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	<title>Star Circle Academy</title>
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	<description>Capturing the Heavens in Motion</description>
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		<title>Lost Camera &#8211; the rest of the story</title>
		<link>http://blog.starcircleacademy.com/2012/02/lost-camera-the-rest-of-the-story/</link>
		<comments>http://blog.starcircleacademy.com/2012/02/lost-camera-the-rest-of-the-story/#comments</comments>
		<pubDate>Fri, 10 Feb 2012 18:12:22 +0000</pubDate>
		<dc:creator>Eric Harness</dc:creator>
				<category><![CDATA[Guest Column]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Found owner]]></category>
		<category><![CDATA[Lost Camera]]></category>
		<category><![CDATA[Lost owner]]></category>

		<guid isPermaLink="false">http://blog.starcircleacademy.com/?p=1451</guid>
		<description><![CDATA[I would like to sincerely Thank all of the people who viewed the post about the lost camera. I would like to especially acknowledge Thomas Hawk for re-posting on Google +.   I have located the owner after about 4 &#8230; <a href="http://blog.starcircleacademy.com/2012/02/lost-camera-the-rest-of-the-story/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>I would like to sincerely Thank all of the people who viewed the post about the lost camera. I would like to especially acknowledge <a title="Thomas Hawk" href="https://plus.google.com/u/0/104987932455782713675/posts" target="_blank">Thomas Hawk</a> for re-posting on Google +.   I have located the owner after about 4 hours of intense emailing, checking, googleing and fact checking.  The short story is my own search and the folks one the internet helping me search converged to the same point at about the same time, let me tell you how we got there.</p>
<p>After pulling the camera out of the mud briefly looking it over, I pried the battery door open and found a pristine battery and memory card compartment. After arriving home late on Sunday,  Posted on Facebook that I had found a camera and was downloading the photos. I dragged a photo to <a href="http://stolencamerafinder.com/" target="_blank">stolencamerafinder.com</a> but no luck.  It was late so I went to bed.  Monday during the day I got slammed a work.  Monday night, I looked a little bit but nothing popped out.</p>
<p>Tuesday night,  I got my first chance to take a good look at the photos.  There was about &gt;1000 files on the camera, the first place I started was the EXIF data which told me a few things about the camera and the date the photos were taken. But no owner, no geo tags, just a few fragments I summarized on the photos the first photo was number in the 200&#8242;s and dated 5/8 the last was dated 7/22/2011. This told me the camera was new and the day it was lost was 7/22/2011 on a rafting trip on the Merced River with <a title="All Outdoors" href="http://blog.starcircleacademy.com/2012/02/iss-predictions/" target="_blank">All Outdoors</a>.  I called the rafting company <a title="All Outdoors" href="http://blog.starcircleacademy.com/2012/02/iss-predictions/" target="_blank">All Outdoors</a>  no luck, not open, I wanted to talk to a person not surf through the computer menu. I thought I would call back in the morning.   I watched and re-watched all of the videos.  Nothing. no names, no places, nothing in the end I decided that I was starting to make up audio.  I seemed to be convincing myself people were talking and making stuff up.  Kinda like when you play a record backwards.  After a few hours of watching the rafting videos I was getting motion sickness and hearing things so decided I was not getting anywhere.</p>
<p>Wednesday, I got slammed at work AGAIN and never ended up calling <a title="All Outdoors" href="http://blog.starcircleacademy.com/2012/02/iss-predictions/" target="_blank">All Outdoors</a>  .  Wednesday night I focused on the photos and collected the data off of all the buildings numbers names, places and attaching them to the photo.  I took some notes.  The camera had 2 months of photos all in CA the suggested the owner was from CA.  The photos were from mostly So Cal so that narrows the region.  I looked up some info on the Palm Springs Film Fest but I didn&#8217;t find any photos that looked like anyone in the photos.  What troubled me was something I know too often the owner of the camera is usually behind the camera not in front of it. So I was assuming most of the photos might no have photos of the owner.  The reoccurring people maybe the ticket and if I could find one of them they might be able to lead me to the owner.  Especially, the group shots you usually pose in groups right?! Judging from the videos and photos I think I nailed the owner.  But who were they.   I was pretty exhausted.  I was concentrating hard on the photos looking for names on tables, or an address on a scrap of paper.  The little hints but nothing solid.  This was WAY too slow.  I collected the data, tagged the photos.  Tomorrow, I decided I was asking the internet.</p>
<p>Thursday,  I uploaded the photos to my Flickr account and Google + and wrote a short explanation on the Star Circle Academy Blog.  I published them all at the same time.  I started with some of my CA Flickr contacts briefly emailing and asking for help.  I was running late for work and had a lot to do, I figured I could finish at work. I called <a title="All Outdoors" href="http://blog.starcircleacademy.com/2012/02/iss-predictions/" target="_blank">All Outdoors</a> still the computer menu&#8230;Grrrr, well they officially open in a few min I might be able to reach them or it could be off season and no one is answering the phones.  I will just go to work start on some Google + contacts then start my day.</p>
<p>I was not really prepared for what happen next.  In the brief time between me leaving for work, making a cup of coffee, <a title="Thomas Hawk" href="https://plus.google.com/u/0/104987932455782713675/posts" target="_blank">Thomas Hawk</a> moved my plea for help from Flickr to Google +.  Lets just say it exploded people were sharing it, +1-ing it the comments the emails.  I shifted from reading comments, to emailing people to fact checking, there was a lot of encouragement, and tons of good info, lots of you should do &#8220;this&#8221; (and the &#8220;this&#8221; was redundant).  Between some of the comments I tried the Malibu Surf Shop,  after a short explanation all I got was they didn&#8217;t really keep computerized records.  Grrr&#8230;that was a dead end.</p>
<p>Just when it was getting really interesting I had to leave, you know &#8220;work&#8221; meeting.</p>
<p>While I was working people had been working on the photo that contained a badge that read ShortFest in Palm Springs.  They had posted a link to some of the photos of attendees one of which was looked a lot like the person I though was the owner.   It was good but who was she??</p>
<p>Before lunch, I took a short break and tried <a title="All Outdoors" href="http://blog.starcircleacademy.com/2012/02/iss-predictions/" target="_blank">All Outdoors</a>  rafting company again. I got a person!!  A real person! I was a little surprised.</p>
<p>Hello Can, I help you?</p>
<p>Ah?  I sure hope so.</p>
<p>I think I surprised her with my surprise and excitement!  I explained the story to Diane.  She seemed a little stunned, one that a camera survived, and two I was contacting them.  She asked, How do you know it is us?  I replied. &#8220;Well, it is written all over your boat, the paddles, your life vests&#8221;.  I also mentioned that the date of the trip was 7/22/2011.  She quickly pulled up the date and said &#8220;That&#8217;s great we only had one trip the day.  And we have all the email addresses of the participants.&#8221;  I gave her my contact info and passed on.  A solid lead finally!!</p>
<p>While I left for lunch an email from <a title="All Outdoors" href="http://blog.starcircleacademy.com/2012/02/iss-predictions/" target="_blank">All Outdoors</a>  to all of the attendee from the day the camera was lost  For the next 45 minutes things churned in cyberspace.</p>
<p>The near miss, an email from a person in the boat:</p>
<address>I received your email, but the camera is not mine.  Someone on my raft did lose a camera, but I can&#8217;t remember the lady&#8217;s name.  I hope that you are able to track down the couple and that they get their camera back.<br />
I know they were disappointed when it fell off her life jacket as she was being pulled back in the raft.</address>
<p>About an hour later I had an email, a very excited one indeed!!   In her own words (edit to protect privacy):</p>
<address>
Eric, </address>
<address>This is the most amazing email I have ever gotten! My underwater camera was my most favorite things and I was so upset when I lost it and all the pictures of our trip. Thank you so, so much for going to these lengths to find me! It is a total miracle that it worked, and how amazing of you to do such detective work! </address>
<address> </address>
<p>Googleing, the recipient everything started to check out but I still had my doubts. Started to assemble the questions to verify it was her camera.  Things I could ask about the photos that only she would know. However, this was unnecessary, I got confirmation from Google +,  <a href="https://plus.google.com/u/0/106793866359435768094" rel="nofollow" target="_blank">Craig Richmond</a> had cross referenced the owner through the Shortfest Photo and surfed around until he confirmed with a separate photo which was connected to her name.  He got the same result as I did and helped me confirm from that, we came to the same conclusion.  My response was &#8220;Bingo&#8221;.  If he would have been about 40 minutes Earlier I would have been emailing the owner not her emailing me.</p>
<p>During some correspondence over email, she also confirmed some other details that made me confident the camera was hers.  That was it, it was an interesting ride and fun to be involved in the search.  <a title="All Outdoors" href="http://www.aorafting.com/" target="_blank">All Outdoors</a> really came through in the end and I am so happy that they do not close for the season and someone answered the phone.  Thank you, Craig Richmond who also helped me confirm which was a large part of fact checking.  And a very large Thank you to <a title="Thomas Hawk" href="https://plus.google.com/u/0/104987932455782713675/posts" target="_blank">Thomas Hawk</a> because this story would have never got off the ground without his response.</p>
<p>That is the end of the story.  I am heading to the post office today and will put the camera and SD card in the mail.  I am going to end with her own words (edited for privacy):</p>
<address>&#8220;Wow, the whole thing is so crazy I can hardly believe it! Amazing work. Wow. I am just so, so grateful that you went to all the trouble, it is so lovely. Eric, I feel like you know so much about me &#8211;  Where do you live? where do you work? what can I do to repay your kindness?&#8230;&#8230;..Also would it be OK if we took most of the pics down and just left up the one below for the sake of posterity? only because I am slightly mortified to have me and my family&#8217;s analog life on public view &#8211; probably why it was so unnecessarily hard to find me! I don&#8217;t really use any of these technologies. I hope that is not ungrateful &#8211; because I am so thankful to you for all the trouble you went to! It is just such an act of generosity, you&#8217;ll have to let me write you up something for the end of the story about how thankful I am to everyone who helped with the detective work!</address>
<address> Thank you again so much, and please tell me if you are coming down so we can have you to dinner &#8211; I think we&#8217;re destined to be friends now, right?&#8221;</address>
<address> </address>
<p>Yes I  do believe we are destined to be friends. <img src='http://blog.starcircleacademy.com/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /><br />
<a href="http://blog.starcircleacademy.com/2012/02/lost-camera/img_1216/" rel="attachment wp-att-1437"><img class="alignleft size-medium wp-image-1437" title="IMG_1216" src="http://blog.starcircleacademy.com/wp-content/uploads/2012/02/IMG_1216-300x225.jpg" alt="" width="300" height="225" /></a>PS.  Since the owner has asked me to remove her photos I will be responding to her request&#8230;.I would also ask that you please do the same.  This is also why I have decided to identify her as just the owner to also protect her privacy.   I would not want to ruin a new friendship now would I?     She has allowed me to keep one photo up for the sake of posterity (but I am going to ask for a second I love this one).   Thank you.  The end.</p>
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		<slash:comments>6</slash:comments>
		</item>
		<item>
		<title>Lost Camera</title>
		<link>http://blog.starcircleacademy.com/2012/02/lost-camera/</link>
		<comments>http://blog.starcircleacademy.com/2012/02/lost-camera/#comments</comments>
		<pubDate>Thu, 09 Feb 2012 17:28:28 +0000</pubDate>
		<dc:creator>Eric Harness</dc:creator>
				<category><![CDATA[Announcement]]></category>
		<category><![CDATA[Guest Column]]></category>
		<category><![CDATA[Help]]></category>
		<category><![CDATA[Lost Camera]]></category>
		<category><![CDATA[Lost owner]]></category>

