFXjhziocv20jqgTv8Uj57kpwdJZIbRwWgdVqq8OihQmsAQSgP8KRnvZN5cI/s1600/comparing_cameras.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI4GcPP9OPxhAbfSR5XW3ffLi7i8Bt9FD-H0Mc3ewmk_M8-fPbRc6r6GZUeppSgLasdNL-1ZRWUSwoEe52zFXjhziocv20jqgTv8Uj57kpwdJZIbRwWgdVqq8OihQmsAQSgP8KRnvZN5cI/s400/comparing_cameras.jpg" width="400" /></a></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">The rapid march of digital camera technology continues apace. It is hard to stay up with the latest developments.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> I have found some websites that can be of great help when shopping for a new camera. These websites together enables one to:</span><br />
<ul>
<li><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Compare the physical size of cameras graphically</span></li>
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<li><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Compare the physical size of their image sensors graphically</span></li>
</ul>
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<li><span style="font-family: Arial, Helvetica, sans-serif;">See extensive comparative test images side-by-side</span></li>
</ul>
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<li><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Compare test results of selected cameras side-by-side</span></li>
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<span style="font-family: Arial, Helvetica, sans-serif;"><b><br /></b></span>
<span style="font-family: Arial, Helvetica, sans-serif;"><b>PHYSICAL SIZE</b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;"> The site <a href="http://camerasize.com/" target="_blank">camera size.com</a> enables one to see scaled images of two cameras side-by-side. Here's an example of their comparison:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiirBCgC3kqm518kT-_u4dkTYqvF3JBhkzv1gsKc0N0AeAdl2BMOm-dKJN5Bj0PBgyBSl1TxTjNykRRJ4S-vzITx3B_93FmUmhaE0EzT2cxctnsrAt6PmQxZYXcDfKEQb_faslK4cTUosY0/s1600/Screen+Shot+2012-09-09+at+12.29.37+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiirBCgC3kqm518kT-_u4dkTYqvF3JBhkzv1gsKc0N0AeAdl2BMOm-dKJN5Bj0PBgyBSl1TxTjNykRRJ4S-vzITx3B_93FmUmhaE0EzT2cxctnsrAt6PmQxZYXcDfKEQb_faslK4cTUosY0/s1600/Screen+Shot+2012-09-09+at+12.29.37+PM.png" /></a></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The neat thing about this comparison site is that you can get a variety of views of the cameras - front, side, back, or overlaid. You can also have a AA battery in the comparison image for size comparison. Here's one of the views of the cameras from overhead with the AA battery included:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqfSqUvq6R9X2k8IngpGgSuTYyHkkonE-0uSLtCbYfpIRa7hB1XwYzW13ayrW35OWjAwN9eX9gN57KI1wspBtk_5tZ06M1VgbivoPmLVLCaN7Ow3RsZbtdL0JDm0twDxWSQfvxW3CIbsLF/s1600/Screen+Shot+2012-09-09+at+12.34.18+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqfSqUvq6R9X2k8IngpGgSuTYyHkkonE-0uSLtCbYfpIRa7hB1XwYzW13ayrW35OWjAwN9eX9gN57KI1wspBtk_5tZ06M1VgbivoPmLVLCaN7Ow3RsZbtdL0JDm0twDxWSQfvxW3CIbsLF/s1600/Screen+Shot+2012-09-09+at+12.34.18+PM.png" /></a></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The site has an extensive database of cameras that can be compared. A few don't have all views available but most do. A very useful site for quickly comparing camera sizes.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b>SENSOR SIZE</b></span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The site <a href="http://cameraimagesensor.com/">cameraimagesensor.com</a> is a companion to the preceding site. You can get an idea of the comparative sensor sizes, either side-by-side (as below) or overlaid.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitUHA3vYfaX7-Ng1MMLmJmQ3xfO81x6f0hmx5yq5JQSXhsglIJz0FnDYY6hL93yj5eB4omHKE4Ow_fbXINAF3z261wk_l2m_GOsXqh-BA3mMBe8faVQ7KEy4PtB7YqfPmN7M9sBTU4gpft/s1600/Screen+Shot+2012-09-09+at+12.47.01+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitUHA3vYfaX7-Ng1MMLmJmQ3xfO81x6f0hmx5yq5JQSXhsglIJz0FnDYY6hL93yj5eB4omHKE4Ow_fbXINAF3z261wk_l2m_GOsXqh-BA3mMBe8faVQ7KEy4PtB7YqfPmN7M9sBTU4gpft/s400/Screen+Shot+2012-09-09+at+12.47.01+PM.png" width="400" /></a></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> With the large variety of sensor sizes available today ("micro 4/3rds", "APS-C", etc), this site can be quite useful in understanding the various sizes.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><b>COMPARATIVE IMAGING RESULTS</b></span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The site <a href="http://www.imaging-resource.com/CAMDB/compare_cameras.php">imaging-resource.com</a> provides in-depth reviews of cameras along with extensive test images taken under identical conditions. One can compare camera results in a variety of subject and light conditions that are the same test-to-test. The </span><span style="font-family: Arial, Helvetica, sans-serif;">comparo below is just one of many test images available for each camera.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0KanKLScXf3-j5_bLpu1Tvi6ihSCcFrZmCiqQOJ-Lite54Vuc5V5Nguwf_b8DN6HkLW7mZlRqEiC4SmF46BPIxIQ-aOeLI_V5LNLjeUucP_19rSAa1ZRD6pWD_HIvl9O7l_bp_WK8vydD/s1600/Screen+Shot+2012-09-09+at+12.59.11+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0KanKLScXf3-j5_bLpu1Tvi6ihSCcFrZmCiqQOJ-Lite54Vuc5V5Nguwf_b8DN6HkLW7mZlRqEiC4SmF46BPIxIQ-aOeLI_V5LNLjeUucP_19rSAa1ZRD6pWD_HIvl9O7l_bp_WK8vydD/s1600/Screen+Shot+2012-09-09+at+12.59.11+PM.png" /></a></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The test images can be enlarged to see </span><span style="font-family: Arial, Helvetica, sans-serif;">precise detail in the images.