tag:blogger.com,1999:blog-8149068126660263542024-03-16T12:21:51.038+03:00Links Through SpaceWelcome to our Astronomy club Toutatis's blog and enjoy the astronomy behind it!S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.comBlogger307125tag:blogger.com,1999:blog-814906812666026354.post-35123136864519547312019-07-03T01:05:00.001+03:002019-07-03T01:12:54.211+03:00Total solar Eclipse Chile 2019. CLUB INSIDER in Chile.<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td class="tr-caption" style="text-align: center;">Never look at the Sun without protection.<br />
Use the Solar filter googles<br />
02.07.2019 La Serena, Chile</td></tr>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-8j4eFdDi0iE/XRvNdhkKZhI/AAAAAAAAOhQ/Vq4LimzmUBML1ZtCDM6n6NhPvzKArGE6QCLcBGAs/s1600/IMG_20190703_000727.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="898" height="320" src="https://1.bp.blogspot.com/-8j4eFdDi0iE/XRvNdhkKZhI/AAAAAAAAOhQ/Vq4LimzmUBML1ZtCDM6n6NhPvzKArGE6QCLcBGAs/s320/IMG_20190703_000727.jpg" width="177" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Total Solar Eclipse<br />
La Serena, Chile 02.07.2019<br />
Photo: Club Insider Kristian Vainio</td></tr>
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An emotional total solar eclipse experience in northern Chile with thousands of participants feeling it.<br />
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I was watching live streams on the net sitting in my sofa in Turku, Finland. At the same time our "Club Insider" Kristian Vainio (The one who took these pictures) was present in La Serena, Chile at the center of the total solar eclipse path. In real time we connected through the net were we watched the event live.<br />
Even I was not physically present, I felt I was there. I can only imagine Kristian in his hotel room looking from the window at this event and taking these pictures.<br />
Next total solar eclipse will visit Chile once again in a rare back to back total eclipse on the 14.12.2020. To be continued.<br />
<a href="https://www.timeanddate.com/eclipse/solar/2020-december-14">https://www.timeanddate.com/eclipse/solar/2020-december-14</a><br />
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Isto Virolainen and Kristian Vaino's<br />
Hotel room/Observation base. la Serena, Chile.<br />
Total Solar Eclipse 02.07.2019.</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">The Totality 16:40 local time.<br />
La Serena, Chile.</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">The beginning of the Total Solar Eclipse<br />
02.07.2019 La Serena, Chile.</td></tr>
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<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
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S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com49tag:blogger.com,1999:blog-814906812666026354.post-71171070702341065942017-07-02T00:55:00.002+03:002017-07-02T00:55:34.681+03:00Carnival of Space #516 here @ Links Through Space<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;">Welcome to Links Through Space. </span></div>
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<span style="font-size: small;">This is the blog of our Astronomy Club here in Kustavi, Finland.</span></div>
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<span style="font-size: small;">We write news about space related topics and we showcase our Astrophotos and Timelapses.</span></div>
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<span style="font-size: small;">Our blog is a way for you to follow the Astro club's journey through Astronomy and have a fun and learning experience at the same time.</span></div>
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<span style="font-size: small;">This week Links Through Space is hosting the Carnival of Space #516.</span></div>
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<span style="font-size: small;">So here we have it, Ladies and Gentlemen!</span></div>
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<span style="font-size: small;">Links Through Space is honored to declare the 516th Carnival of Space OPEN!</span></div>
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-3mLqJyZo720/WVgPFeSaaYI/AAAAAAAAODA/DsevBmqD-HIWFl80IRuZn05752fqtQOHgCLcBGAs/s1600/nasa_cassini.0-3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="613" data-original-width="920" height="213" src="https://4.bp.blogspot.com/-3mLqJyZo720/WVgPFeSaaYI/AAAAAAAAODA/DsevBmqD-HIWFl80IRuZn05752fqtQOHgCLcBGAs/s320/nasa_cassini.0-3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Illustration of Cassini diving through the gap between Saturn and its
rings. Ten out of the 22 ring crossings have now been completed. Image
Credit: NASA/JPL-Caltech</td></tr>
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<span style="font-size: small;">Happy Canada Day!</span></div>
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<span style="font-size: small;">Our Canadian friend Paul Scott Anderson at PLANETARIA.ca is our first stop in the Carnival. </span></div>
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<a href="http://planetaria.ca/2017/06/21/new-horizons-team-successfully-observes-transit-next-kbo-target-clouds-pluto/" target="_blank"><span style="font-size: small;">New Horizons team successfully observes transit of next KBO target, and clouds on Pluto!</span></a></div>
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<span style="font-size: small;">-Paul Scott Anderson/ <a href="http://planetaria.ca/" target="_blank">Planetaria.ca</a></span></div>
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<span style="font-size: small;"><a href="http://planetaria.ca/2017/06/27/grand-finale-part-5-cassini-completes-tenth-epic-ring-crossing-saturn/" target="_blank">Grand Finale part 5: Cassini completes tenth epic ring crossing at Saturn</a></span></div>
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<span style="font-size: small;">-Paul Scott Anderson/ <a href="http://planetaria.ca/" target="_blank">Planetaria.ca</a></span><div style="text-align: left;">
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-D7x_4dZ3PWk/WVgQTySr9rI/AAAAAAAAODM/wluxUyIDVBQvV2YRZpvxbNGS6lz4W2HEgCLcBGAs/s1600/arp299_525.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="525" data-original-width="525" height="320" src="https://2.bp.blogspot.com/-D7x_4dZ3PWk/WVgQTySr9rI/AAAAAAAAODM/wluxUyIDVBQvV2YRZpvxbNGS6lz4W2HEgCLcBGAs/s320/arp299_525.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ARP 299: Galactic Goulash<br />Credit: Chandra.si.edu</td></tr>
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<span style="font-size: small;">Next tent, Our most impressive friends at Chandra blog, the telescope that gives on giving!</span></div>
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<a href="http://chandra.si.edu/blog/node/647" target="_blank">ARP 299: Galactic Goulash</a></div>
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- Chandra (No name)/ <a href="http://chandra.si.edu/">Chandra.si.edu</a></div>
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<tr><td class="tr-caption" style="text-align: center;">New titanium fins. Credit: SpaceX</td></tr>
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The main attraction this week in the Carnival of Space #516 is none other than our friend Brian Wang at Next Big Future. Have a look at his articles, is is worth a read. </div>
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<a href="https://www.nextbigfuture.com/2017/06/spacex-had-two-successful-launches-in-one-weekend-and-has-new-titanium-fins-able-to-handle-indefinite-number-of-flights-with-no-service.html" target="_blank">SpaceX had two successful launches in one weekend and has new titanium fins able to handle indefinite number of flights with no service</a></div>
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Brian Wang/ <a href="https://www.nextbigfuture.com/" target="_blank">Nextbigfuture.com</a></div>
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<a href="https://www.nextbigfuture.com/2017/06/if-emdrive-is-real-and-scales-with-q-factor-then-we-get-almost-star-trek-level-technology.html" target="_blank">If EMdrive is real and scales with Q factor then we get almost Star Trek level Technology</a></div>
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Brian Wang/ <a href="https://www.nextbigfuture.com/" target="_blank">Nextbigfuture.com</a> </div>
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<a href="https://www.nextbigfuture.com/2017/06/solar-powered-emdrive-version-of-space-battleship-yamato.html" target="_blank">Solar powered EMdrive version of Space Batleship Yamato</a><br />
Brian Wang/ <a href="https://www.nextbigfuture.com/" target="_blank">Nextbigfuture.com</a><br />
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<a href="https://www.nextbigfuture.com/2017/06/oneweb-building-high-volume-satellite-manufacturing-facility.html" target="_blank">Oneweb building High-Volume Satellite Manufacturing Facility</a><br />
Brian Wang/ <a href="https://www.nextbigfuture.com/" target="_blank">Nextbigfuture.com</a><br />
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-5JQ8AFmiqCE/WVgZV0muEKI/AAAAAAAAODo/VrbXZKRBXhYRXGYF2f8ivzagsud-aNlYQCLcBGAs/s1600/Astro%2Bgardens%2Bpanorama.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="332" data-original-width="1600" height="131" src="https://2.bp.blogspot.com/-5JQ8AFmiqCE/WVgZV0muEKI/AAAAAAAAODo/VrbXZKRBXhYRXGYF2f8ivzagsud-aNlYQCLcBGAs/s640/Astro%2Bgardens%2Bpanorama.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Astronomical Gardens. Glimps of Summer Exhibition 2017 held at Astronomy Club Toutatis's headquarters in Kustavi, Finland</td></tr>