		<guid isPermaLink="false">http://blog.starcircleacademy.com/?p=1415</guid>
		<description><![CDATA[Ok, a little diversion for a moment here, a little bit a background then the real story, then a story I hope you will help me write. If you were looking for something on Night Photography, Sorry not this time.  &#8230; <a href="http://blog.starcircleacademy.com/2012/02/lost-camera/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p style="text-align: left;">Ok, a little diversion for a moment here, a little bit a background then the real story, then a story I hope you will help me write. If you were looking for something on Night Photography, Sorry not this time.  I am hijacking Steven&#8217;s blog at the moment. Thanks Steven,  Eric <img src='http://blog.starcircleacademy.com/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </p>
<p>Last Sunday I was scouting locations south of Yosemite National Park along 140 and the Merced River.  If you know anything about the type of person I am I love back-roads, the places other casual photographers don&#8217;t go.  I spotted some interesting places to return to along opposite side the Merced River and conveniently enough I found a State Park Ranger, a back-road and a trail map.  I was set.  Off we go to explore driving along the Merced River was a treat.  With a recess from both the typical winter and the mega rain we had last year I was itching to get down to the river.  After a few miles of gravel there was a long parking area, and easy access to the shore.  Ambling down the to riverside you could see the river was low, rocks that were normal not exposed were.  Fishing line, bottles, cans and other detritus was stuck in the bushes and round river rocks.  However one thing caught my eye, IT was a camera!!  I kinda did a double take but yes, yes it was a camera.  What, a mess! It was caked with muck and clods of dirt hung to it.  There was water between the screen and the casing, the lens was fogged with dirt. No matter the dirt and slime this was a waterproof camera, a <a href="http://usa.canon.com/cusa/consumer/products/cameras/digital_cameras/powershot_d10">Canon PowerShot D10</a>.  But how?? Why??  I quickly realized that this was a major river rafting spot and this might have gotten lost on one of those boating trips.  Scraping away the dirt from the doors, I cracked open the battery compartment and it was pristine!  I was excited.  The battery was dead, but clean, the SD card was clean and dry.  7 hours later, a trip to the hospital, and 5 stitches, a black eye and a CT scan later (My Girlfriend slipped on a rock and ended up in a waterfall, yes in, but that is another story), I questioned whether I should download the photos.  Well the owner will never get there camera back if I don&#8217;t, and the memories they might have stored on this would be worth it.  So after combing through the  &gt;1000 photos and videos, I could not identify any information that would give me a solid lead on the owner.  I have bits and clips of them I have figured out who I believe is the owner, and their family but no solid names.  I believe they are from CA but not sure.  They love the water almost all the shots from the camera are in or around the water.  That is it I don&#8217;t have else much to go on. So now I am turning to the internet community and asking for help, do you know these people can you help me find them.</p>
<p style="text-align: left;">Please, help me write the rest of this story.   As a photographer I know how much it would mean to me to lose my camera but to lose the memories it contained is harder.  The following is some of the photos that I believe will be the most helpful.  I have spared you the ~200 underwater self portraits (I published the fun underwater portraits) and others that are uninformative (like the sky).   I have tried to preserve all of the meta data but there was not much there anyway.   If you recognize anything please leave a comment, if you know people in the photos please send them the link, please share this with your photographer friends.   And Please don&#8217;t bother &#8220;All Outdoors&#8221;, the rafting company too much.</p>

<a href='http://blog.starcircleacademy.com/2012/02/lost-camera/img_1216/' title='IMG_1216'><img width="150" height="150" src="http://blog.starcircleacademy.com/wp-content/uploads/2012/02/IMG_1216-150x150.jpg" class="attachment-thumbnail" alt="IMG_1216" title="IMG_1216" /></a>