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>QUANTITATIVE PERFORMANCE COMPARISON</b></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> Finally, <a href="http://www.dxomark.com/index.php/en../Cameras/">dxomark.com</a> provides quantitative sensor results for several sensor parameters along with a consolidated overall score. This particular site has a ton of data on both camera and lens performance. An example of their fundamental comparisons is shown below.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-jUGH4kXAI-xd_4iajHEMcsS3gBkDUYto4G56uLKfVGvCDHWbZEObXJzwd2eSYiQFCT2qcTT7IZYSPfr2t5nr8zYkSPC4Q1Jwpk4fwERkZRf5tH2N6jg4i6LC7H_sycmXNabj3mr5VXmZ/s1600/Screen+Shot+2012-09-09+at+1.20.49+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-jUGH4kXAI-xd_4iajHEMcsS3gBkDUYto4G56uLKfVGvCDHWbZEObXJzwd2eSYiQFCT2qcTT7IZYSPfr2t5nr8zYkSPC4Q1Jwpk4fwERkZRf5tH2N6jg4i6LC7H_sycmXNabj3mr5VXmZ/s1600/Screen+Shot+2012-09-09+at+1.20.49+PM.png" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>SUMMARY</b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> Taken together the preceding websites provide a wealth of information for evaluating and comparing cameras. With most of us doing our purchases on the internet rather than in "brick and mortar" stores makes it harder to get a good feel for how different cameras compare. The preceding sites can make the selection process easier.</span></div>
Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com2tag:blogger.com,1999:blog-6379833315041340944.post-50402075070462989282012-09-08T08:56:00.000-07:002012-09-08T08:56:02.521-07:00SUCK IT UP (updated)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU9PwCqTgJ_ZB9ezhdXo3ipepZMHuDVB0ouHydm6BtcI_4AQM-sTBHFDHvq3WD6WZBKrUbKQaiotmEKCkzYtf5tOCvohJQB5sGqpGcDA6nDqHY2wbqZyYcaXPz8cDtl-dNNKSyBTvz5xzv/s1600/Suck_It_Up__81619.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU9PwCqTgJ_ZB9ezhdXo3ipepZMHuDVB0ouHydm6BtcI_4AQM-sTBHFDHvq3WD6WZBKrUbKQaiotmEKCkzYtf5tOCvohJQB5sGqpGcDA6nDqHY2wbqZyYcaXPz8cDtl-dNNKSyBTvz5xzv/s200/Suck_It_Up__81619.jpeg" width="200" /></a></div>
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<span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"><span class="Apple-style-span" style="color: black; font-family: Times;"><b style="color: #584d4d; font-family: Times, 'Times New Roman', serif; font-size: 15px; letter-spacing: 0px;"><span style="font-size: x-small;">[Note: this is another in a series of postings that were originally hosted by Apple but went away when Apple cancelled mobileme.com. It has been updated from the original posting.]</span></b></span></span><br />
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<span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"> Sometimes you need to mount a cameras or accessories in unusual places. If the right smooth surface is available one versatile method of mounting is a suction cup. I've used them to mount a camera on the side of a refrigerator, windows, and the the hood of an automobile. </span><br />
<span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"> Suction cups come in a variety of sizes </span><span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;">and with a variety of available mechanisms for camera mounting in variety of positions. Or, they can be used for mounting lights or other accessories if a smooth surface is available.</span><br />
<span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"> The photo below shows some of the varieties of suction cup mounts available. The one on the left is essentially a bare suction cup with just a threaded stud on it to which a variety of accessories can be attached. The suction cups come in a variety of sizes from about three to 10 inches, depending on the load carrying capability needed.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_oEQTJSAA7aWVsSNTaNn5iSJjNw7EwZ0nJbZcXN6Je5M7CNwH4k8pJ4jOBFK7B6PlKwLkGurdCEwtYlpbHOnDDJseZLFHHddC2qZ9nsm-1FgnOT7lJPP_V29TfbinaeEiGdfLob8fPHyj/s1600/mounts.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_oEQTJSAA7aWVsSNTaNn5iSJjNw7EwZ0nJbZcXN6Je5M7CNwH4k8pJ4jOBFK7B6PlKwLkGurdCEwtYlpbHOnDDJseZLFHHddC2qZ9nsm-1FgnOT7lJPP_V29TfbinaeEiGdfLob8fPHyj/s640/mounts.gif" width="640" /></a></div>
<span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"> The middle two models show some of the </span><span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"> camera mounts available ranging from a basic ball head to a multi-dimensional arm for mounting.</span><br />
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<span class="Apple-style-span" style="color: #584d4d;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small; letter-spacing: 0px;"> The last mount in the image above is one that I use frequently. The suction cup is only about three inches in diameter so it is only useful for smaller cameras such as the Sony RX100 digital camera or Sony MC50 video camera. The mount has a moveable arm for positioning the camera. It's great for mounting a camera on the window or windshield of an automobile or to the window of a building. I always have one of these in my travel kit.</span></span></div>