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For our part here at Links Through Space we are in summer vacation because at our latitude (60 degree N) it is to bright to see the stars at night. We have solar observation sessions at our headquarters, but most importantly we have put together with some members of the Astro-club a Summer Exhibition titled: Astronomical Gardens. So stay tuned for pictures and videos of our fund raising, fun raising Astro-club's Summer Exhibition.<br />
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So here you had it folks...<br />
Another edition of the Carnival of Space.<br />
Hope it satisfied your hunger for all space/astronomy related topics. If not, continue reading my blog, it is full of space articles to be devoured.<br />
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<div style="line-height: 100%; margin-bottom: 0cm; text-align: center;">
If you run a
space/astronomy related blog and would like to get more awareness,
participate in the Carnival of Space. Every week a different
webmaster or blogger hosts the Carnival, showcasing articles written
on the topic of space. It's a great way to get to know the community
and to help your writing reach a wider audience. If you'd like to be
a host for the Carnival or be part of the Carnival, please send an
email to <span style="color: red;">carnivalofspace@gmail.com.</span></div>
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Carnival of Space
logo photo credits: Jason Major.</div>
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<br /><a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
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S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com4tag:blogger.com,1999:blog-814906812666026354.post-28854167214400625652017-03-24T00:19:00.001+03:002017-03-24T00:33:34.784+03:00Following Venus: Phases of Venus as a Evening Star<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td class="tr-caption" style="text-align: center;">Phases of Venus as a evening star. Date, Phase and Apparent diameter.<br />
Credit: S. Lamoureux/ KTY Toutatis<br />
Click on picture to enlarge.</td></tr>
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<span style="background-color: white; color: #1d2129; font-family: Arial, Helvetica, sans-serif;">Following Venus! On my way to a full circle, half way through. I followed Venus coming from behind the Sun to in front of the Sun (Evening Star). Now to wake up in the morning and follow Venus from in front of the Sun to behind of the Sun (Morning Star). Enjoy!</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Tomorrow 25.03.2017 is the inferior conjunction of Venus with us Earth. It will pass the Sun for 8 days and will pop back the other side to climb the phases back to a "full" Venus behind the Sun.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">We will be able to see Venus on the 07.04.2017 very near the Sun just before it rises (Elongation of the Sun of +20 degr.) It will complete a full circle (orbit) on new year day 01.01.2018 when it will be at superior conjunction from Earth.</span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">Until then I will follow the planet Venus in the mornings and compile a picture similar to this one above, but on the right side of the Sun, i.e Venus the morning star.</span><br />
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<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author"><span style="font-family: Arial, Helvetica, sans-serif;">Read more about Astronomy Club Toutatis, Kustavi, Finland.</span></a>
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S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com1tag:blogger.com,1999:blog-814906812666026354.post-47574232917053889332017-03-12T23:08:00.001+03:002017-03-13T16:38:20.999+03:00Carnival of Space #500 here @ Links Through Space<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;">This is a special edition of the Carnival of Space. As we hit the 500 mark, I want to thank everyone that has participated in the Carnival of Space through out the years. This initiative that has started almost 10 years ago is still going strong and is a pillar for Space news on the internet. </span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;">So please join me here @ Links Through Space</span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;">for this epic edition of Carnival of Space #500.</span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
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<tr><td style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://2.bp.blogspot.com/-eiWOERh7Cyw/WMWVDiZ5i-I/AAAAAAAANzQ/0LFBxFATMmk2kWq8SnazNgyVpnY66S5xwCLcB/s1600/melissa_walter_bh_airport-303.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://2.bp.blogspot.com/-eiWOERh7Cyw/WMWVDiZ5i-I/AAAAAAAANzQ/0LFBxFATMmk2kWq8SnazNgyVpnY66S5xwCLcB/s320/melissa_walter_bh_airport-303.jpg" width="240" /></a></span></span></span></span></span></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><i>"Black Hole with Accretion Disk and Jet" currently on display at the San Diego International Airport</i>-Melissa Weiss Walter<a href="http://www.melissawalterart.com/"> http://www.melissawalterart.com</a></span></span></span></span></span></span></span></span></span></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody></tbody></table>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;">We start the tour with Chandra X ray Observatory's blog, which has been a steady contributor of CoS.</span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"> <span style="color: black; font-style: normal; font-weight: 400; text-decoration: none;"> </span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 400; text-decoration: none;"><a href="http://chandra.si.edu/blog/node/636" target="_blank">From Art to Astrophysics – and Back Again. Have a look HERE.</a></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 400; text-decoration: none;">- <span style="font-family: "arial" , "helvetica" , sans-serif;">P</span>osted by Chandra / <a href="http://chandra.si.edu/" target="_blank">Chandra X ray Observatory's blog </a></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">
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<tr><td style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://1.bp.blogspot.com/-8QWdDaAOR5w/WMWVxiReLFI/AAAAAAAANzU/-Ehm-AuXeAwY1VoH4gW_X1Zt3BzYh6hswCLcB/s1600/water_on_mars-1024x573.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="223" src="https://1.bp.blogspot.com/-8QWdDaAOR5w/WMWVxiReLFI/AAAAAAAANzU/-Ehm-AuXeAwY1VoH4gW_X1Zt3BzYh6hswCLcB/s400/water_on_mars-1024x573.jpg" width="400" /></a></span></span></span></span></span></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Scientists were able to gauge the rate of water loss on Mars by
measuring the ratio of water and HDO from today and 4.3 billion years
ago. Credit: Kevin Gill</span></span></span></span></span></span></span></span></span></span></td></tr>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> Next stop, Universe Today who started it all by accepting the Carnival of Space as it's own.</span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><a href="http://www.universetoday.com/134130/mineral-points-water-rich-mars/" target="_blank">Mineral Points To A Water Rich Mars. Get the whole story HERE.</a></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">- Posted by </span></span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><a href="http://www.universetoday.com/author/mwill/" rel="author" title="Posts by Matt Williams">Matt Williams</a> / <a href="http://www.universetoday.com/" target="_blank">Universe Today </a></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.universetoday.com/134229/rise-super-telescopes-james-webb-space-telescope/" target="_blank"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">Rise of the Super Telescopes: The James Webb Space Telescope. Read HERE.</span></span></span></a></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">- Posted by </span><a href="http://www.universetoday.com/author/evan-gough/" rel="author" title="Posts by Evan Gough">Evan Gough</a> / </span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><a href="http://www.universetoday.com/" target="_blank">Universe Today </a></span></span></span> </span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><a href="http://www.universetoday.com/132259/1st-sls-2nd-stage-arrives-cape-nasas-orion-megarocket-moon-launch-2018/" target="_blank"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">1st SLS 2nd Stage Arrives at Cape for NASA’s Orion Megarocket Moon Launch in 2018</span>. Article HERE.</a> </span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">- Posted by </span></span></span><a href="http://www.universetoday.com/author/ken-kremer/" rel="author" title="Posts by Ken Kremer">Ken Kremer</a></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"> / </span></span></span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><a href="http://www.universetoday.com/" target="_blank">Universe Today </a></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><a href="http://www.universetoday.com/134140/exploring-titan-balloons-landers/" target="_blank">Exploring Titan with Balloons and Landers. Read the article HERE.</a></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">- Posted by </span></span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><a href="http://www.universetoday.com/author/mwill/" rel="author" title="Posts by Matt Williams">Matt Williams</a> / <a href="http://www.universetoday.com/" target="_blank">Universe Today </a></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small;">