<p style="text-align: left;">Other Data:</p>
<p style="text-align: left;">Photo dates 5/8 to 7/22/2011  Merced River CA to</p>
<p style="text-align: left;">Photo locations are from Merced, Malibu, to Palm Springs.</p>
<p style="text-align: left;">Map of where I found the camera</p>
<p style="text-align: left;"><a href="http://maps.google.com/maps/ms?msid=202312884837720874010.0004b846567e4b7d77a63&amp;msa=0&amp;ll=37.60002,-119.976454&amp;spn=0.04495,0.093641">http://maps.google.com/maps/ms?msid=202312884837720874010.0004b846567e4b7d77a63&amp;msa=0&amp;ll=37.60002,-119.976454&amp;spn=0.04495,0.093641</a></p>
<p style="text-align: left;">
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		<slash:comments>11</slash:comments>
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		<title>ISS Predictions &#8211; San Francisco Bay Area</title>
		<link>http://blog.starcircleacademy.com/2012/02/iss-predictions/</link>
		<comments>http://blog.starcircleacademy.com/2012/02/iss-predictions/#comments</comments>
		<pubDate>Sat, 04 Feb 2012 19:27:23 +0000</pubDate>
		<dc:creator>Steven Christenson</dc:creator>
				<category><![CDATA[Photo Tip]]></category>
		<category><![CDATA[events]]></category>
		<category><![CDATA[ISS]]></category>
		<category><![CDATA[Jupiter]]></category>
		<category><![CDATA[maps]]></category>
		<category><![CDATA[moon]]></category>
		<category><![CDATA[predictions]]></category>
		<category><![CDATA[Saturn]]></category>
		<category><![CDATA[Sun]]></category>
		<category><![CDATA[transit]]></category>

		<guid isPermaLink="false">http://blog.starcircleacademy.com/?p=1401</guid>
		<description><![CDATA[International Space Station Transit predictions for the San Francisco Bay Area. Includes all transits above 30 degrees altitude within approximately 90 miles of the Bay Area. <a href="http://blog.starcircleacademy.com/2012/02/iss-predictions/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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<p>I have set up a program to automatically compute the ISS transits for different places and upload the results once a day &#8211; at around 11:00 am each day. See <a title="Zoom Zoom" href="http://blog.starcircleacademy.com/2012/01/zoom-zoom/">Zoom-Zoom</a> for the impetus for this as well as references.</p>
<p>Here is the latest set of predictions for the NORTH BAY (70 Mile radius from San Leandro)</p>
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		<br />
You can download the <a href="http://theamusing.com/photography/howto/iss/northbay.txt">predictions for the NORTH BAY</a> here.</p>
<p>And the SOUTH Bay (60 mile radius from Morgan Hill)</p>
<p>
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You can download the <a href="http://theamusing.com/photography/howto/iss/southbay.txt">predictions for the SOUTH BAY</a> here.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Zoom Zoom</title>
		<link>http://blog.starcircleacademy.com/2012/01/zoom-zoom/</link>
		<comments>http://blog.starcircleacademy.com/2012/01/zoom-zoom/#comments</comments>
		<pubDate>Thu, 12 Jan 2012 21:34:17 +0000</pubDate>
		<dc:creator>Steven Christenson</dc:creator>
				<category><![CDATA[Creativity]]></category>
		<category><![CDATA[Photo Tip]]></category>
		<category><![CDATA[Travel]]></category>
		<category><![CDATA[Trivia]]></category>
		<category><![CDATA[Coast]]></category>
		<category><![CDATA[crossing]]></category>
		<category><![CDATA[flight path]]></category>
		<category><![CDATA[ISS]]></category>
		<category><![CDATA[lunar]]></category>
		<category><![CDATA[moon]]></category>
		<category><![CDATA[Muir Beach]]></category>
		<category><![CDATA[Ocean]]></category>
		<category><![CDATA[overlook]]></category>
		<category><![CDATA[Pacific]]></category>
		<category><![CDATA[predawn]]></category>
		<category><![CDATA[prediction]]></category>
		<category><![CDATA[transit]]></category>

		<guid isPermaLink="false">http://blog.starcircleacademy.com/?p=1346</guid>
		<description><![CDATA[Others have done it, why not us?  Catch the International Space Station as it transits the face of the moon. <a href="http://blog.starcircleacademy.com/2012/01/zoom-zoom/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.flickr.com/photos/philmcgrew/" target="_blank">Phil McGrew</a> had an out of this world idea. Capture the <a href="http://www.esa.int/esaHS/ESA7YL0VMOC_iss_0.html" target="_blank">International Space Station</a> as it hurtled across the face of the pre-dawn moon.  Great Idea &#8211; because it worked!</p>
<p><img class="alignnone size-full wp-image-1366" title="5_045941-59ps" src="http://blog.starcircleacademy.com/wp-content/uploads/2012/01/5_045941-59ps.jpeg" alt="" width="675" height="1016" /></p>
<p>This is the raw data we used to decide where to go.</p>

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<p>We agreed to meet at a spot that fell near the &#8220;blue line&#8221; in the graph above. Namely, Muir Beach Overlook.  I woke up at 3:00 AM and arrived there at 4:45 AM. Everyone showed up on time at 5:00 am and we lugged our equipment into the conveniently located World War Two era machine gun bunkers which kept us out of the wind. There were 3 such bunkers and I took up residence in the closest one since I had the most gear to haul (and am the most lazy).</p>
<div id="attachment_1363" class="wp-caption alignnone" style="width: 610px"><img class="size-full wp-image-1363" title="5_046050" src="http://blog.starcircleacademy.com/wp-content/uploads/2012/01/5_046050.jpg" alt="" width="600" height="400" /><p class="wp-caption-text">Bunkered Down for the Morning...</p></div>
<p>My companions picked two other bunkers, while Rick headed further North along the coast highway.  Note: Don&#8217;t let the term Highway confuse you it is a tortuous winding road hanging on sheer cliffs above the Pacific Ocean.</p>

<a href='http://blog.starcircleacademy.com/2012/01/zoom-zoom/5_045941-59ps/' title='5_045941-59ps'><img width="150" height="150" src="http://blog.starcircleacademy.com/wp-content/uploads/2012/01/5_045941-59ps-150x150.jpg" class="attachment-thumbnail" alt="Composite of 19 Images" title="5_045941-59ps" /></a>
<a href='http://blog.starcircleacademy.com/2012/01/zoom-zoom/5_046050/' title='5_046050'><img width="150" height="150" src="http://blog.starcircleacademy.com/wp-content/uploads/2012/01/5_046050-150x150.jpg" class="attachment-thumbnail" alt="Bunkered Down for the Morning" title="5_046050" /></a>
<a href='http://blog.starcircleacademy.com/2012/01/zoom-zoom/5_045970/' title='Andy and Phil Show their Big Units [5_045970]'><img width="150" height="150" src="http://blog.starcircleacademy.com/wp-content/uploads/2012/01/5_045970-150x150.jpg" class="attachment-thumbnail" alt="Size Matters" title="Andy and Phil Show their Big Units [5_045970]" /></a>
<a href='http://blog.starcircleacademy.com/2012/01/zoom-zoom/5_046021/' title='Enrico Bunkers Down [5_046021]'><img width="150" height="150" src="http://blog.starcircleacademy.com/wp-content/uploads/2012/01/5_046021-150x150.jpg" class="attachment-thumbnail" alt="No Place Like Home (in a bunker)" title="Enrico Bunkers Down [5_046021]" /></a>
<a href='http://blog.starcircleacademy.com/2012/01/zoom-zoom/5_046026/' title='The Scene - Pacific Ocean as Dawn Approaches [5_046026]'><img width="150" height="150" src="http://blog.starcircleacademy.com/wp-content/uploads/2012/01/5_046026-150x150.jpg" class="attachment-thumbnail" alt="Dawn Cometh" title="The Scene - Pacific Ocean as Dawn Approaches [5_046026]" /></a>