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<span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span class="Apple-style-span" style="color: #584d4d; font-family: Arial, Helvetica, sans-serif;"> I also have one of the units that is second from the right above. It has a 4.5 inch suction cup and is suitable for heavier cameras or other equipment. The photo below shows how I used this model to mount my Sony HVR-Z1U to the windshield of the <a href="http://www.clamcamvideo.com/scion_lg.html" target="_blank">ClamCam Videomobile</a>.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVRaGH_ZFK-SFH-VJS7zOYEQ-G7voapYrW5ylyqQZXKn-tXySBqj67wJ9kbUAGtsW0g_h9RNd2W0jcl72wgck8AEc2CO7hnWWdM6EFCsb_NtmuAAnRU7mFWYDE66uu1YRNNN9RDCH54HYS/s1600/hood2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVRaGH_ZFK-SFH-VJS7zOYEQ-G7voapYrW5ylyqQZXKn-tXySBqj67wJ9kbUAGtsW0g_h9RNd2W0jcl72wgck8AEc2CO7hnWWdM6EFCsb_NtmuAAnRU7mFWYDE66uu1YRNNN9RDCH54HYS/s400/hood2.jpg" width="400" /></a></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">I my suction cup mounts frequently. I have found them very useful in many situation.</span></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> You can see variety of suction cup mounts at <a href="http://www.adorama.com/searchsite/default.aspx?searchinfo=suction+cup&KBID=66581" target="_blank">Adorama</a>, <a href="http://www.amazon.com/mn/search/?_encoding=UTF8&bbn=493964&camp=1789&creative=390957&keywords=suction%20cup%20mounts&linkCode=ur2&qid=1346264426&redirect=true&rh=n%3A172282%2Ck%3Asuction%20cup%20mounts%2Cn%3A!493964%2Cn%3A502394&rnid=493964&tag=clamcamvideoc-20" target="_blank">Amazon</a>, and <a href="http://www.bhphotovideo.com/c/search?Ntt=suction+cups&N=0&InitialSearch=yes&sts=ma&Top+Nav-Search=/BI/5636/KBID/6495" target="_blank">B&H</a>.</span></div>
Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com2tag:blogger.com,1999:blog-6379833315041340944.post-39945667722084491712012-09-06T11:51:00.003-07:002012-09-06T11:51:19.757-07:00CALIFORNIA DREAMING...er, NIGHTMARE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgobQYXO4LHEdgmAhMJn038oauNeiZxDwQbLKocS3mxR44U5byj9ZiVdYcNWWif6sHTDhKHzh0N9Dl3xI31ToeTzMwwfiZGIb0fNX8cCA8W4yoqcdTEVNi1YVpkOyTV_BK2CT37XbjbsuPb/s1600/sales_tax_compliance.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgobQYXO4LHEdgmAhMJn038oauNeiZxDwQbLKocS3mxR44U5byj9ZiVdYcNWWif6sHTDhKHzh0N9Dl3xI31ToeTzMwwfiZGIb0fNX8cCA8W4yoqcdTEVNi1YVpkOyTV_BK2CT37XbjbsuPb/s1600/sales_tax_compliance.jpg" /></a></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Most of us do a lot of shopping at <a href="http://www.amazon.com/electronics-store/b/?_encoding=UTF8&adid=196NMF7SQ5H7TF2027EN&camp=1789&creative=390957&linkCode=ur2&node=172282&tag=clamcamvideoc-20" target="_blank">Amazon.com</a>. Not only do they have a huge variety of product selections, they have neat low-cost options like <a href="http://www.amazon.com/gp/prime/?ie=UTF8&camp=1789&creative=390957&linkCode=ur2&tag=clamcamvideoc-20" target="_blank">Amazon Prime</a> which, for a small annual fee, provides for free two-day shipping, internet streaming video (a lot of which is free), and <a href="http://www.amazon.com/kindle-store-ebooks-newspapers-blogs/b/?_encoding=UTF8&camp=1789&creative=390957&linkCode=ur2&node=133141011&tag=clamcamvideoc-20" target="_blank">Kindle</a> e-book access for everyone in a household.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Another advantage of Amazon has been the fact that purchases from them were not subject to your state's sales tax. The first chink in that advantage is about to happen.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> As of September 15th, <a href="http://www.latimes.com/business/la-fi-amazon-shopping-spree-20120905,0,3297570.story" target="_blank">Amazon sales in California will be subject to California sales tax</a>. Bummer! Even though I don't live in California I see this as the first of many states in which Amazon will start collecting local state tax on their sales.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> I have read reports that Amazon is actually supporting these sales tax actions because they are building distribution centers in more and more states to be able to actually provide one-day delivery for their Amazon Prime customers.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> I would actually prefer two-day delivery to paying sales tax on my purchases.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Historically, internet merchants (like me, for example) only had to collect state sales taxes from customers from states in which they actually had a physical presence. Unfortunately, as internet merchandising has become so large, states are beginning to lobby for that to change.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> On the near-term (as best as I can determine), California is the only state, so far, in which Amazon is collecting state sales taxes but others will undoubtedly follow.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> So...if you live in California and have been anticipating some Amazon purchases, now is the time to do them, at least before September 15th.</span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> And if you use one of the Amazon links on this page I will receive a small consideration. 8-)</span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-25079653359847115582012-09-04T08:42:00.000-07:002012-09-04T08:42:41.554-07:00SOMETHING WEIRD<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: Arial, Helvetica, sans-serif;">While on travel this past weekend I had something totally weird and unexpected happen with my <a href="http://clam-stuff.blogspot.com/2012/07/it-has-arrived.html" target="_blank">Sony DSC-RX100</a>. I thought I'd pass the incident along in case you run into a similar situation.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> I had been using the camera frequently during the day but had put it aside for a couple of hours while attending to something else. When I started it up everything looked normal but when I tried to take a photo by pressing the shutter release button, basically nothing happened. No focus bars and no photo being taken. I tried switching photo modes with basically the same result. After some tries a photo was finally taken but it was while I was moving the camera around, not when I was actually trying to take a photo.