</span></span></span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://4.bp.blogspot.com/-CZem91adBa8/WMWYs3CGJwI/AAAAAAAANzg/mh9P-VgXB1kli3W0VgzWeOsKzIVQ8UrNgCLcB/s1600/orbit_compare-e1488852850595.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://4.bp.blogspot.com/-CZem91adBa8/WMWYs3CGJwI/AAAAAAAANzg/mh9P-VgXB1kli3W0VgzWeOsKzIVQ8UrNgCLcB/s1600/orbit_compare-e1488852850595.png" /></a></span></span></span></span></span></span></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Mars’ moon Phobos and MAVEN spacecraft orbits. Image source: nasa.gov.</span></span></span></span></span></span></span></span></span></span></td></tr>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">Enjoy the next ride with The Evolving Planet, a new comer in the carnival.</span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><a href="http://www.theevolvingplanet.com/nasa-mars-maven-misses-moon-phobos/" target="_blank"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">NASA's Maven Satellite Avoids Colliding With Mars' Moon Phobos. Read more HERE.</span></a> </span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">- Posted by </span></span></span></span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="blog-author minor-meta"><span class="entry-author-link" itemprop="name"><span class="vcard author"><span class="fn"><a href="http://www.theevolvingplanet.com/author/tes-christiansen/" rel="author" title="Posts by Tes Christiansen">Tes Christiansen</a> / <a href="http://www.theevolvingplanet.com/" target="_blank">The Evolving Planet</a></span></span></span></span></span></span> </span></span></span></span></span></span></span></span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Pan Satellite of Saturn. GIF of images from Cassini. Credit: NASA / Cassini</span></span></span></span></span></span></span></span></span></span></td></tr>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"> <span style="font-family: "arial" , "helvetica" , sans-serif;">Another new comer with attitude, get ready to be mesmorized. The Solstice blog.</span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><a href="http://ryanmarciniak.com/archives/2055" target="_blank"><span style="color: black; font-style: normal; font-weight: 400; text-decoration: none;">A Surprising Pan - Stunning views of Saturn's Moon Pan reveal yet another surprise in the solar system.</span> Read HERE.</a></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">- Posted by </span></span></span></span></span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">
<span class="entry-meta-item author"><span class="author"><a href="http://ryanmarciniak.com/archives/author/ryan">Ryan Marciniak</a></span></span><span class="entry-meta-item posted-on"><a href="http://ryanmarciniak.com/archives/2055" rel="bookmark"><time class="entry-date published updated" datetime="2017-03-11T17:04:06+00:00"><span style="color: black;"> </span></time></a></span></span></span></span></span>/ <a href="http://ryanmarciniak.com/" target="_blank">The Solstice Blog</a></span></span></span></span></span></span></span></span></span></span></div>
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<tr><td style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://1.bp.blogspot.com/-J78JhcXpyXg/WMWdjMC1wQI/AAAAAAAANz0/6_7-GporeFkwDiewbOWr1KJl3aobgIbHACLcB/s1600/CZ5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://1.bp.blogspot.com/-J78JhcXpyXg/WMWdjMC1wQI/AAAAAAAANz0/6_7-GporeFkwDiewbOWr1KJl3aobgIbHACLcB/s320/CZ5.jpg" width="213" /></a></span></span></span></span></span></span></td></tr>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">SOURCES- Tech Times, AP, Wikipedia
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> Now to a huge contributor of the Carnival of Space, the soul of the Carnival: Next Big Future. </span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.nextbigfuture.com/2017/03/china-developing-reusable-rocket-that.html" target="_blank"><span style="color: black; font-style: normal; font-weight: 400;">China is developing an advanced new rocket. This spaceship is expected to be able to be operable both in the lower orbit of Earth, as well as capable of landing humans on the moon.It will also have rooms for several astronauts per Zhang Bainan, chief designer of manned spacecraft at China Aerospace Science and Technology Cooperation. The next-gen rocket from China will not only be reusable, but also offer a higher carrying capacity when compared to its foreign counterparts. This craft will apparently be able to carry up to six members in the lower orbit of Earth and nearly three or four astronauts during a moon landing operation per Zhang. Read more HERE.</span></a> </span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">- Posted by </span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="post-author vcard"><span class="fn" itemprop="author" itemscope="itemscope" itemtype="http://schema.org/Person"><a class="g-profile" data-gapiattached="true" data-gapiscan="true" data-onload="true" href="https://plus.google.com/112344184964857951934" rel="author" title="author profile"> <span itemprop="name">Brian wang</span></a><span itemprop="name"> / <a href="http://www.nextbigfuture.com/" target="_blank">Next Big Future </a></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="post-author vcard"><span class="fn" itemprop="author" itemscope="itemscope" itemtype="http://schema.org/Person"><span itemprop="name"><a href="http://www.nextbigfuture.com/2017/03/us-still-not-killing-space-launch.html" target="_blank"><span style="color: black; font-style: normal; font-weight: 400; text-decoration: underline;">There is a $19.5 billion funding bill that has been approved by the US congress. This is a slight increase from last years $19.3 billion funding. he new plan says make a roadmap to send people to Mars by 2033 and the US will still fund the overpriced by 10 times or more space launch system.Journey to Mars — asks NASA for a roadmap to send people to Mars by 2033 and moves NASA away from the Asteroid Redirect Mission.Assuring Core Capabilities For Exploration : an uncrewed launch of SLS and Orion in 2018a crewed mission to the moon in 2021more trips to the moon and Mars after that date.NOTE -Spacex and Elon Musk have discussed unmanned Mars missions in 2020 and a manned Mars mission around 2024. Spacex and Elon Musk would have costs that are ten times less than NASA and 8 to 10 years earlier.It is more of the same NASA funding that has been mostly repeating since George Bush 2 and even George Bush 1 and Clinton and Obama.</span></a> </span>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">- Posted by </span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="post-author vcard"><span class="fn" itemprop="author" itemscope="itemscope" itemtype="http://schema.org/Person"><a class="g-profile" data-gapiattached="true" data-gapiscan="true" data-onload="true" href="https://plus.google.com/112344184964857951934" rel="author" title="author profile"> <span itemprop="name">Brian wang</span></a><span itemprop="name"> / <a href="http://www.nextbigfuture.com/" target="_blank">Next Big Future </a></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.nextbigfuture.com/2017/03/massive-commercial-space-push-and.html" target="_blank"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">A Massive commercial space push and a variety of new robotic capabilities could self supporting and rapidly growing space economy. Several companies will collectively be launching about 20,000 satellites over the next few years. SpaceX, OneWeb, Telesat, O3b Networks and Theia Holdings — all told the FCC they have plans to field constellations of V-band satellites in non-geosynchronous orbits to provide communications services in the United States and elsewhere. So far the V-band spectrum of interest, which sits directly above Ka-band from about 37 GHz to the low 50 GHz range, has not been heavily employed for commercial communications services. In orbit satellite servicing is being developed. DARPA and commercial ventures are looking at in orbit satellite repair and servicing. Rob Hoyt indicates that the challenges of effectively spreading off-world and colonizing the cosmos are overcome by making it easier to manufacture and assemble large systems and structures in space. This visionary physicist, engineer, and CEO is leading a team of scientists to overcome those challenges.Rob co-founded Tethers Unlimited Inc. in 1994, and built it into a space and defense research and development firm. He is now building a spin-off, Firmamentum, to commercialize in-space manufacturing. Rob has won more grants from NASA’s Innovative Advanced Concepts program than any other researcher.</span></span></span></a></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">- Posted by </span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span class="post-author vcard"><span class="fn" itemprop="author" itemscope="itemscope" itemtype="http://schema.org/Person"><a class="g-profile" data-gapiattached="true" data-gapiscan="true" data-onload="true" href="https://plus.google.com/112344184964857951934" rel="author" title="author profile"> <span itemprop="name">Brian wang</span></a><span itemprop="name"> / <a href="http://www.nextbigfuture.com/" target="_blank">Next Big Future </a></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<tr><td style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://2.bp.blogspot.com/-LXaVxTqu7fU/WMWggeWzoOI/AAAAAAAAN0A/HN5MWpG1W3sVNZ5wn0AC25Vw6XtT5qUNQCLcB/s1600/three-alien-planets-trappist-2-744x521.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="280" src="https://2.bp.blogspot.com/-LXaVxTqu7fU/WMWggeWzoOI/AAAAAAAAN0A/HN5MWpG1W3sVNZ5wn0AC25Vw6XtT5qUNQCLcB/s400/three-alien-planets-trappist-2-744x521.jpg" width="400" /></a></span></span></span></span></span></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Artist’s conception of the TRAPPIST-1 planetary system as seen from one