<p>&nbsp;</p>
<h2>Resources and References</h2>
<ul>
<li><a href="http://pictures.ed-morana.com/ISSTransits/" target="_blank">ISS Transits by Ed Morana</a></li>
<li><a href="http://pictures.ed-morana.com/ISSTransits/predictions/ISSTransitPredictionDetails.html" target="_blank">Prediction Tool</a> by Ed Morana</li>
<li><a href="http://www.isstracker.com/">ISS Real time track</a> (Nasa)</li>
</ul>
<h2>Notes about the Event</h2>
<p>Before we left we had some discussions about whether the ISS would be visible and how to prevent it from &#8220;streaking&#8221; and smearing. The ISS is moving at  17,800 miles per hour. At its altitude from our location, that means it crosses the ½ a degree wide moon in under two seconds! At minimum I needed to select an fast enough shutter speed to max out the camera&#8217;s frames per second (more chances to get at least ONE hit) which on the Canon 50D is about 5.3 fps.  However we weren&#8217;t sure about the comparative brightness of the ISS compared to the moon.  If it were sufficiently dimmer then the moon brightness would overwhelm the ISS.</p>
<p>It&#8217;s interesting to try to get the ISS against both the lit and unlit portion of the moon &#8211; and we indeed got both.  The ISS trajectory and where you choose to go affects what you will see.  One of our group went <a title="Rick Whitacre's result" href="http://www.flickr.com/photos/ricoshanchez/6698220591/in/contacts/" target="_blank">farther north</a> and got the ISS brushing the lit edge of the moon, though not crossing it.  This proved to be a quite interesting shot as it is definitely true that the ISS does not stand out well against the moon.</p>
<p>I went with about f/9. This is a rough calculation factoring the f/7.5 refractor  [80mm aperture with 600mm focal length], and a 1.4 teleconverter.  I had to tape over the pins on the camera-teleconverter or it would not let me take the shot &#8220;cannot communicate with lens&#8221; well &#8211; duh, the lens in this case is a TELESCOPE.  ISO 800, speed 1/500th of a second and the camera in BURST (continuous high speed exposure) mode.</p>
<p>We were not expecting a whole lot but were all high fives and thumbs up afterward.  Now that I&#8217;m groggy from sleep deprivation I&#8217;m wondering if driving about 4 hours round trip was worth 3 seconds of glory.  Yeah, I think so.</p>
<p>If you&#8217;re interested in catching the moon near your favorite STATIONARY object, I&#8217;ve got <a href="http://events.starcircleacademy.com">a well reviewed, well attended webinar</a> on that.  Want to try some <a href="http://events.starcircleacademy.com">Astrophotography</a>? I&#8217;ve got webinars and field shoots for that, too.  Join me at EVENTS.StarCircleAcademy.com and let&#8217;s do something unusual with night and low light shots.</p>
<p>Here is the latest set of predictions<br />

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]]></content:encoded>
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		</item>
		<item>
		<title>Foreground &#8211; o &#8211; Matic</title>
		<link>http://blog.starcircleacademy.com/2011/12/foreground-o-matic/</link>
		<comments>http://blog.starcircleacademy.com/2011/12/foreground-o-matic/#comments</comments>
		<pubDate>Sat, 24 Dec 2011 21:21:21 +0000</pubDate>
		<dc:creator>Steven Christenson</dc:creator>
				<category><![CDATA[Animation]]></category>
		<category><![CDATA[Creativity]]></category>
		<category><![CDATA[Photo Processing]]></category>
		<category><![CDATA[Photo Tip]]></category>
		<category><![CDATA[Photoshop]]></category>
		<category><![CDATA[Stacking]]></category>
		<category><![CDATA[foreground]]></category>
		<category><![CDATA[hand blending]]></category>
		<category><![CDATA[layers]]></category>
		<category><![CDATA[masking]]></category>
		<category><![CDATA[quick selection]]></category>
		<category><![CDATA[replacement]]></category>
		<category><![CDATA[selection]]></category>
		<category><![CDATA[stacked images]]></category>