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> I switched to the video mode and it seemed to respond correctly in that mode to video commands.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> I switched back to the photo modes with the same non-picture-taking result.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> It wasn't convenient to troubleshoot the camera in the situation at hand so I put the camera away until I was back in the hotel room.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> I first tried something that I'd <a href="http://www.youtube.com/watch?v=E2_Dx9OSZms" target="_blank">seen on YouTube</a> soon after the RX100 was released. This person had his RX100 lockup. When he took it back to his dealer he was told to remove the battery for awhile. He did and it solved his problem. Unfortunately, removing and replacing the battery didn't fix my problem.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> So...I looked in the <a href="http://esupport.sony.com/docs/dvimag/DSCRX100_guide/en/index.html" target="_blank">RX100 Cybershot User Guide</a>. I did a search on "reset" and although I found that the camera doesn't have a reset button like many Sony cameras have, it did have a three levels of initializing user settings. "Custom reset" resets only custom settings; "Rec mode reset" resets only major shooting settings to the default values; and "Reset Default" which resets a settings to default settings.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> I tried the first level - Custom reset - first without success. I then decided to go all the way with the Reset Default level. This level apparently not only resets manually input settings to their default values, it actually reloads the camera's firmware. Whatever it does fixed my problem - yippee! </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> I guess the lesson here is that as our cameras get more complex and more controlled by software than hardware, they may occasionally have the problems that our computers have. Thankfully, the reset I did worked. </span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> If you've anything similar to this I'd like to hear about it.</span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-82185896575468885752012-08-31T08:45:00.000-07:002012-08-31T09:47:42.801-07:00PREVENTING GAFFES (repeat)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLT-DmnNzqkQgW5H1WVQynIgln2dzgeEJVYJJY2C7fSXTIACttuIkS4dQDVpnIeAMX32_K2TSKzTiDCqATYzlm8YZNF5d3Bolnqsj0iStf8XcTBiEVPHi0UCyAz9sRMByAMtVRU9nAnTVS/s1600/tape.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLT-DmnNzqkQgW5H1WVQynIgln2dzgeEJVYJJY2C7fSXTIACttuIkS4dQDVpnIeAMX32_K2TSKzTiDCqATYzlm8YZNF5d3Bolnqsj0iStf8XcTBiEVPHi0UCyAz9sRMByAMtVRU9nAnTVS/s320/tape.jpg" width="320" /></a></div>
<span class="Apple-style-span" style="color: #584d4d; font-family: Arial; font-size: 15px;"><b style="font-family: Times, 'Times New Roman', serif;"><span style="font-size: x-small;">[Note: this is another in a series of postings that were originally hosted by Apple but went away when Apple cancelled mobileme.com.]</span></b></span><br />
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<span class="Apple-style-span" style="color: #584d4d; font-family: Arial; font-size: 15px;"> My old pappy used to say you could fix about anything with bailing wire and duct tape, with emphasis on the duct tape. Unfortunately, when it comes to video and photo use, duct tape, the silver-backed tape you buy at the hardware store is NOT the solution. Conventional duct tape is not only hard to remove it also leaves a sticky residue on most stuff that is a pain to remove.</span><br />
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<span style="letter-spacing: 0.0px;"> The "pros" in our business use something called "<a href="http://en.wikipedia.org/wiki/Gaffer_tape">gaffer tape</a>". This tape is not only easier to remove but it doesn't leave any sticky residue when removed. Everyone should have a roll in their "kit" when out on a shoot. I use the black version but you can get it in a variety of colors, including camouflage. The most-used width is 2" but other widths are also available. You can tear the tape down the middle to create narrow width pieces from the 2" rolls. Here are a couple of sources from which I get a small consideration:</span></div>
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<li style="color: #584d4d; font: 15.0px Arial; margin: 0.0px 0.0px 0.0px 0.0px;"><span style="letter-spacing: 0.0px;"> <a href="http://www.amazon.com/gp/product/B0002GVVA0?ie=UTF8&tag=clamcamvideoc-20&linkCode=as2&camp=1789&creative=390957&creativeASIN=B0002GVVA0">Amazon</a></span></li>
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<li style="color: #584d4d; font: 15.0px Arial; margin: 0.0px 0.0px 0.0px 0.0px;"><span style="letter-spacing: 0.0px;"> <a href="http://www.bhphotovideo.com/c/product/20009-REG/General_Brand__Gaffer_Cloth_Tape_.html//BI/5636/KBID/6495">B&H PhotoVideo</a></span></li>
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Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-85732725464725212642012-08-29T10:10:00.000-07:002012-08-29T10:10:55.551-07:00THUNDER IN THE VALLEY <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">This time of year in Tucson is referred to as "monsoon season". We are subject to occasional severe thunderstorms accompanied by lightning and thunder. I recently spent the day on a nearby mountain - Mt Lemmon - which is some 8,000 feet higher and 25-30 degrees cooler than Tucson. While there I was a spectator for a pretty spectacular afternoon thunderstorm over the Tucson valley.</span><br />