of the seven Earth-sized planets. Image Credit: ESO/M. Kornmesser</span></span></span></span></span></span></span></span></span></span></td></tr>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">Planetaria.ca is nothing of a dull place to get your space news. An regular contributor of the Carnival of Space. It is the place to be.</span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://planetaria.ca/2017/03/07/trappist-1-planetary-system-home-alien-life/" target="_blank"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">Could the TRAPPIST-1 planetary system be home to alien life?</span> Get the story HERE.</span></span></span></a></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">- Posted by </span></span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard"><a class="url fn n" href="http://planetaria.ca/author/pwpadmin/">Paul Scott Anderson</a> / <a href="http://planetaria.ca/">Planetaria.ca</a></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard"><a href="http://planetaria.ca/2017/03/09/venus-beckons-nasa-return-new-tech-will-help/" target="_blank"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">Venus beckons: Why NASA should return and how new tech will help</span>? Find out HERE.</a></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">- Posted by </span></span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard"><a class="url fn n" href="http://planetaria.ca/author/pwpadmin/">Paul Scott Anderson</a> / <a href="http://planetaria.ca/">Planetaria.ca</a></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard"><a href="http://planetaria.ca/2017/03/08/maven-spacecraft-makes-evasive-maneuver-avoid-impact-mars-moon-phobos/" target="_blank"><span style="color: black; font-style: normal; font-weight: 400; text-decoration: none;">MAVEN spacecraft makes evasive maneuver to avoid impact with Mars’ moon Phobos. This article is like a ride you like to ride many times in this Carnival of Space #500. Continue reading HERE.</span></a> </span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;">- Posted by </span></span></span><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard"><a class="url fn n" href="http://planetaria.ca/author/pwpadmin/">Paul Scott Anderson</a> / <a href="http://planetaria.ca/">Planetaria.ca</a></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard">The last ride on the Carnival of Space #500 is offered by me, Stefan Lamoureux and Links Through Space. </span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard">In 2017, I am creating a series of videos on my astronomy travels around the World. <a href="http://linksthroughspace.blogspot.com.es/p/astro-travels-around-world.html" target="_blank">Look at my astronomy travel list on my blog HERE.</a> </span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard">My new Youtube channel, you will find it at (<a href="https://www.youtube.com/channel/UC7m1ewASclCLbtGzNvtaa_w">https://www.youtube.com/channel/UC7m1ewASclCLbtGzNvtaa_w</a>) where I will publish my videos.</span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard">Also I introduce my Patreon page for support of my projects. Have a look at my Patreon page (<a href="https://www.patreon.com/stefan_Lamoureux_Astronomy_Club_Toutatis_Kustavi_Finland">https://www.patreon.com/stefan_Lamoureux_Astronomy_Club_Toutatis_Kustavi_Finland</a>).</span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard">So, go and watch my video and please leave a comment at the bottom of the video and let me know what you think. Don't forget to Subscribe also to my Youtube channel.</span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/bOMl8PQlPWE/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/bOMl8PQlPWE?feature=player_embedded" width="320"></iframe></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard"> </span></span></span></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;">So here you have it!</span></span></span></span></span></span></span></span></span>
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<div style="background-color: white; line-height: 18.48px; text-align: center;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">All the thrills and excitements of the Astronomy/Space community this week.</span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: red; font-family: "arial" , "helvetica" , sans-serif;">The Carnival of Space #500</span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">If
you run a space/astronomy related blog and would like to get more
awareness, participate in the Carnival of Space. Every week a different
webmaster or blogger hosts the Carnival, showcasing articles written on
the topic of space. It's a great way to get to know the community and to
help your writing reach a wider audience. If you'd like to be a host
for the Carnival or be part of the Carnival, please send an email
to carnivalofspace@gmail.com.</span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Carnival of Space logo photo credits: Jason Major.</span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black; font-style: normal; font-weight: 300; text-decoration: none;"><span class="byline"><span class="author vcard"> </span></span></span> </span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span>
<span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></span></span>
<span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: xx-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a></span></span></span></span></span></span></span></span></span></span></span></span>
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S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com2tag:blogger.com,1999:blog-814906812666026354.post-79132217982002852972017-03-05T23:34:00.001+03:002017-03-11T17:52:18.143+03:002017 brings a new Youtube channel: LINKS THROUGH SPACE. Join me!<div dir="ltr" style="text-align: left;" trbidi="on">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-rcDSIA9Imqk/WMQPAEUv8RI/AAAAAAAANzA/jhI9XuhfJZMDjeDsKbz6Pod2Jg3aEHNUwCLcB/s1600/Links%2Bthrough%2BSpace%2Bvideo%2Bon%2Byoututbe.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://2.bp.blogspot.com/-rcDSIA9Imqk/WMQPAEUv8RI/AAAAAAAANzA/jhI9XuhfJZMDjeDsKbz6Pod2Jg3aEHNUwCLcB/s320/Links%2Bthrough%2BSpace%2Bvideo%2Bon%2Byoututbe.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Links Through Sapce Youtube channel c2017</td></tr>
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<span style="background-color: white; color: #232d32; font-family: "lato" , sans-serif; font-size: 16px;">Hello everyone,</span><br />
<span style="background-color: white; color: #232d32; font-family: "lato" , sans-serif; font-size: 16px;">My name is Stefan Lamoureux, I am the president of the Astronomy Club Toutatis. I am based in Kustavi Finland. What I do is travel the world to visit the astronomy scene and write about it in my blog.</span><br />
<span style="background-color: white; color: #232d32; font-family: "lato" , sans-serif; font-size: 16px;">What is the astronomy scene? Well, it's visits to world class observatories, visits to local astronomy clubs, Expeditions to archaeoastronomical sites and of course meet on site with amateurs and professionals astronomers. A way to learn astronomy, but all over the globe. <a href="http://linksthroughspace.blogspot.fi/p/astro-travels-around-world.html" target="_blank">Have a look at my travels so far</a>, visit my youtube channel and support me in my travels on Patreon.</span><a href="http://linksthroughspace.blogspot.fi/p/astro-travels-around-world.html)" style="background-color: white; color: #1a8bc4; cursor: pointer; font-family: Lato, sans-serif; font-size: 16px; font-weight: 700; text-decoration: none; transition: color 0.2s cubic-bezier(0.19, 1, 0.22, 1);"></a><br />
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<span style="background-color: white; color: #232d32; font-family: "lato" , sans-serif; font-size: 16px;">Contributions like yours will boost our public outreach in astronomy, upgrade equipment, help cover travel costs and provide us with better educational materials to showcase. </span><br />
<br style="background-color: white; color: #232d32; font-family: Lato, sans-serif; font-size: 16px;" />
<span style="background-color: white; color: #232d32; font-family: "lato" , sans-serif; font-size: 16px;">This time around, I ask your help to contribute to cost of my plane ticket to my next archaeoastronomical site: Egypt: </span><span style="background-color: white; color: #232d32; font-family: "lato" , sans-serif; font-size: 16px;">An expedition in Egyptian ancient astronomy along the Nile river.</span><br />
<span style="color: #232d32; font-family: "lato" , sans-serif;"><span style="background-color: white;">Play this video and see what it is all about.</span></span><br />
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/bOMl8PQlPWE/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/bOMl8PQlPWE?feature=player_embedded" width="320"></iframe></div>
<div style="text-align: center;">
Video Introduction of Links Through Space.</div>
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<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
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S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com1tag:blogger.com,1999:blog-814906812666026354.post-48553481580840498712017-03-01T23:47:00.000+03:002017-03-01T23:47:32.445+03:00En Francais: Comparaison entre les tailles des planètes du système TRAPPIST-1 et celles des corps du Système Solaire PARTIE 3<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-NxJKv2D13NE/WLHiaUCMmGI/AAAAAAAANxo/JtKh_Cn5Qr8hg5mRULPMUs8_sQs2_a9LQCLcB/s1600/3_eso1706d.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://4.bp.blogspot.com/-NxJKv2D13NE/WLHiaUCMmGI/AAAAAAAANxo/JtKh_Cn5Qr8hg5mRULPMUs8_sQs2_a9LQCLcB/s400/3_eso1706d.jpg" width="385" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; margin-bottom: 9px; text-align: start;">