		<guid isPermaLink="false">http://blog.starcircleacademy.com/?p=1242</guid>
		<description><![CDATA[How to handle distracting elements from a star stack - making your foreground the way you want it using some simple photoshop manipulations. <a href="http://blog.starcircleacademy.com/2011/12/foreground-o-matic/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>One of the lovely things about <a title="Automated Stacking of Star Trails in PS CS5" href="http://blog.starcircleacademy.com/2011/02/automated-stacking-of-star-trails-in-ps-cs5/">stacking star trails</a> (or stacking in general, for that matter), is you are presented with many opportunities for a choice of foreground. Did someone walk through your shot wearing a flashing nametag? No problem. Did a passing car blow out that wonderful rock in your foreground&#8230; no worries.  Did you play around with different lighting and find none of them quite met your desires. No cares.</p>
<p>Invariably at workshops and shooting events something will go wrong with hours long shots. But with a plethora of shots to select a foreground from the odds are greatly improved that you can get what you wanted even if it means working around problems created by uncontrollable elements.</p>
<p>Consider my effort atop Mauna Kea.  All the shots are here in this video.</p>
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<p>But as you may have noticed, the radio dish was moving nearly constantly and is thus blurred in many shots.  When I <a title="Automated Stacking of Star Trails in PS CS5" href="http://blog.starcircleacademy.com/2011/02/automated-stacking-of-star-trails-in-ps-cs5/">stacked</a> all the images together in the normal fashion, this is the result:</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_025555-B_025714-11.jpg"><img class="aligncenter size-full wp-image-1312" title="B_025555-B_025714-1" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_025555-B_025714-11.jpg" alt="" width="480" height="320" /></a>Unless you&#8217;re into that <a href="http://en.wikipedia.org/wiki/Salvador_Dal%C3%AD" target="_blank">Dali-esque</a> melting radio telescope vibe you may not want that result.  Or perhaps some dunderhead walked through the scene with a flashlight making a wicked blow out &#8211; or any number of possible complications. What to do?</p>
<p><em><strong>Answer</strong></em>: Find the image or images with a more desirable foreground and fix it!  Fortunately I have LOTS of frames from my 7 hour-long star trail. When I created the image originally I chose this foreground:</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_0256761.jpg"><img class="aligncenter size-full wp-image-1313" title="B_025676" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_0256761.jpg" alt="" width="480" height="320" /></a></p>
<p>Resulting in this image which was selected for the shortlist of the Astronomy Photographer of the Year, 2011.</p>
<p style="text-align: center;"><a title="Listening to the Sky [B_025555-714] by Steven Christenson, on Flickr" href="http://www.flickr.com/photos/steventheamusing/4852797068/"><img class="aligncenter" src="http://farm5.staticflickr.com/4141/4852797068_51cc47bac6_z.jpg" alt="Listening to the Sky [B_025555-714]" width="640" height="427" /></a></p>
<p>But, in putting together this article I noticed a foreground I think will work even better. This one:</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_025632.jpg"><img class="aligncenter size-full wp-image-1324" title="B_025632" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_025632.jpg" alt="" width="480" height="320" /></a>The result will be the radio dish &#8220;staring&#8221; into the center of the star circle. So lets replace the Dali-Esque portion of the original stack with the foreground above.</p>
<h2>Overview</h2>
<p>Here are the steps we&#8217;re going to take &#8211; you can download the images using the links below and try for yourself if you wish &#8211; of course you may not post your derivative work or claim it as your own.</p>
<ol>
<li>Start Photoshop</li>
<li>Load the <a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_025632.jpg">foreground</a> and <a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_025555-B_025714.jpg">background (stacked)</a> image.</li>
<li><em>Plop</em> the foreground image onto the stacked image.</li>
<li>Set the foreground opacity to 40% to see what you are working with</li>
<li>Use the quick select tool to capture the foreground elements you wish to remain.</li>
<li>Use &#8220;Layer -&gt; Layer Mask -&gt; Reveal Selection&#8221;</li>
<li>Adjust the foreground opacity to 100%</li>
<li>Flatten and save!</li>
</ol>
<h2>Step By Step</h2>
<p>Easiest for me is to drag and drop my images into Photoshop. Choose your own method if you&#8217;d rather but beware that depending on your approach, Photoshop may decide to do your layers as &#8220;smart objects&#8221; which creates more constraints and steps.</p>
<p>Note that you might decide to load more than one foreground so you can mix and match to choose what result you like best!</p>
<p>Once you&#8217;ve got your two (or more) images loaded select the foreground image, then Ctl-A (Select All), Ctl-C (Copy) then select the background image and do Ctl-V (Paste). If you have more than one foreground, repeat the process of overlaying the foregrounds onto the background stack.</p>
<p>When done this way with equally sized images, the layers will be exactly over one another. You can accomplish the same layering goal by using the &#8220;move tool&#8221; and the process described by Harold Davis as &#8220;Plopping&#8221;. Or if you were really on the ball, you could  load the images into Photoshop as Layers. For me that method &#8220;Files -&gt; Scripts -&gt; Load Files into Stack -&gt; File / Folder Selection tool&#8221; is unnecessarily complicated and forces me to use the more impoverished Photoshop file selection tool. Plus I can almost never remember to look under &#8220;File -&gt; Scripts&#8221; (I always expect it under &#8220;File -&gt; Open&#8221; or File -&gt; Automate. Even File -&gt; Import would make more sense!)</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_1_SelectForeGround.jpg"><img class="aligncenter size-full wp-image-1302" title="FOM_1_SelectForeGround" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_1_SelectForeGround.jpg" alt="" width="776" height="626" /></a></p>
<p>&nbsp;</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_2_LayerFromBackground.jpg"><img class="size-full wp-image-1303 alignleft" title="FOM_2_LayerFromBackground" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_2_LayerFromBackground.jpg" alt="" width="231" height="349" /></a>Though it is not necessary here, it is usually a good practice to convert your background to a layer, and name your layers to keep them straight.</p>
<p>We will also adjust the opacity of the foreground to around 45% by selecting it in the Layer tool (Window -&gt; Layer)</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_3_AdjustOpacit.jpg"><img class="size-full wp-image-1304 alignright" title="FOM_3_AdjustOpacit" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_3_AdjustOpacit.jpg" alt="" width="219" height="152" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>After adjusting the opacity, we can see clearly how the layers align and make a determination about which parts of which photos we want in the final image.</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_4_OpacityAdjustment.jpg"><img class="aligncenter size-full wp-image-1305" title="FOM_4_OpacityAdjustment" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_4_OpacityAdjustment.jpg" alt="" width="776" height="626" /></a></p>
<p>A quick look indicates that we can replace everything below the mountains with our foreground making the task trivially simple.  We will use the quick selection tool (look under &#8220;Magic Wand&#8221; if you don&#8217;t see it). Select the foreground, then click the selection tool somewhere at the edge and below the sky. Drag across the frame to the other edge and if you&#8217;re lucky, the selection will be like this:</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_6_QuickSelect.jpg"><img class="aligncenter size-full wp-image-1307" title="FOM_6_QuickSelect" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_6_QuickSelect.jpg" alt="" width="776" height="626" /></a>The next step is to turn the selection into a mask so that the sky remains intact and the foreground is replaced by our selection.  Layer -&gt; Layer Mask -&gt; Reveal Selection does the trick.</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_7_LayerMask_RevealSelection.jpg"><img class="aligncenter size-full wp-image-1308" title="FOM_7_LayerMask_RevealSelection" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_7_LayerMask_RevealSelection.jpg" alt="" width="776" height="626" /></a></p>
<p>After completing the Reveal Selection we adjust the foreground to 100%</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_8_FinalImage.jpg"><img class="aligncenter size-full wp-image-1309" title="FOM_8_FinalImage" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_8_FinalImage.jpg" alt="" width="714" height="495" /></a></p>
<p>For fun and excitement we can clean up the final concoction using various adjustments. Here I&#8217;ve used Curves and Hue/Saturation adjustments to reduce the green cast and crisp the image up just a bit.</p>
<div id="attachment_1320" class="wp-caption aligncenter" style="width: 490px"><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_025555-B_025714FINAL2.jpg"><img class="size-full wp-image-1320" title="B_025555-B_025714FINAL" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/B_025555-B_025714FINAL2.jpg" alt="" width="480" height="320" /></a><p class="wp-caption-text">Final image with replaced foreground</p></div>
<p>Now we flatten and save and post and brag!</p>
<h2>What if Quick Select Doesn&#8217;t Work?</h2>
<p>If your selection area is more complicated there are other alternatives.</p>
<p>One alternative is to use a gradient mask. But that may not work either such as when a tree reaches up into the sky with lots of tiny branches. Another approach is to do hand masking/layering. The following provides a rough idea of both how to approach the hand masking problem and how much more difficult the process can become.</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_10_AlternateMasking.jpg"><img class="aligncenter size-full wp-image-1310" title="FOM_10_AlternateMasking" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/FOM_10_AlternateMasking.jpg" alt="" width="665" height="442" /></a>Here I used a &#8220;Hide All&#8221; mask on the foreground. Next I painted in white on the foreground mask (notice that the mask is selected in the layer window). Wherever I paint white in the mask allows the foreground to &#8220;replace&#8221; the background. In this case it&#8217;s messy because the foreground is clearly darker than the background.  However this technique can work very well for small improvements. For example did you notice that there is a red streak of car tail lights in the middle mountain above?  It would be simple to replace that small area with one (or more) frames from the rest of the stack using this hand masking technique.</p>
<p>If you want to get the full scale, nitty gritty detailed write up of this hand blending technique, I heartily suggest you purchase <a href="http://www.digitalfieldguide.com/blog" target="_blank">Harold Davis</a>&#8216;s &#8220;<a href="http://www.amazon.com/exec/obidos/ISBN=024081259X/bearhomecom/" target="_blank">The Photoshop Darkroom</a>&#8221; book. It will be money well spent!</p>
<p>Or, join us on our next <a href="http://workshops.starcircleacademy.com" target="_blank">workshop</a> or <a title="Total Lunar Eclipse and San Francisco Golden Gate Bridge" href="http://events.starcircleacademy.com" target="_blank">webinar</a>.</p>
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		<title>What is Special about the December 10th Lunar Eclipse?</title>
		<link>http://blog.starcircleacademy.com/2011/12/2011decembereclipse/</link>
		<comments>http://blog.starcircleacademy.com/2011/12/2011decembereclipse/#comments</comments>
		<pubDate>Wed, 07 Dec 2011 23:51:12 +0000</pubDate>
		<dc:creator>Steven Christenson</dc:creator>
				<category><![CDATA[Announcement]]></category>
		<category><![CDATA[Astrophotography]]></category>
		<category><![CDATA[Creativity]]></category>
		<category><![CDATA[Image]]></category>
		<category><![CDATA[Photo Tip]]></category>
		<category><![CDATA[Travel]]></category>
		<category><![CDATA[Trivia]]></category>