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><br />
</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> I was doing some testing that day with my <a href="http://clam-stuff.blogspot.com/2012/07/it-has-arrived.html" target="_blank">Sony DSC-RX100</a> so I decided to set it up to take video of the storm. The short Vimeo clip below is an edited version of what I took. I used my Casablanca to edit out the "dead space" between strikes to speed things up. I also edited the thunder audio to better match the video.</span><br />
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<iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" mozallowfullscreen="mozallowfullscreen" src="http://player.vimeo.com/video/48391875" webkitallowfullscreen="webkitallowfullscreen" width="600"></iframe><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">I was using the 1080/60i mode of the RX100. I set the video mode to "Program" which allowed me to vary the shutter speed and aperture simultaneously, keeping the exposure constant. For most of the video I set the shutter speed to 1/4 second.</span><br />
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The next time I do this I would like to set the RX100 mode to 1080/60P which provides a 2:1 slow-motion clip on the Casablanca. I would also try a very fast shutter speed to see how that affects the video of the lightning.</span>Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-1699976348972017972012-08-27T10:01:00.000-07:002012-08-27T10:01:11.930-07:00USING FILTERS ON POINT & SHOOT CAMERAS <span style="font-family: Arial, Helvetica, sans-serif;">Now that many <a href="http://en.wikipedia.org/wiki/Point-and-shoot_camera" target="_blank">"point & shoot"</a> digital cameras are approaching almost pro image quality they are being used by many of us in situations that formerly we only used bigger cameras for. Examples of such high end cameras are the Sony <a href="http://www.amazon.com/gp/product/B006K5521Q/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B006K5521Q&linkCode=as2&tag=clamcamvideoc-20" target="_blank">DSC-HX10</a> and <a href="http://www.amazon.com/gp/product/B00889ST2G/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B00889ST2G&linkCode=as2&tag=clamcamvideoc-20" target="_blank">DSC-RX100</a>.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> Unfortunately, because the principle design goal for these cameras was to make them easy to use by most anyone, they lack some features that some of use need. One such desirable feature is the ability to add filters such as polarizers or neutral density. Such filters can help in many lighting situations.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfUsIHM_vPSxSDUuKY-UYcbrhUOWPfGVl5yLw_UuoMt-TiOCrRsrPukZNZ3tNE0DTw6PYydYPlU6HLfVGjA-wXF0eRhdGvBz5_Y6_s236mhD6aGaYJSVqqEwDlt2Z5Qroe_87nA1HcRRDf/s1600/DSC-HX10.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfUsIHM_vPSxSDUuKY-UYcbrhUOWPfGVl5yLw_UuoMt-TiOCrRsrPukZNZ3tNE0DTw6PYydYPlU6HLfVGjA-wXF0eRhdGvBz5_Y6_s236mhD6aGaYJSVqqEwDlt2Z5Qroe_87nA1HcRRDf/s200/DSC-HX10.jpg" width="200" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> If you look at the front lens barrel on these cameras, like the HX10 to the right, you note that it is totally smooth and without any way to use a normal screw-in filter.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> I have seen indications on the internet of developments that will lead to being able to attach screw-in filters to such cameras but it is not know on what schedule these developments are proceeding.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> I just ran across a YouTube video that provides a "quick and dirty" way to attach a filter to such cameras. I've already tried this technique with my Sony RX100 and it works.</span><br />
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</span> <iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" src="http://www.youtube.com/embed/PXWpg_tIZXA?rel=0" width="600"></iframe><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">The preceding video mentions the use of a 49 mm filter but I happened to have a set of 46 mm filters and they are sized perfectly for this application since the 1/2" square Scotch tabs fit inside the filter rim without interfering with the camera's lens port when open. Smaller filters can be used but will require cutting down the size of the tabs. </span><span style="font-family: Arial, Helvetica, sans-serif;">The Scotch restickable tabs I used can be found at </span><a href="http://www.amazon.com/gp/product/B004NNEI94/ref=as_li_ss_tl?ie=UTF8&camp=1789&creative=390957&creativeASIN=B004NNEI94&linkCode=as2&tag=clamcamvideoc-20" style="font-family: Arial, Helvetica, sans-serif;" target="_blank">Amazon</a><span style="font-family: Arial, Helvetica, sans-serif;">. </span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"><b>SOME UPGRADES BEYOND THE ABOVE VIDEO</b></span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> I came up with what I believe to be improvements on the above technique. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD1V-nczt1g96uEDY0h5Snf8Zzxhil-QKpHmOgge3oLq0vN4VMZJyNBAAb-B74IONCbvXdXgNB6IvXBzJRRCAC6qUvHxZY90su_v6dXZ7au5XfnZ3A-ur16MGVz0g7Gq9ZJ5bnn5Aa3niY/s1600/filter.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD1V-nczt1g96uEDY0h5Snf8Zzxhil-QKpHmOgge3oLq0vN4VMZJyNBAAb-B74IONCbvXdXgNB6IvXBzJRRCAC6qUvHxZY90su_v6dXZ7au5XfnZ3A-ur16MGVz0g7Gq9ZJ5bnn5Aa3niY/s200/filter.gif" width="138" /></a></div>