<span style="font-size: small;">Sur ce diagramme figurent, à titre comparatif, les tailles des planètes nouvellement découvertes autour de la naine rouge TRAPPIST-1 ainsi que celles des satellites de Jupiter au sein de notre Système Solaire. Toutes les planètes détectées autour de TRAPPIST-1 sont de dimensions semblables à celles de la Terre.</span></div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; margin-bottom: 9px; text-align: start;">
</div>
<span style="font-size: small;"><strong style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; text-align: start;">Crédit:</strong></span><br />
<div class="credit" style="background-color: white; box-sizing: border-box; color: #333333; display: inline-block; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; margin-left: 4px; text-align: start; vertical-align: top;">
<div style="box-sizing: border-box; margin-bottom: 9px;">
<span style="font-size: small;">ESO/O. Furtak</span></div>
</div>
<span style="font-size: small;">
</span></td></tr>
</tbody></table>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">Une image vaut mille mots.</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">Visitez le site de <a href="http://www.eso.org/public/france/images/eso1706c/" style="text-decoration: none;" target="_blank">T</a></span><a href="http://www.eso.org/public/france/images/eso1706c/" style="background-color: white; text-decoration: none;" target="_blank">rappist-1 pour plus d'information ICI.</a><br style="background-color: white;" /><span style="background-color: white;">Voici le relevé de </span><a href="http://www.eso.org/public/france/news/eso1706/" style="background-color: white; text-decoration: none;" target="_blank">Presse ICI</a></span><br />
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author"><br />Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-62928295490552735882017-02-25T22:56:00.002+03:002017-02-25T22:58:06.775+03:00En Francais: Comparaison entre le système TRAPPIST-1 et les lunes de Jupiter dans le Système Solaire PARTIE 2.<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-MsHp98PHN7o/WLHg0XSkFoI/AAAAAAAANxc/taMh5WWqPZgA0E8c0vLcDxyWMXng6b6eACLcB/s1600/2_eso1706c.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://1.bp.blogspot.com/-MsHp98PHN7o/WLHg0XSkFoI/AAAAAAAANxc/taMh5WWqPZgA0E8c0vLcDxyWMXng6b6eACLcB/s640/2_eso1706c.jpg" width="570" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; margin-bottom: 9px; text-align: start;">
<span style="font-size: small;">Sur ce diagramme figurent, à titre comparatif, les orbites des planètes nouvellement découvertes autour de la naine rouge TRAPPIST-1 ainsi que celles des satellites de Jupiter au sein de notre Système Solaire. Toutes les planètes détectées autour de TRAPPIST-1 se trouvent à plus grande proximité de leur étoile que la planète Mercure du Soleil. Toutefois, leur étoile étant beaucoup moins lumineuse, ces planètes se trouvent exposées à des niveaux de rayonnement semblables en intensité aux rayonnements que recoivent Vénus, la Terre et Mars dans le Système Solaire.</span></div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; margin-bottom: 9px; text-align: start;">
</div>
<span style="font-size: small;"><strong style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; text-align: start;">Crédit:</strong></span><br />
<div class="credit" style="background-color: white; box-sizing: border-box; color: #333333; display: inline-block; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; margin-left: 4px; text-align: start; vertical-align: top;">
<div style="box-sizing: border-box; margin-bottom: 9px;">
<span style="font-size: small;">ESO/O. Furtak</span></div>
</div>
<span style="font-size: small;">
</span></td></tr>
</tbody></table>
<u><span style="font-family: "arial" , "helvetica" , sans-serif;">Une image vaut mille mots.</span></u><br />
<u><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></u>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white;">Visitez le site de <a href="http://www.eso.org/public/france/images/eso1706c/" target="_blank">T</a></span><a href="http://www.eso.org/public/france/images/eso1706c/" target="_blank"><span style="background-color: white;">rappist-</span>1 pour plus d'information ICI.</a><br style="background-color: white;" /><span style="background-color: white;">Voici le relevé de </span><a href="http://www.eso.org/public/france/news/eso1706/" style="background-color: white; text-decoration: none;" target="_blank">Presse ICI</a></span><br />
<br />
<br />
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-82642359548725891282017-02-24T23:48:00.001+03:002017-02-25T22:57:37.229+03:00En Francais: Comparaison entre le système TRAPPIST-1 et les lunes de Jupiter dans le Système Solaire<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-oTyTIek5wHw/WLCcUW_5a3I/AAAAAAAANxM/ctwphv1q-ko_rKvpyYaog0XkZvcAq3evwCLcB/s1600/eso1706b.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://4.bp.blogspot.com/-oTyTIek5wHw/WLCcUW_5a3I/AAAAAAAANxM/ctwphv1q-ko_rKvpyYaog0XkZvcAq3evwCLcB/s640/eso1706b.jpg" width="456" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; margin-bottom: 9px; text-align: start;">
<span style="font-size: small;">Sur ce diagramme figurent, à titre comparatif, les orbites des planètes nouvellement découvertes autour de la naine rouge TRAPPIST-1 ainsi que celles des satellites de Jupiter au sein de notre Système Solaire. Toutes les planètes détectées autour de TRAPPIST-1 se trouvent à plus grande proximité de leur étoile que la planète Mercure du Soleil. Toutefois, leur étoile étant beaucoup moins lumineuse, ces planètes se trouvent exposées à des niveaux de rayonnement semblables en intensité aux rayonnements que reçoivent Vénus, la Terre et Mars dans le Système Solaire.</span></div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; margin-bottom: 9px; text-align: start;">
</div>
<strong style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; text-align: start;"><span style="font-size: small;">Crédit:</span></strong><br />
<div class="credit" style="background-color: white; box-sizing: border-box; color: #333333; display: inline-block; font-family: "Neue Helvetica W02", "Neue Helvetica W10", "Helvetica Neue", Helvetica, Arial, sans-serif; margin-left: 4px; text-align: start; vertical-align: top;">
<div style="box-sizing: border-box; margin-bottom: 9px;">
<span style="font-size: small;">ESO/O. Furtak</span></div>
</div>
</td></tr>
</tbody></table>
Une image vaut mille mots.<br />
<br />
Visitez le site de T<a href="http://www.eso.org/public/france/images/eso1706b/" target="_blank">rappist-1 pour plus d'information ICI.</a><br />
Voici le relevé de <a href="http://www.eso.org/public/france/news/eso1706/" target="_blank">Presse ICI</a><br />
<br />
<br />
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-66050425157299296792017-02-23T23:54:00.000+03:002017-02-23T23:54:11.283+03:00EN FRANCAIS: L'Excitante Découverte des Septs Exoplanètes Orbitant l'Étoile Trappist-1<div dir="ltr" style="text-align: left;" trbidi="on">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-AgbvzpQgRCs/WK9JyqZnoaI/AAAAAAAANws/mU6JxsIjUc8ii-rzbwPaVsMzAROPw2zKwCLcB/s1600/eso1706a.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="162" src="https://1.bp.blogspot.com/-AgbvzpQgRCs/WK9JyqZnoaI/AAAAAAAANws/mU6JxsIjUc8ii-rzbwPaVsMzAROPw2zKwCLcB/s400/eso1706a.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: Verdana, sans-serif; font-size: 9pt;"><b>Des
astronomes ont découvert un système composé de sept planètes dont
la taille avoisine celle de la Terre et distant de 40 années-lumière
seulement. Ces planètes ont toutes été détectées lors de leur
passage devant leur étoile hôte, une naine ultrafroide cataloguée
TRAPPIST-1, au moyen de télescopes au sol et dans l’espace, parmi
lesquels figure le Very Large Telescope de l’ESO. Un article à
paraître ce jour au sein de la revue Nature précise que trois de
ces planètes occupent la zone d’habitabilité et sont susceptibles
d’être couvertes d’océans d’eau liquide, augmentant ainsi la
probabilité que ce système abrite la vie. Ce système se distingue
au travers du très grand nombre d’exoterres qu’il renferme,
ainsi que du nombre d’exoterres potentiellement recouvertes d’eau
liquide.</b></span></span></div>
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</tbody></table>
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<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
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<div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<span style="font-family: Verdana, sans-serif;">Des
astronomes utilisant le télescope <a href="http://www.ati.ulg.ac.be/TRAPPIST/Trappist_main/Sites.html">TRAPPIST–Sud</a> installé
à l’Observatoire de La Silla de l’ESO, le <a href="http://www.eso.org/public/usa/teles-instr/paranal/">Very
Large Telescope</a> (VLT)
situé à Paranal, le <a href="https://www.nasa.gov/mission_pages/spitzer/main/">Télescope
Spatial Spitzer de la NASA</a> ainsi
que d’autres télescopes disséminés dans le monde entier <a href="http://www.eso.org/public/france/news/eso1706/#1">[1]</a>,
viennent de confirmer l’existence d’au moins sept planètes de
petite taille en orbite autour de la naine rouge et froide
cataloguée <a href="https://en.wikipedia.org/wiki/TRAPPIST-1">TRAPPIST-1</a> <a href="http://www.eso.org/public/france/news/eso1706/#2">[2]</a>.