		<guid isPermaLink="false">http://blog.starcircleacademy.com/?p=1276</guid>
		<description><![CDATA[December 10th will bring us a total lunar eclipse visible from much of the United States. It will be the last such total lunar eclipse for the next 3 years.  The Eastern United states will get just a glimpse of &#8230; <a href="http://blog.starcircleacademy.com/2011/12/2011decembereclipse/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div id="attachment_1284" class="wp-caption aligncenter" style="width: 809px"><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/5_055475-7de.jpg"><img class="size-full wp-image-1284" title="Freedom Gazes at the Moon" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/5_055475-7de.jpg" alt="" width="799" height="800" /></a><p class="wp-caption-text">The moon is in penumbra as it sets over the US Capitol Building, December 10, 2011</p></div>
<p>December 10th will bring us a <a href="http://en.wikipedia.org/wiki/December_2011_lunar_eclipse" target="_blank">total lunar eclipse visible from much of the United States</a>. It will be the last such total lunar eclipse for the next 3 years.  The Eastern United states will get just a glimpse of the first umbral contact as the moon sets and the sun rises, but the Western continental US will see the moon totally eclipsed as it sets.  Get up at least an hour before sunrise to see it, and look low in the west.</p>
<p>What&#8217;s not clear is how visible the moon will be since twilight will begin to drown out the fully eclipsed moon for western observers. However if you&#8217;re a &#8220;Moon hunter&#8221; like I am, this eclipse provides a rare opportunity to catch the eclipsed moon together with features near the horizon &#8211; landmarks, mountains, etc and THAT is quite unusual.  The ideal place to be would be about one time zone west of the Pacific time zone&#8230; so perhaps those in the far western Canadian Provinces and those in Eastern Alaska and Hawaii will have ideal conditions. For them, there will be plenty of time to track the eclipse.</p>
<p>Many of those in the San Francisco Bay area are in for a big treat as the eclipsed moon will slip behind the South Tower of the Golden Gate Bridge &#8211; IF you can find the right spot to be.  Here is an approximation of what those with clear weather and good timing likely to see (except, of course it will be early twilight):</p>
<p>&nbsp;</p>
<p><a href="http://events.starcircleacademy.com/messages/boards/thread/17099872"><img class="aligncenter" title="Approximate Eclipsed moon size" src="http://photos2.meetupstatic.com/photos/event/2/5/b/4/event_77529652.jpeg" alt="" width="316" height="360" /></a></p>
<p>I wrote about this event <a title="Total Lunar Eclipse and San Francisco Golden Gate Bridge" href="http://blog.starcircleacademy.com/2011/11/eclipseggb/">previously</a>.  If you&#8217;re interested in calculating these things for yourself, I have scheduled the next &#8220;<a href="http://events.starcircleacademy.com/events/43748392/">Night Photography 111: Catching the Moon Webinar</a>&#8221; for January 4, 2012 (webinar cost $25.11). What have the students said about this webinar?</p>
<ul>
<li><em>Steven did an excellent job with the training</em>. &#8211; Judy, San Jose, CA</li>
<li><em>Top notch, even for a novice such as myself. Wish it was longer, so much to learn</em> &#8211; Jack, Los Angeles, CA</li>
<li> <em>Great presentation! Steven offers a perfect balance between inspirational shots, moon facts and figures, and calculations to make our own moon compositions</em>.  &#8211; Phil, San Francisco, CA</li>
<li><em>Wow did I ever learn a lot. I have been trying to shoot the full moon every month this past year. Some pics were okay and some not. After this class, I feel like I have some new tools to plan my shots and get a lot closer to my vision of the shot or maybe realize it won&#8217;t work after all and revise accordingly. I am already planning for my next full moon</em>.  &#8211; Marsha, San Francisco, CA</li>
<li><em>SteveC is a Great Teacher</em> &#8211; Roger, San Francisco, CA</li>
</ul>
<p>If you&#8217;re thinking that Astrophotography might be worth trying, my next <a href="http://events.starcircleacademy.com/events/43571012/">Astrophotography 101: Getting Started Without Getting Soaked</a> is December 20th (cost $36).</p>
<ul>
<li><em>Excellent presentation &#8211; MUCH better than I expected. Steven really knows the material, and has it well prepared.</em> &#8211; Burt</li>
<li><em>A lot of very good information presented in a way that a beginner can understand. I was pleasantly surprised to learn that astrophotography can be attempted for less than the price of a new lens.</em>  &#8211; Phil</li>
<li><em>Excellent introduction to astrophotography</em>. &#8211; Alan</li>
</ul>
]]></content:encoded>
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		<title>Washington Landmark + Penumbral Eclipse</title>
		<link>http://blog.starcircleacademy.com/2011/12/washingtonlandmark/</link>
		<comments>http://blog.starcircleacademy.com/2011/12/washingtonlandmark/#comments</comments>
		<pubDate>Mon, 05 Dec 2011 03:01:13 +0000</pubDate>
		<dc:creator>Steven Christenson</dc:creator>
				<category><![CDATA[Announcement]]></category>
		<category><![CDATA[Creativity]]></category>
		<category><![CDATA[Noise Reduction]]></category>
		<category><![CDATA[Photo Processing]]></category>
		<category><![CDATA[Travel]]></category>
		<category><![CDATA[2011]]></category>
		<category><![CDATA[December 10th]]></category>
		<category><![CDATA[District of Columbia]]></category>
		<category><![CDATA[eclipse]]></category>
		<category><![CDATA[Landmark]]></category>
		<category><![CDATA[moon]]></category>
		<category><![CDATA[washington]]></category>