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> First, because I didn't want to remove the filters each time the camera lens retracts, I actually stacked two of the Scotch tabs so that the screw-in clear UV filter I am using as the base filter is held clear as the lens retracts. Note in the photo at right that's there's a small gap between the attached UV filter and the camera's front lens body when the camera is off. Thus, the filter doesn't have to be removed each time the camera is turned off.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> Also, different from the technique in the video, I applied the restickable tabs to the screw-in side of the filter (rather than the front) so that additional filters can be added to the attached filter. </span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> After attaching the UV filter to the camera using the restickable tabs additional filters can be screwed into it as desired. The RX100 has a maximum shutter speed of 1/2000 of a second. In bright lighting conditions this may not be short enough to get the aperture open as much as desired. I can now add an ND filter by screwing it into the UV filter and have better control of exposure.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> Or, I can screw a polarizer filter onto to the UV filter to improve image quality. (See my <a href="http://clam-stuff.blogspot.com/2012/08/lets-be-polarized-repeated.html" target="_blank">previous post on polarizers</a> for why polarizers can be helpful.)</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"> It's quite easy to remove the filter attached with the Scotch restickable tabs and re-attach it using the same tabs.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;"><b>A CAUTION</b></span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> The small gap indicated by the arrow in the image above can be a problem if you're using a darker filter outside in the sunshine. An bright overhead light (like the sun) can leak through an create extraneous light on the image. The image on the left below show an example of the light leakage when in the bright sun. I had an ND3 neutral density filter screwed into the base filter for these shots. The picture on the right was taken with my fingers covering gap between the RX100 lens barrel and the base filter.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4puxDcA8bi6QXwwDONMjIjU_VCTlFp8Py_pj1K2u_7Ww3yQA_QPtO-odsfYqSFAn-dwyQCrsYbGRNCqgXB4Uqih2MM53BESJNK5PWIQFdobCL8Sz-6O2_9Ljlgg6Tf5HMGPz9qZokQsRu/s1600/comparo.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4puxDcA8bi6QXwwDONMjIjU_VCTlFp8Py_pj1K2u_7Ww3yQA_QPtO-odsfYqSFAn-dwyQCrsYbGRNCqgXB4Uqih2MM53BESJNK5PWIQFdobCL8Sz-6O2_9Ljlgg6Tf5HMGPz9qZokQsRu/s400/comparo.gif" width="400" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> You can avoid this in a couple of ways - either make sure the camera is in the shade or by putting something over the gap like <a href="http://www.amazon.com/mn/search/?_encoding=UTF8&camp=1789&creative=390957&field-keywords=gaffer%20tape&linkCode=ur2&tag=clamcamvideoc-20&url=search-alias%3Daps" target="_blank">gaffer tape</a>. Of course, using gaffer tape to cover the gap will prevent the camera lens from closing when the camera is turned off.</span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"><b>SUMMARY</b></span><br />
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</span> <span style="font-family: Arial, Helvetica, sans-serif;"> This technique for adding filters may be a little <a href="http://en.wikipedia.org/wiki/Rube_Goldberg" target="_blank">"Rube Goldberg"</a> but it does work and can be used until something better comes along (which I believe will happen in the not-to-distant future).</span></div>
Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com4tag:blogger.com,1999:blog-6379833315041340944.post-36763954351957582962012-08-26T08:07:00.001-07:002012-08-26T08:41:32.940-07:00LET'S BE POLARIZED (repeated)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-7sxcxyq4kskOjl03G5lsgSk-np1FzRgIZUE1UMMvYAj0rCuQRnODdNdThv2dvYh3nlE3ZiQM9uz905qVwwy3TLUdsJPv0geCmm5QfbxCmO99wnSRXCH7zIH3Bkpu2O4gGy7SDboq4rcy/s1600/Arches-National-Park-1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-7sxcxyq4kskOjl03G5lsgSk-np1FzRgIZUE1UMMvYAj0rCuQRnODdNdThv2dvYh3nlE3ZiQM9uz905qVwwy3TLUdsJPv0geCmm5QfbxCmO99wnSRXCH7zIH3Bkpu2O4gGy7SDboq4rcy/s400/Arches-National-Park-1.jpg" width="400" /></a></div>
<b style="color: #584d4d; font-family: Times, 'Times New Roman', serif; font-size: 15px; letter-spacing: 0px;"><span style="font-size: x-small;">[Note: this is another in a series of postings that were originally hosted by Apple but went away when Apple cancelled mobileme.com.]</span></b><br />
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<span style="letter-spacing: 0.0px;"> There is a filter that I use frequently, whether shooting video or stills. That filter is a <a href="http://en.wikipedia.org/wiki/Polarizer">polarizer</a>. For those of you not familiar with a polarizer filter, it can do a couple of things that can improve your images, both moving and still.</span></div>
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<span style="letter-spacing: 0.0px;"> First of all it can potentially give you a very blue sky in your sunny day images. (Note the deep blue sky in the image above.) I say potentially because a couple of conditions need to be met: 1) the sun must be at the proper angle to the scene you are shooting; and 2) you have to have the polarizer filter rotated to the correct angle. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2haw2OJ_obJ5euO380A9O5ZJTcbqFALa01McWqUB89YBDAKh3_HnOUSSQULq8yULHd9A03-yb5Rx_Kap-1nyBa_aZLj6LkRvo_eWFCVPNPx4QWKmQV3EuV9WnIT2LwVRub8a99nFXrj36/s1600/3558968766_a288fbfaa3_o.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2haw2OJ_obJ5euO380A9O5ZJTcbqFALa01McWqUB89YBDAKh3_HnOUSSQULq8yULHd9A03-yb5Rx_Kap-1nyBa_aZLj6LkRvo_eWFCVPNPx4QWKmQV3EuV9WnIT2LwVRub8a99nFXrj36/s320/3558968766_a288fbfaa3_o.jpg" width="320" /></a></div>