L’ensemble des planètes, labellisées TRAPPIST-1b, c, d, e, f, g
et h en fonction de la distance croissante à leur étoile hôte,
présente des dimensions semblables à celles de la Terre <a href="http://www.eso.org/public/france/news/eso1706/#3">[3]</a>.</span><span style="font-family: Arial, sans-serif;">
</span>
</div>
<br />
<span style="font-family: Verdana, sans-serif;">Lizez le relevé de <a href="http://www.eso.org/public/france/news/eso1706/" target="_blank">Presse ICI.</a></span><br />
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;"><br /></span>
<a href="http://linksthroughspace.blogspot.fi/p/about.html" target="_blank"><span style="font-family: Verdana, sans-serif;">Renseignez vous sur le Club d'Astronomie Toutatis de Kustavi, Finlande ICI.</span></a></div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-14815359721995501812017-01-10T12:13:00.000+03:002017-01-10T22:09:07.284+03:00Carnival of Space #491 Here @ Links Through Space<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="307" src="https://4.bp.blogspot.com/-22ba58ykXjo/WBZIKLfMFGI/AAAAAAAANbA/rmXq5sdyXPsp0ZIaz-L99tBzAHsa9pW0ACLcB/s320/carnival-of-space_0.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Carnival of Space #491</td></tr>
</tbody></table>
<div style="background-color: white; color: #666666; line-height: 18.48px; text-align: center;">
<span style="color: red;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Welcome to Links Through Space. Astronomy for Everyone.</span></span></div>
<div style="background-color: white; line-height: 18.48px; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">This is the blog of our Astronomy Club Toutatis, Kustavi, Finland.</span></div>
<div style="background-color: white; line-height: 18.48px; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">We write/post news about space related topics and</span></div>
<div style="background-color: white; line-height: 18.48px; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">we showcase our astrophotos and timelapses.</span></div>
<div style="background-color: white; line-height: 18.48px; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="background-color: white; line-height: 18.48px; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">So here we have it, Ladies and Gentlemen!</span></div>
<div style="background-color: white; color: #666666; line-height: 18.48px; text-align: center;">
<span style="color: red;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The Carnival of Space #491 @ Links Through Space. </span></span><br />
<span style="color: red;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="color: red;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-_yDM-TiNVsw/WHUu1p0L_hI/AAAAAAAANrE/egPprN-TpG0sjNBcCdBj3Uqfmzx2Iz96wCLcB/s1600/101astronomicaleventscover-1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="275" src="https://3.bp.blogspot.com/-_yDM-TiNVsw/WHUu1p0L_hI/AAAAAAAANrE/egPprN-TpG0sjNBcCdBj3Uqfmzx2Iz96wCLcB/s320/101astronomicaleventscover-1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">101 Astronomical Events for 2017 by David A Dickinson.<br />Free book, Getit now.</span></td></tr>
</tbody></table>
<h4 style="text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br />First off, we visit Universe Today (<a href="http://www.universetoday.com/">http://www.universetoday.com/</a>)</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> with 4 amazing articles.</span></h4>
<span style="font-family: "arial" , "helvetica" , sans-serif;">1. </span><span style="background-color: white; font-family: "arial"; font-size: 15px; white-space: pre-wrap;">SpaceX Finds Failure Cause, Announces Sunday Jan. 8 as Target for Falcon 9 Flight Resumption. <a href="http://www.universetoday.com/132681/spacex-finds-failure-cause-announces-sunday-jan-8-as-target-for-falcon-9-flight-resumption/" target="_blank">Read the whole story HERE</a>.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">2. </span><span style="background-color: white; font-family: "arial"; font-size: 15px; white-space: pre-wrap;">Start the Year With Spark: See the Quadrantid Meteor Shower. <a href="http://www.universetoday.com/132672/start-year-spark-see-quadrantid-meteor-shower/" target="_blank">Read the details HERE.</a></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">3. </span><span style="background-color: white; font-family: "arial"; font-size: 15px; white-space: pre-wrap;">Our Free Book: 101 Astronomical Events in 2017. A must for all interested in stargazing. <a href="http://www.universetoday.com/132662/free-book-101-astronomical-events-2017/" target="_blank">Get it HERE.</a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">4. </span><span style="background-color: white; font-family: "arial"; font-size: 15px; white-space: pre-wrap;">NASA’s Favorite Photos of 2016. <a href="http://www.universetoday.com/132631/nasas-favorite-photos-2016/" target="_blank">All the photos are to be seen HERE.</a></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-IDj1xO3bwTk/WHUu1mFZbAI/AAAAAAAANrA/0PvuR3sf_LQLMWiHnKe6isAnIusVP5R3QCEw/s1600/bengaluru-s-team-indus-launches-competition-for-space-enthusiasts-ndtv-com_1068045.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://1.bp.blogspot.com/-IDj1xO3bwTk/WHUu1mFZbAI/AAAAAAAANrA/0PvuR3sf_LQLMWiHnKe6isAnIusVP5R3QCEw/s320/bengaluru-s-team-indus-launches-competition-for-space-enthusiasts-ndtv-com_1068045.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Bengaluru's Team Indus Launches Competition for Space Enthusiasts ... - ndtv.com</span></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Next off to Blasting News (<a href="http://www.blastingnews.com/">http://www.blastingnews.com/</a>) with news on space.</span></h4>
<span style="font-family: "arial" , "helvetica" , sans-serif;">1. <span style="background-color: white; white-space: pre-wrap;">American scientist warns of Chinese missions to the moon. <a href="http://us.blastingnews.com/news/2017/01/american-scientist-warns-of-chinese-missions-to-the-moon-001369225.html" target="_blank">Have a read HERE.</a></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; white-space: pre-wrap;">2. </span><span style="background-color: white; white-space: pre-wrap;">NASA chooses two new Discovery class missions to explore asteroids. <a href="http://us.blastingnews.com/news/2017/01/nasa-chooses-two-new-discovery-class-missions-to-explore-asteroids-001370309.html" target="_blank">Immerse your selves in the story HERE.</a></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; white-space: pre-wrap;">3. </span><span style="background-color: white; white-space: pre-wrap;">Bridenstine will not scrap the Space Launch System and Orion to return to the moon. <a href="http://us.blastingnews.com/news/2017/01/bridenstine-will-not-scrap-the-space-launch-system-and-orion-to-return-to-the-moon-001367657.html" target="_blank">The whole story HERE.</a></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; white-space: pre-wrap;">4. </span><span style="background-color: white; white-space: pre-wrap;">In 'Hidden Figures' the struggle for civil rights meets the race to the moon. <a href="http://us.blastingnews.com/showbiz-tv/2017/01/in-hidden-figures-the-struggle-for-civil-rights-meets-the-race-to-the-moon-001363777.html" target="_blank">Continue reading HERE.</a></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; white-space: pre-wrap;">5. </span><span style="background-color: white; white-space: pre-wrap;">Will 2017 be the year the private sector lands on the moon? <a href="http://us.blastingnews.com/news/2017/01/will-2017-be-the-year-the-private-sector-lands-on-the-moon-001364435.html" target="_blank">Find out HERE.</a></span></span><br />
<span style="background-color: white; white-space: pre-wrap;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; white-space: pre-wrap;">6. </span><span style="background-color: white; white-space: pre-wrap;">Students compete to fly experiments to fly experiments on Team Indus' moon mission. <a href="http://us.blastingnews.com/news/2017/01/students-compete-to-fly-experiments-to-fly-experiments-on-team-indus-moon-mission-001371625.html" target="_blank">Read more HERE.</a></span></span><br />
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<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-DyX8BmZACWA/WHUveMGcxgI/AAAAAAAANrM/Y5aiw9A1trwpx9FMR4GuF1315_uE0gWfgCLcB/s1600/abell-blog-2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="193" src="https://3.bp.blogspot.com/-DyX8BmZACWA/WHUveMGcxgI/AAAAAAAANrM/Y5aiw9A1trwpx9FMR4GuF1315_uE0gWfgCLcB/s320/abell-blog-2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="border: 0px; margin: 0px; padding: 0px; text-align: start; vertical-align: baseline;"><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; font-size: small;">A combined GMRT radio (red), Chandra X-ray (blue), and Subaru optical image of the colliding galaxy cluster pair Abell 3411-3412. In the hot dilute cluster gas (blue), high-energy electrons accelerated by an AGN (see inset) are accelerated again at a giant shock, producing bright radio emission. The radio emission farther below is probably produced by a similar process because several other AGN are located nearby.</span></span></td></tr>
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<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;">Next stop: The Chandra Blog (</span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="white-space: pre-wrap;"><a href="http://chandra.si.edu/">http://chandra.si.edu/</a>)</span></span><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; white-space: pre-wrap;">. NASA's flagship mission for X-Ray astronomy. </span></h4>