		<guid isPermaLink="false">http://blog.starcircleacademy.com/?p=1016</guid>
		<description><![CDATA[Washington DC Landmark plus eclipsed moon - rare event worth catching. <a href="http://blog.starcircleacademy.com/2011/12/washingtonlandmark/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>If you took my course &#8220;<a href="http://events.starcircleacademy.com/events/43748392/" target="_blank">Night Photography 111: Catching The Moon</a>&#8221; then perhaps you&#8217;ve managed to calculate where and when to capture the eclipsed moon over one of our National Landmarks.  Which one?  Let me keep you in suspense for just a little bit longer.</p>
<p>Normally I&#8217;d love to share this information widely, but I fear that a large number of photographers might not only attract unwanted attention, it appears that when we published the information about the prime location for the eclipse over the Golden Gate Bridge over 200 people showed up!</p>
<h1>Weekend Schedule</h1>
<p><strong>Saturday, December 10, 2011:  5:30 AM</strong> Meet at Eastern Market Metro Station (<em>don&#8217;t be late</em>). Address: <a href="http://maps.google.com/maps?q=8th+Street+%26+Pennsylvania+Avenue,+Washington,+DC&amp;hl=en&amp;ll=38.884206,-76.995527&amp;spn=0.001622,0.002594&amp;sll=38.883861,-76.994982&amp;sspn=0.001622,0.002594&amp;vpsrc=6&amp;hnear=Pennsylvania+Ave+SE+%26+8th+St+SE,+Washington,+District+of+Columbia,+20003&amp;t=h&amp;z=19" target="_blank">8th Street and Pennsylvania Avenue, SE, Washington, DC</a> end shooting around 7:30 AM, end of the event around <em>9:00 AM</em>. See below for maps and more details.</p>
<p><strong>Saturday, December 10, 2011: 4:30 PM</strong> (Optional) Catch the moon rising behind the Old Post Office Tower and/or the Washington Monument.  See below for details.</p>
<p><strong>Sunday, December 11, 2011: 4:45 PM</strong> (Optional) Catch sunset over the city with great views from the 315 foot tall <a href="http://maps.google.com/maps?q=12th+Street+and+Pennsylvania+Avenue,+NW,+Washington,+DC&amp;hl=en&amp;sll=38.883972,-76.994942&amp;sspn=0.001622,0.002594&amp;vpsrc=0&amp;hnear=Pennsylvania+Ave+NW+%26+12th+St+NW,+Washington,+District+of+Columbia,+20004&amp;t=h&amp;z=17" target="_blank">Old Post Office Tower</a>. See the <a href="http://www.meetup.com/Night-and-Low-Light-Photography-Group/events/43025252/" target="_blank">EVENT details on the Night and Low Light Photography Meetup of Stafford, VA</a> for details.  (NOTE: I&#8217;ll give preference to anyone who is attending the Eclipse event with me).</p>
<h2>What to Bring (all events)</h2>
<ul>
<li>Camera, memory cards, extra memory cards, batteries, extra batteries</li>
<li>small flashlight</li>
<li>Sturdy tripod</li>
<li>Release cable / intervalometer (recommended)</li>
<li>Telephoto lens (200mm or better recommended)</li>
<li>LAYERED clothing including a hat, gloves, scarf, parka</li>
<li>Rain-proof covering for yourself and your camera. A shower cap usually is enough for the camera. And emergency poncho may work for yourself.</li>
<li>Change/cash for bus/cab/metro fares + beverage or breakfast</li>
</ul>
<h1>Eclipse Event on December 10th, 5:30 AM</h1>
<p>Meeting location: <strong>Eastern Market Metro</strong> station: <a href="http://maps.google.com/maps?q=8th+Street+%26+Pennsylvania+Avenue,+Washington,+DC&amp;hl=en&amp;ll=38.884206,-76.995527&amp;spn=0.001622,0.002594&amp;sll=38.883861,-76.994982&amp;sspn=0.001622,0.002594&amp;vpsrc=6&amp;hnear=Pennsylvania+Ave+SE+%26+8th+St+SE,+Washington,+District+of+Columbia,+20003&amp;t=h&amp;z=19" target="_blank">8th Street and Pennsylvania Avenue, SE, Washington, DC</a></p>
<p><strong>NOTE: Trains will not be running until after 7 am.</strong> You must take a taxi, bus or other transportation to arrive on time. Maximum cab fare within the city is $19.  Could be much more from outside the city.</p>
<p>You&#8217;ll know it&#8217;s me &#8217;cause I&#8217;ll have a <span style="color: #ff0000;">red backpack</span> and at least one tripod hanging like a sword on my side. If it&#8217;s dark enough I&#8217;ll also have a flashing green light hanging on me.</p>
<p>After meeting PROMPTLY at the Metro Station we will be walking one to four blocks south east (as far as 12th street). Exact location will depend on my scouting the day prior. <strong></strong></p>
<p>While walking to the final location, I&#8217;ll go over some important points on how to capture the moon and foreground. We begin shooting at about <strong>6:15 AM</strong> and shoot until about <strong>7:25 AM</strong> &#8211; after sunrise.  Then we&#8217;ll head to the <a href="http://maps.google.com/maps/place?cid=9770559605411487836&amp;q=Starbucks%3B+8th+Street+%26+Pennsylvania+Avenue,+Washington,+DC&amp;hl=en&amp;ved=0CBIQ-gswAA&amp;sa=X&amp;ei=GQXgTv-JIKrkiAKLlvjoBA&amp;sig2=CTA_hTXpN69jidOb5oj1Ug" target="_blank">Starbucks at 401 8th Street SE</a> (1/2 block south from the Eastern Market Metro) &#8211; or possibly to Le Pain Quotidien which opens at 8:00 AM to discuss what we&#8217;ve done and enjoy a hot beverage and/or breakfast.  By <strong>9:00</strong> or so we&#8217;ll be finished and can either take metro from Eastern Market or whatever other arrangements you&#8217;ve made.  But don&#8217;t forget about the EVENING event!</p>
<p><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/Dec10_EasternMarket_to_USCapitol.jpg"><img title="Dec10_EasternMarket_to_USCapitol" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/Dec10_EasternMarket_to_USCapitol.jpg" alt="" width="559" height="449" /></a></p>
<p><img title="USCapitolFromEasternMarketMetro" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/USCapitolFromEasternMarketMetro.jpg" alt="" width="861" height="700" /></p>
<h1>SATURDAY PM: Moon Rise Behind the Washington Monument</h1>
<p>If you attended the Night Photography 111 class you may have noticed that I provided the location for the evening shoot&#8230; the <a href="http://theamusing.com/photography/moonchasetool.html?TO=WashMonu&amp;vll=38.88213,-77.05622&amp;tll=38.88947,-77.03523&amp;vHt=0&amp;tHt=555&amp;FROM=MtVernonTrail">shore of the Potomac river on the Mount Vernon trail</a>.</p>
<p>There are two possibilities here: at the waterfront in FRONT of a tree (not sure if there is room), or further away.</p>
<h2><a href="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/WashMonument_MtVernonTrail.jpg"><img class="aligncenter size-large wp-image-1265" title="WashMonument_MtVernonTrail" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/WashMonument_MtVernonTrail-1024x610.jpg" alt="" width="640" height="381" /></a>DOUBLE Bonus</h2>
<p>While using Google Street View, I noticed another building to the left of the Washington Monument&#8230; <em><strong>The Old Post Office Tower</strong></em>.  So it is possible to get the Post Office Tower with the moon behind it first:</p>
<p>&nbsp;</p>
<p style="text-align: center;"><img class="aligncenter" 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" alt="" width="489" height="472" /></p>
<p><a href="http://theamusing.com/photography/moonchasetool.html?TO=OldPostOfficeTower&amp;vll=38.88280,-77.05630&amp;tll=38.89440,-77.02730&amp;vHt=0&amp;tHt=315&amp;FROM=GwPkWy">http://theamusing.com/photography/moonchasetool.html?TO=OldPostOfficeTower&amp;vll=38.88280,-77.05630&amp;tll=38.89440,-77.02730&amp;vHt=0&amp;tHt=315&amp;FROM=GwPkWy</a>&amp;Date=2011-12-10-17:14ET</p>
<p><div class="wp-caption aligncenter" style="width: 386px"><a title="Memorial Beacon [C_055580] by Steven Christenson, on Flickr" href="http://www.flickr.com/photos/steventheamusing/6492947687/"><img src="http://farm8.staticflickr.com/7158/6492947687_f880323d09.jpg" alt="Memorial Beacon [C_055580]" width="376" height="500" /></a><p class="wp-caption-text">As it actually looked!</p></div>At 17:14 PM and stay put to catch the moon 4 diameters above the Washington Monument OR move south about 200 feet to catch the moon directly behind the Washington Monument at 17:33 PM.</p>
<p><a href="http://theamusing.com/photography/moonchasetool.html?TO=WDCMonument&amp;vll=38.88280,-77.05630&amp;tll=38.88943,-77.03525&amp;vHt=0&amp;tHt=555&amp;FROM=GwPkWy">http://theamusing.com/photography/moonchasetool.html?TO=WDCMonument&amp;vll=38.88280,-77.05630&amp;tll=38.88943,-77.03525&amp;vHt=0&amp;tHt=555&amp;FROM=GwPkWy</a>Date=2011-12-10-17:33ET</p>
<h3>Directions</h3>
<p>The vantage point(s) are on Columbia Island along the George Washington Parkway. Easiest way to get the there is: Take <a href="http://maps.google.com/maps?saddr=Bethesda,+MD&amp;daddr=38.882757,-77.055531&amp;hl=en&amp;ll=38.882391,-77.055742&amp;spn=0.001276,0.002594&amp;sll=38.884026,-77.057966&amp;sspn=0.008109,0.013078&amp;geocode=FczbUgIdy6Bn-yktAiRqt8u3iTENzStq93myJg%3BFahNUQIdqTlo-w&amp;vpsrc=6&amp;dirflg=r&amp;ttype=arr&amp;date=12%2F10%2F11&amp;time=4:00pm&amp;noexp=0&amp;noal=0&amp;sort=def&amp;mra=dme&amp;mrsp=1&amp;sz=17&amp;t=h&amp;z=19&amp;start=0" target="_blank">Metro to the Arlington Cemetary Station</a> (BLUE line). Exit the metro along Memorial drive east. Follow the pedestrian pathway turning south after crossing the bridge (before the Potomac Bridge).  There will be opportunities to photograph the Lincoln Memorial and other buildings while you&#8217;re on your way&#8230; so allow plenty of time.  The sun will be at your back so the buildings may look spectacular.</p>
<p><a href="http://maps.google.com/maps?saddr=Bethesda,+MD&amp;daddr=38.882757,-77.055531&amp;hl=en&amp;ll=38.882391,-77.055742&amp;spn=0.001276,0.002594&amp;sll=38.884026,-77.057966&amp;sspn=0.008109,0.013078&amp;geocode=FczbUgIdy6Bn-yktAiRqt8u3iTENzStq93myJg%3BFahNUQIdqTlo-w&amp;vpsrc=6&amp;dirflg=r&amp;ttype=arr&amp;date=12%2F10%2F11&amp;time=4:00pm&amp;noexp=0&amp;noal=0&amp;sort=def&amp;mra=dme&amp;mrsp=1&amp;sz=17&amp;t=h&amp;z=19&amp;start=0"><img class="aligncenter size-full wp-image-1269" title="WalkFromArlingtonToViewSpot" src="http://blog.starcircleacademy.com/wp-content/uploads/2011/12/WalkFromArlingtonToViewSpot1.jpg" alt="" width="825" height="551" /></a></p>
<h2>SUNDAY: Post Office Tower</h2>
<p>If you hadn&#8217;t noticed, <a href="http://www.meetup.com/Night-and-Low-Light-Photography-Group/events/43025252" target="_blank">the following evening</a> I&#8217;m planning to get some evening shots downtown from the Old Post Office Tower.  The group is limited to 12 attendees so join up soon if you&#8217;re interested.  It will be REALLY cool to get the moon rising behind it on the 10th and then photograph from it on the 11th.</p>
<p>&nbsp;</p>
<h1>QUESTIONS About the Eclipse Event</h1>
<p><strong>Q:</strong> I&#8217;ll be using a Canon 50D. I have the following lenses</p>
<p style="padding-left: 30px;">Canon EF 300m f/4 L<br />
Canon EF 70-200mm f/2.8 L<br />
Both the 1.4 and 2X teleconvertors<br />
Sigma 170-500mm f/5-6.3</p>
<p style="padding-left: 30px;">Which one do you recommend?</p>
<p><strong>A</strong>: Bring them all!  Ok, so that may be impractical in which case the 300mm + 1.4X would be my weapon of choice.  But I&#8217;d probably bring the 70-200mm also in case you want to shoot wider.</p>
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		<item>
		<title>Total Lunar Eclipse and San Francisco Golden Gate Bridge</title>
		<link>http://blog.starcircleacademy.com/2011/11/eclipseggb/</link>
		<comments>http://blog.starcircleacademy.com/2011/11/eclipseggb/#comments</comments>
		<pubDate>Thu, 01 Dec 2011 01:43:01 +0000</pubDate>
		<dc:creator>Steven Christenson</dc:creator>
				<category><![CDATA[Announcement]]></category>
		<category><![CDATA[Class]]></category>
		<category><![CDATA[Creativity]]></category>
		<category><![CDATA[Image]]></category>
		<category><![CDATA[Photo Tip]]></category>
		<category><![CDATA[class]]></category>
		<category><![CDATA[course]]></category>
		<category><![CDATA[event]]></category>
		<category><![CDATA[free]]></category>
		<category><![CDATA[golden gate bridge]]></category>
		<category><![CDATA[lunar eclipse]]></category>
		<category><![CDATA[sunrise]]></category>
		<category><![CDATA[webinar]]></category>