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<span style="letter-spacing: 0.0px;"> The image at left shows how a polarizer can change the depth of color in an image. Note the increased contrast of the clouds on the left compared to the right. ( Polarizers can also affect black and white images but that will not be discussed in this post.) A polarizer can help reduce the dynamic range </span><span style="color: black; font: 12.0px Helvetica;"></span><span style="letter-spacing: 0.0px;">or ratio of bright to dark in the image. The shadow areas on the left side of the image are lighter because the sky isn’t so bright and taking up so much of the camera’s dynamic range.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEwecJlMUImpkUMKhIdqCh13ZBGwDSfpZ542nlmN2QF5QhInkikI39okZBvNF_TAe66zOzr9Nb8UIgZ9uCgh0PK1wPMi-N1hWUQMTc0hLyKcjS8_Jj8eiXecm0g4SadkUcMzLePMykvnot/s1600/2873396195_dd36c619ee_o.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEwecJlMUImpkUMKhIdqCh13ZBGwDSfpZ542nlmN2QF5QhInkikI39okZBvNF_TAe66zOzr9Nb8UIgZ9uCgh0PK1wPMi-N1hWUQMTc0hLyKcjS8_Jj8eiXecm0g4SadkUcMzLePMykvnot/s320/2873396195_dd36c619ee_o.jpg" width="320" /></a></div>
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<span style="letter-spacing: 0.0px;"> Secondly, a polarizer filter can reduce reflections from objects in your camera's field of view. These can be from highly reflective objects like cars and windows or those from water surfaces. Similar to the sky enhancement of the previous paragraph the degree of reflection reduction depends on sun angle </span><span style="color: black; font: 12.0px Helvetica;"></span><span style="letter-spacing: 0.0px;">and filter rotation. The image at right is an example of reducing reflections using a polarizer.</span></div>
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<span style="letter-spacing: 0.0px;"> I personally try to have a suitable size polarizer filter available on all my shoots, particularly if I know they are going to be in bright sunshine. If the shoot is going to be outside on a bright sunny day I usually install a polarizer even if I don't need it for sky enhancement or reflection reduction. This is because a polarizer has a about a stop of light reduction so it can act as a neutral density filter. This can help keep your lens from having to be stopped down to f/11 or f/16 which is not usually a good thing for best image quality.</span></div>
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<span style="letter-spacing: 0.0px;"> Polarizing filters come in a variety of sizes and styles. The ones I have range from 37 to 95mm in diameter to fit the variety of cameras I use. I also have a 3" square filter that fits into a matte box that can be mounted on my larger video cameras. Most of the round filters I have also have threads on their front so that another lens can be screwed onto it but a couple of them are "thin" filters that have no front threads and thus don't stick out quite so far. This can prevent vignetting when used with wide-angle lenses.</span></div>
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<span style="letter-spacing: 0.0px;">USING POLARIZERS</span></div>
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<span style="letter-spacing: 0.0px;"> Polarizers do not work at every direction. They work best when the sun is 90 degrees to the camera’s line of sight. In other words the sun should be at your right or left. If the sun is at your back the polarizer will have little effect on the sky’s color. Also, if you are facing the sun you won’t get any sky effect.</span></div>
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<span style="letter-spacing: 0.0px;"> To maximize the polarizing effect you need to rotate the polarizer while watching the scene through through the camera’s viewfinder. As you rotate the filter you should note the sky’s darkness changing. <b>TIP</b>: This works best if you turn off auto exposure while adjusting the rotation. With auto exposure turned on the camera will compensate for the change in light coming through and if you don’t rotate the filter fast enough you may not notice the sky changing that much.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjM6SYbBZPDhmsuywo8AJqea11x03BPNLe59aWqCWI8NltZdF0WMKVaNc4RZ_zJ4UnsC_wCE0v4B0Annl6RXL5QZHfQI7wY-Dg1qH9KpMopKElJJQK0oiNtGsusxZhkfhg2Um8ATUvwkZt/s1600/KEN_6031-polarizer.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjM6SYbBZPDhmsuywo8AJqea11x03BPNLe59aWqCWI8NltZdF0WMKVaNc4RZ_zJ4UnsC_wCE0v4B0Annl6RXL5QZHfQI7wY-Dg1qH9KpMopKElJJQK0oiNtGsusxZhkfhg2Um8ATUvwkZt/s320/KEN_6031-polarizer.jpg" width="320" /></a></div>
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<span style="letter-spacing: 0.0px;"> Also, the polarizer won’t necessarily affect the total sky area seen, particularly if you are using a wide angle lens on your camera. That type of problem is illustrated in the image at right. Note how there’s almost a stripe of darkening. You can minimize this problem by either zooming in some or changing the </span><span style="color: black; font: 12.0px Helvetica;"></span><span style="letter-spacing: 0.0px;">shooting direction.</span></div>
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<span style="letter-spacing: 0.0px;"> A polarizer can add “snap” to nearly any outdoor sunlit scene, be it a sky background or closeups of colorful flowers. Try it. I think you’ll see the difference.</span></div>