<span style="font-family: "arial" , "helvetica" , sans-serif;">1. <span style="background-color: white; white-space: pre-wrap;">X-rays From the Young Monsters: Studying Supermassive Black Holes in the Early Universe. <a href="http://chandra.si.edu/blog/node/629" target="_blank">Feast yourself on this one HERE.</a></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; white-space: pre-wrap;">2. </span><span style="background-color: white; white-space: pre-wrap;">The Discovery of Particle Re-acceleration in a Galaxy Cluster Collision. <a href="http://chandra.si.edu/blog/node/628" target="_blank">Read more on this post HERE.</a></span></span><br />
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<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-Sy6tRrLtUv0/WHUu102D_EI/AAAAAAAANrI/FVXkckBHRCoO5Lu9WCvMxrXwPTNcoyfcQCEw/s1600/31591468826_21ec918ab4_o.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="276" src="https://3.bp.blogspot.com/-Sy6tRrLtUv0/WHUu102D_EI/AAAAAAAANrI/FVXkckBHRCoO5Lu9WCvMxrXwPTNcoyfcQCEw/s320/31591468826_21ec918ab4_o.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">High-resolution view of Charon from New Horizons. Photo Credit: NASA/JHUAPL/SwRI/Daniel Macháček</span></td></tr>
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<h4 style="text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; white-space: pre-wrap;">On to a thrill ride at Planetaria (</span><span style="background-color: white; color: #1155cc; text-decoration: underline; white-space: pre-wrap;">http://planetaria.ca</span><span style="background-color: white; white-space: pre-wrap;">), exploring alien worlds.</span></span><span style="background-color: white; white-space: pre-wrap;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></h4>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; white-space: pre-wrap;">1. </span><span style="background-color: white; white-space: pre-wrap;">Ancient water world: Tectonics on Pluto’s moon Charon point to frozen subsurface ocean. </span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; white-space: pre-wrap;"><a href="http://planetaria.ca/2016/12/30/ancient-water-world-tectonics-plutos-moon-charon-point-frozen-subsurface-ocean/" target="_blank">Read the entire post HERE.</a></span></span></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="266" src="https://4.bp.blogspot.com/-whBS9_-7mcA/WGAcy8u4bxI/AAAAAAAANnE/dJCso8rZxv0J1RES3KObq4WbUXTFyGdLQCLcB/s400/Ales%2BStenar_Solar%2Bcalendar_2.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;"><span style="background-color: white; line-height: 14.784px;">The stone-ship Ales Stenar resting monumentally on the flat surface</span><br style="background-color: white; line-height: 14.784px;" /><span style="background-color: white; line-height: 14.784px;">of a moraine ridge in Southern Sweden.<br />Credit: S. Lamoureux KTY Toutatis, Kustavi, Finland.</span></span></td></tr>
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<span style="background-color: white; white-space: pre-wrap;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Last place to stop by before leaving he Carnival of Space #491 is here at </span></span>LINKS THROUGH SPACE with a visit to a prehistoric Solar calendar.</h4>
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<span style="background-color: white; white-space: pre-wrap;"><span style="font-family: "arial" , "helvetica" , sans-serif;">1. Ales Stenar Megalithic Site in Southern Sweden, Stonehenge Little Sister. Had to See it With My Own Eyes. <a href="http://linksthroughspace.blogspot.fi/2016/12/ales-stenar-megalithic-site-in-southern.html" target="_blank">Have a look at the pictures and read the post HERE.</a></span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">So here you have it!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">All the thrills and excitements of the Astronomy/Space community this week.</span></div>
<div style="background-color: white; line-height: 18.48px; text-align: center;">
<span style="color: red; font-family: "arial" , "helvetica" , sans-serif;">The Carnival of Space #491</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">If you run a space/astronomy related blog and would like to get more awareness, participate in the Carnival of Space. Every week a different webmaster or blogger hosts the Carnival, showcasing articles written on the topic of space. It's a great way to get to know the community and to help your writing reach a wider audience. If you'd like to be a host for the Carnival or be part of the Carnival, please send an email to carnivalofspace@gmail.com.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Carnival of Space logo photo credits: Jason Major.</span></div>
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<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a></div>
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S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-27306629072072816602017-01-06T00:47:00.001+03:002017-04-05T16:48:31.094+03:00Comet Catalina (C/2013 US10). Revisit of past year astrophotography in Moroccan Sahara desert.<div dir="ltr" style="text-align: left;" trbidi="on">
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Comet Catalina (C/2013 US10)</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-HrK4zPbaXb8/WG6vuNbntFI/AAAAAAAANqQ/qlcCqJ_jdaMKdX-KsUA9Bcwg1Kj_fBXQACLcB/s1600/GIF%2Bpict%2Bcomet%2BCatalina.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" height="640" src="https://2.bp.blogspot.com/-HrK4zPbaXb8/WG6vuNbntFI/AAAAAAAANqQ/qlcCqJ_jdaMKdX-KsUA9Bcwg1Kj_fBXQACLcB/s640/GIF%2Bpict%2Bcomet%2BCatalina.gif" width="443" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Comet Catalina on the 13.01.2016 passing in the field of view of the Pinwheel Galaxy in Ursa Major.<br />27 shots stacked together and saved as an GIF animation on Image J.</span></td></tr>
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<b>C/2013 US10</b>
(Catalina) is an <span style="background: #ffffff;">Oort cloud comet
</span>discovered on 31 October 2013 by the <span style="background: #ffffff;">Catalina
Sky Survey.</span></div>
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It crossed the
celestial equator on 17 December 2015 becoming a northern hemisphere
object.</div>
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On 17 January 2016
the comet passed 0.72 AU (108,000,000 km; 67,000,000 mi) from Earth
and was around magnitude 6 while located in the constellation of Ursa
Major.</div>
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Hence the comet was
near the Pinwheel galaxy field of view.</div>
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This GIF animation
and pictures were taken on the 17 of January 2016 from the location
of the Sahara Sky Observatory in Southern Morocco
(http://www.saharasky.com/saharasky/).</div>
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Here is a still
picture of the animation.</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://1.bp.blogspot.com/-NEJgztu39R0/WG69VOAaTpI/AAAAAAAANqg/7cGoZUUD9xo0Fxt9FMPqfwWkWBtO8LiBgCLcB/s1600/Comette%2BCatalina%2B17_01_2016.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://1.bp.blogspot.com/-NEJgztu39R0/WG69VOAaTpI/AAAAAAAANqg/7cGoZUUD9xo0Fxt9FMPqfwWkWBtO8LiBgCLcB/s400/Comette%2BCatalina%2B17_01_2016.jpg" width="266" /></a></span></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Picture of Comet Catalina with the Pinwheel Galaxy in the background.<br />Picture taking 17.01.2016 from Sahara Sky Observatory, Southern Morocco.</span></span></span></td></tr>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black;"><a href="https://www.blogger.com/goog_875211623"><br /></a></span>Have a look at the Links bellow.<a href="https://www.blogger.com/goog_875211623"><br /></a>
<a href="http://cometbase.net/en/observation/listObserv/121">http://cometbase.net/en/observation/listObserv/121</a></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://earthsky.org/space/comet-catalina-c2013-us10-november-december-january-2015-2016"><span style="font-family: "arial" , "helvetica" , sans-serif;">http://earthsky.org/space/comet-catalina-c2013-us10-november-december-january-2015-2016</span></a></span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://en.wikipedia.org/wiki/Pinwheel_Galaxy"><span style="font-family: "arial" , "helvetica" , sans-serif;">https://en.wikipedia.org/wiki/Pinwheel_Galaxy</span></a></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author"><span style="font-family: "arial" , "helvetica" , sans-serif;">Read more about Astronomy Club Toutatis, Kustavi, Finland.</span></a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-8441469424146666742016-12-26T21:57:00.002+03:002017-01-29T01:30:56.890+03:00ASTRONOMY IN STONE: Ales Stenar megalithic site in Southern Sweden, Stonehenge little sister. Had to see it with my own eyes.<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-whBS9_-7mcA/WGAcy8u4bxI/AAAAAAAANnE/dJCso8rZxv0J1RES3KObq4WbUXTFyGdLQCLcB/s1600/Ales%2BStenar_Solar%2Bcalendar_2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://4.bp.blogspot.com/-whBS9_-7mcA/WGAcy8u4bxI/AAAAAAAANnE/dJCso8rZxv0J1RES3KObq4WbUXTFyGdLQCLcB/s400/Ales%2BStenar_Solar%2Bcalendar_2.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The stone-ship Ales Stenar resting monumentally on the flat surface<br />
of a moraine ridge in Southern Sweden.</td></tr>
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<b>Introduction</b><br />