		<guid isPermaLink="false">http://blog.starcircleacademy.com/?p=1248</guid>
		<description><![CDATA[Catch the eclipsed moon over the Golden Gate Bridge. Free,rare event! <a href="http://blog.starcircleacademy.com/2011/11/eclipseggb/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>As many of you are aware <a href="http://events.starcircleacademy.com">Star Circle Academy</a> has been hosting webinars devoted to &#8220;<a href="http://events.starcircleacademy.com/events/41522522/">Catching the Moon</a>&#8221; in a creative way &#8211; and many other topics including Astrophotography. Catching the moon near a landmark is not simple, and conditions are seldom ideal &#8230; but on the morning of <a href="http://en.wikipedia.org/wiki/December_2011_lunar_eclipse">December 10, 2011 a total lunar eclipse</a> will be visible from much of the US including Hawaii.</p>
<div class="wp-caption aligncenter" style="width: 510px"><a href="http://www.flickr.com/photos/steventheamusing/3975608867"><img src="http://farm3.staticflickr.com/2445/3975608867_ba02458d4b.jpg" alt="" width="500" height="400" /></a><p class="wp-caption-text">The full moon rising behind Lick Observatory, Mount Hamilton, San Jose, California</p></div>
<p>Normally I&#8217;d keep all the details to myself so as to avoid throngs of photographers trying to fit into an itty bitty space. But while I am off in <a href="http://events.starcircleacademy.com/events/42364592/">Washington, DC catching my &#8220;Landmark&#8221; photo</a> people in and around <strong>San Francisco</strong> have a GREAT opportunity to <a href="http://www.flickr.com/photos/steventheamusing/3258711318"><img class="alignleft" src="http://farm4.staticflickr.com/3383/3258711318_c57397f3b4_m.jpg" alt="" width="240" height="160" /></a>catch the eclipsed moon over the <strong>Golden Gate Bridge</strong>. And the good news is that the location you need to be in is big and broad and can accommodate a LOT of people. So we decided to let you all in on this great opportunity!</p>
<p>While you do not have to do so, we&#8217;d appreciate it if you would <a href="http://events.starcircleacademy.com/events/42862122/">sign up and indicate whether you are coming</a> so that Eric Harness will know to look for you.</p>
<p>All the details can be found <a href="http://events.starcircleacademy.com/events/42862122">here</a>:  <a href="http://events.starcircleacademy.com/events/42862122">events.starcircleacademy.com/events/42862122</a></p>
<p>If you sign up, you&#8217;ll be shown exactly where to meet Eric. If you just want to go on your own &#8211; no problem, there is enough information in the write up. Do remember to bring a tripod, a telephoto lens (whatever you have is good), and dress warmly and in layers. Now all you have to do is to keep the legendary fog at bay.</p>
<p>Many happy photons from us to you this Holiday Season!</p>
<p><a title="Airplane Transits the Partially Eclipsed Moon by Steven Christenson, on Flickr" href="http://www.flickr.com/photos/steventheamusing/5280956517/"><img src="http://farm6.staticflickr.com/5249/5280956517_9c828db2d3_m.jpg" alt="Airplane Transits the Partially Eclipsed Moon" width="240" height="192" /></a></p>
<p>Oh, and please post your best shot into the photo pool after the event!  We appreciate it!</p>
]]></content:encoded>
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		<item>
		<title>Out Darn Gaps!</title>
		<link>http://blog.starcircleacademy.com/2011/11/out-darn-gaps/</link>
		<comments>http://blog.starcircleacademy.com/2011/11/out-darn-gaps/#comments</comments>
		<pubDate>Tue, 15 Nov 2011 21:00:30 +0000</pubDate>
		<dc:creator>Andy Morris</dc:creator>
				<category><![CDATA[Creativity]]></category>
		<category><![CDATA[Gaps in Trails]]></category>
		<category><![CDATA[Guest Column]]></category>
		<category><![CDATA[Image]]></category>
		<category><![CDATA[Photo Processing]]></category>
		<category><![CDATA[Photo Tip]]></category>
		<category><![CDATA[Stacking]]></category>
		<category><![CDATA[Andy Morris]]></category>
		<category><![CDATA[centering]]></category>
		<category><![CDATA[mozzer502]]></category>
		<category><![CDATA[Photoshop]]></category>
		<category><![CDATA[radial]]></category>
		<category><![CDATA[radial blur]]></category>
		<category><![CDATA[removing gaps]]></category>
		<category><![CDATA[rotating]]></category>
		<category><![CDATA[smoothing]]></category>
		<category><![CDATA[stacked]]></category>
		<category><![CDATA[Star Trails]]></category>

		<guid isPermaLink="false">http://blog.starcircleacademy.com/?p=1222</guid>
		<description><![CDATA[Using Photoshop to fix those pesky gaps in star trails. A guest column by <a href="http://www.flickr.com/photos/andy_morris/">Andy Morris</a>. <a href="http://blog.starcircleacademy.com/2011/11/out-darn-gaps/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>In this installment of our BLOG, I present to you <a href="http://www.flickr.com/photos/andy_morris/">Mozzer502</a> (as he calls himself on <a href="http://www.flickr.com/photos/andy_morris/">Flickr</a>).  His real name is not often used in polite company, unless of course you know him in which case you&#8217;d probably call him &#8220;Andy&#8221;.  I met Andy recently at a Star Circle Academy Workshop. He&#8217;s a <em>hoot</em> which is American slang for &#8220;wickedly clever&#8221; not to mention that he&#8217;s all around a fun guy who loves slinging burning steel into the ether. See his <a href="http://www.flickr.com/photos/andy_morris/">photostream</a> to see what I mean.</p>
<p>I asked Andy to write up his uber cool trick for eliminating gaps in Star Trails.  Here is his work, slightly edited. Andy&#8217;s clever trick applies to star trails that are <strong><em>circular</em></strong> (i.e. revolve around the north or south celestial pole).</p>
<h2>Dotty Problem</h2>
<p>Now that all good discerning photographers stack their long exposure star photos, I’m sure you’ve noticed your dotty problem. I may have a solution for you for that. Take a look at these two photos. The one of the left is the original after stacking, the one on the right is the nice smooth one after processing.</p>
<p style="padding-left: 30px;"><img src="data:image/png;base64,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