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<span style="letter-spacing: 0.0px;"> There are a variety of sources for polarizer filters - your local camera store or the the web. Both Amazon and B&H Photo Video carry a large variety of sizes and brands of polarizers. If you decided to purchase a polarizer via the links below I get a small consideration.</span></div>
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<li style="color: #584d4d; font: 15.0px Arial; margin: 0.0px 0.0px 0.0px 0.0px;"><span style="letter-spacing: 0.0px;"> <a href="http://www.amazon.com/gp/redirect.html?ie=UTF8&location=http%3A%2F%2Fwww.amazon.com%2Fs%3Fie%3DUTF8%26ref_%3Dnb_sb_ss_i_0_9%26fsc%3D8%26ih%3D6_0_2_0_0_0_0_1_0_1.152_235%26field-keywords%3Dpolarizer%2520filter%26url%3Dsearch-alias%253Delectronics%26sprefix%3Dpolarizer&tag=clamcamvideoc-20&linkCode=ur2&camp=1789&creative=390957">Amazon</a></span></li>
<li style="color: #584d4d; font: 15.0px Arial; margin: 0.0px 0.0px 0.0px 0.0px;"><span style="letter-spacing: 0.0px;"> <a href="http://www.bhphotovideo.com/c/search?Ntt=polarizer+filters&ci=15294&N=174+4294203908&cm_sp=Filters-_-Category-_-Video/BI/5636/KBID/6495">B&H</a></span></li>
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Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com2tag:blogger.com,1999:blog-6379833315041340944.post-49960767716894880752012-08-23T10:00:00.000-07:002012-08-23T10:00:10.667-07:00"I FORGOT MY TRIPOD"<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggHCZQHyZicSPJXm2UoiaSMIu4u6Fz920G80bjFUklesdYGEFyRcGHuM7y-OHoVR3KPoWST-DsRSviBGfZZ1_vH5K6Q4oili-jqR4bFEiWJdnkAZalQMNHWbg9gsQ2h5h2T9Rqa-R3DjS4/s1600/068c9a24c570ca6c2cdbbc3fbd0b7741.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggHCZQHyZicSPJXm2UoiaSMIu4u6Fz920G80bjFUklesdYGEFyRcGHuM7y-OHoVR3KPoWST-DsRSviBGfZZ1_vH5K6Q4oili-jqR4bFEiWJdnkAZalQMNHWbg9gsQ2h5h2T9Rqa-R3DjS4/s200/068c9a24c570ca6c2cdbbc3fbd0b7741.jpg" width="200" /></a></div>
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Sometimes we are in with situations in which shots that should be done from a tripod must be done without a tripod.</span><br />
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The video below, done by a young Brit, shows some examples of "workarounds" for those situations that should be done with a tripod.</span><br />
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</span> <span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> The more-experienced amongst you have probably used one or more of the techniques here.</span><br />
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<iframe allowfullscreen="allowfullscreen" frameborder="0" height="338" src="http://www.youtube.com/embed/As-plmYr6e8?rel=0" width="600"></iframe><br />Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0tag:blogger.com,1999:blog-6379833315041340944.post-82714250930094757172012-08-20T09:39:00.001-07:002012-08-20T09:39:34.203-07:00THE BIG COVERUP (repeated)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiz9NzeQBLRXfpyieRtf2fatSdvQ6asPvgOaL8vPrcKCAUJgFD-ArXKSg964Lp6-40TknnpkvywJhbYPlQJCFp5DvylJgHqxFLRt9q6YSU9t5uCvCdZ7140l2wD1ZtLDVxvfuU5S4VRmZG/s1600/black.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiz9NzeQBLRXfpyieRtf2fatSdvQ6asPvgOaL8vPrcKCAUJgFD-ArXKSg964Lp6-40TknnpkvywJhbYPlQJCFp5DvylJgHqxFLRt9q6YSU9t5uCvCdZ7140l2wD1ZtLDVxvfuU5S4VRmZG/s320/black.jpg" width="320" /></a></div>
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<span style="letter-spacing: 0.0px;"><span class="Apple-style-span" style="color: #584d4d; font-family: Arial; font-size: 15px;"><b style="font-family: Times, 'Times New Roman', serif;"><span style="font-size: x-small;">[Note:
this is another in a series of postings that were originally hosted by
Apple but went away when Apple cancelled mobileme.com.]</span></b></span></span></div>
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<span style="letter-spacing: 0.0px;"><span class="Apple-style-span" style="color: #584d4d; font-family: Arial; font-size: 15px;"><b style="font-family: Times, 'Times New Roman', serif;"><span style="font-size: x-small;"><br /></span></b></span></span></div>
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<span style="letter-spacing: 0.0px;"> Unless you use an armored truck to transport your equipment to shooting site the equipment is probably visible from the outside of your vehicle. I’m assuming here that if you’re using a car then you may have some equipment in the back and or back seat, or if you’re using an SUV it will be visible through its windows. Having such equipment in full view of potential thieves is an invitation to disaster.</span></div>
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<span style="letter-spacing: 0.0px;"> I saw this particular tip somewhere on the internet and, having applied it, can recommend it highly. </span><br />
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<span style="letter-spacing: 0.0px;"> Go to your local fabric shop and buy a couple of yards of some lightweight black cloth. Use this to cover your equipment and it will prevent “looky loos” from seeing precisely what you have in there. </span></div>
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<span style="letter-spacing: 0.0px;"> If you have tinted windows like most of us in the southwest have, the equipment covered with the black cloth will be almost invisible to an external observer. If you have an enclosed van for equipment transport obviously this tip doesn’t apply.</span></div>
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<span style="letter-spacing: 0.0px;"> Otherwise, try it, you’ll like it.</span></div>
Carroll Lamhttp://www.blogger.com/profile/14294282286803433988noreply@blogger.com0