In 1963, the author Gerald S. Hawkins published an article entitled <i>Stonehenge Decoded</i>. He convincingly demonstrated that Stonehenge in England was an astronomical calendar. Now today the megalithic site of Ales Stenar is being "decoded" as an astronomical calendar as well. Even more, it is said to be a younger sister site for Stonehenge and may reveal cultural, travel, trading influences between prehistoric England and prehistoric Southern Sweden.<br />
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Ales Stenar meaning Ales stones is a megalithic monument in Southern Sweden. It has the form of a 69.8 m. long and 18.8 m. wide ship composed of 57 erected stone blocks. The stone-ship is organized as a perfect calendar recording the annual motions of the Sun. The monument has a remarkable location at the top of a 40 m. high glacial moraine with a steep erosional cliff to the Baltic sea.<br />
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-rDUdQrWXxmc/WGA2owd9rgI/AAAAAAAANoU/uK3N1IYfbuYkT07ZyoEbrGT45p1md4O0wCLcB/s1600/Ales%2BStenar%2BStefan.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="248" src="https://2.bp.blogspot.com/-rDUdQrWXxmc/WGA2owd9rgI/AAAAAAAANoU/uK3N1IYfbuYkT07ZyoEbrGT45p1md4O0wCLcB/s400/Ales%2BStenar%2BStefan.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Me at Ales Stenar at Summer solstice sunrise just before 5 am.</td></tr>
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<b>Different materials for building</b><br />
The Stem and stern stones consist of quartzite. They are sharp-edged indicating quarrying. Their internal structure reveals its origin in the quartzite bedrock some 30 km to the east of the site. All the other 55 stones in Ales Stones seem to be erratic boulders collected from the surface of the glacial deposits in the surroundings.<br />
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<b>Cup marks and astronomical alignments</b><br />
The individual stones in Ales Stenar are full of cup marks, a favourite object in Scandinavian rock-carving from the Bronze Age. On certain specific boulders of the stone-ship, the cup marks exhibit perfect solar alignments. Have a look at the GIF animation below of the rising Sun at Summer solstice between 2 specific boulders and a close-up picture of boulder with the cup marks, indicating the alignment. Almost as if the small cup marks on the boulders represented the true alignment of the stones and the Sun. 2 dots for the boulders and the central dot for the Sun.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-BtrcMxVYSkI/WGAmzypBoRI/AAAAAAAANno/Undv9XUw6mYCyjkx359Y-ComqE4yn4j3ACLcB/s1600/Ales%2BStenar%2BSunrise%2BSummer%2BEquinox.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://1.bp.blogspot.com/-BtrcMxVYSkI/WGAmzypBoRI/AAAAAAAANno/Undv9XUw6mYCyjkx359Y-ComqE4yn4j3ACLcB/s400/Ales%2BStenar%2BSunrise%2BSummer%2BEquinox.gif" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 12.8px;">GIF animation of the rising Sun on the Summer solstice<br />
between 2 specific boulders at the megalithic site of Ales Stenar, Southern Sweden.<br />
Credit: S. Lamoureux / KTY Toutatis Kustavi Finland.</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-BGbODK4JIOU/WGAnbG1ikDI/AAAAAAAANn0/yr6YFmytAxgZ5VsGdft3-3e6xjOduNCBQCLcB/s1600/Cup%2Bmarks.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://3.bp.blogspot.com/-BGbODK4JIOU/WGAnbG1ikDI/AAAAAAAANn0/yr6YFmytAxgZ5VsGdft3-3e6xjOduNCBQCLcB/s400/Cup%2Bmarks.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cup marks on the left boulder in the GIF animation.<br />
Enhanced with green dots to show their positions on the boulder.</td></tr>
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<b>Function and Basic Geometry</b><br />
Ales Stenar is built so that, seen from the center of the stone-ship, the Sun rises over the stern stone at Winter solstice and sets over the stem stone at Summer solstice. The Sun rises at Summer solstice between the two stones marking the mid-ship, as seen in the GIF animation above.<br />
The alignments recorded can not be a mere coincidence. It must be the result of a careful planning. The cup marks on certain "key" stones provide a strong support for an interpretation of astronomical alignments.<br />
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The form of a ship is, of course, the most obvious shape of the Ales Stenar monument. One may, however, also identify some other basic geometric signs. They are 1) a rectangle. 2) a circle and 3) a line (alignment). We use these 3 geometric signs in a comparison with the same basic geometry of the Stonehenge monument, which are the rectangle, the circle and the line as seen in these drawings below.<br />
Figure 4 shows Ales Stenar and the geometric forms. Figure 6 shows Stonehenge and the geometric forms and figure 7 shows a superimposed Stonehenge and Ales Stenar to reveal a almost perfect match of the geometric basic they offer.<br />
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<b>Precession of the Equinoxes</b><br />
The alignments are very exact. there is a small deviation, however. The Sun rises at Winter solstice about 38.5 cm (or 0.77 degrees) east of the center of the stern stone, and Sun sets at Summer solstice about 38.5 cm (or 0.77 degrees) west of the center of the stem stone.This discrepancy is caused by the long-term changes of the tilt of Earth's rotational axis, called the Precession of the equinoxes.<br />
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<a href="https://2.bp.blogspot.com/-MJVxEupI_34/WGFgbb0u5_I/AAAAAAAANpE/k0hk3Mq_58Q8dMT1QvRN-qnf5a7fXkcyQCEw/s1600/IMG_20161226_124930.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://2.bp.blogspot.com/-MJVxEupI_34/WGFgbb0u5_I/AAAAAAAANpE/k0hk3Mq_58Q8dMT1QvRN-qnf5a7fXkcyQCEw/s320/IMG_20161226_124930.jpg" width="241" /></a></div>
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Converted to time, this deviation implies an age of the construction of the Sun calendar of about 700BC, an age that fits perfectly well with our stratigraphical records indicating that the stones were taken out of the ground and placed at the site sometime around 600BC.<br />
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<b>Standard of measure: Megalithic yard</b><br />
A recent finding is that the standard of measure in association with Ales Stenar seem to fit with the Megalithic Yard (MY). This standard of measure was used over the British Islands during the Neolithic and Bronze Age as well.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-8nfE4ifJe-0/WGA2RA6WAsI/AAAAAAAANoQ/RdT4DSMFy90OQNZvMyPfVLU_DplnEFN4wCLcB/s1600/Ales%2BStenar%2Bstones.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://1.bp.blogspot.com/-8nfE4ifJe-0/WGA2RA6WAsI/AAAAAAAANoQ/RdT4DSMFy90OQNZvMyPfVLU_DplnEFN4wCLcB/s400/Ales%2BStenar%2Bstones.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ales Stenar Stone-ship.<br />
View of the 57 erected boulders that forms the Megalithic monument.</td></tr>
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<b><br />Conclusions</b><br />
The similarity in basic geometry of Stonehenge and Ales Stenar and the application of the Megalithic Yard as a standard of measure at both sites provide quite strong arguments for a cultural connection, including migration and trading , between Britain and Southern Scandinavia in the Bronze Age.<br />
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1963, Gerald S. Hawkins presented his paper entitled "<i>Stonehenge decoded</i>". We are now able to say the same about Ales Stenar. Obviously, it was built as a sophisticated astronomical calendar.<br />
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Stonehenge and Ales Stenar are built with the same basic geometry briefly explained in this article. Furthermore, the standard of measure was the Megalithic Yard in both monuments.<br />
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Stonehenge belongs to the Neolithic period and Ales Stenar to the late Bronze Age. The geometric linkage of the two monuments reveals an influence from Britain to Southern Sweden. One may say: "Stonehenge has got a younger sister---but so much more beautiful".<br />
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-j-nD4RwTd90/WGA1Vxd8PMI/AAAAAAAANoI/u7yT7Z6mvg46fgJegVxLhbHcg5AxW8JFQCLcB/s1600/Ales%2BStenar%2Bfisheye.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="260" src="https://2.bp.blogspot.com/-j-nD4RwTd90/WGA1Vxd8PMI/AAAAAAAANoI/u7yT7Z6mvg46fgJegVxLhbHcg5AxW8JFQCLcB/s400/Ales%2BStenar%2Bfisheye.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fisheye view of Ales Stenar Megalithic monument in Southern Sweden.<br />
Location: Kåseberga, Southern Sweden</td></tr>
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This is an extract of a paper "Stonehenge Has Got a Younger Sister Ales Stones in Sweden Decoded" by Nils-Axel Mörner and Bob G. Lind. Please read the entire paper on the subject<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKZm1KRXRMRS1Xc28/view?usp=sharing" target="_blank"> (HERE)</a>. I visited the site at Summer solstice to witness the alignments, which indeed happened and was amazing.<br />
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Here are the rest of the picture captured at the Megalithic site of Ales Stenar. All pictures are credited S. Lamoureux / KTY Toutatis Kustavi Finland or else mentioned.<br />
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-t4HjpQPx7oE/WGA3ORwc7bI/AAAAAAAANoc/Vl5Nkcpp9TgB9--OaSxXgxmNdJfCUDttACLcB/s1600/Ales%2BStenar%2BEva_Essi_Stefan_Felix.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="241" src="https://4.bp.blogspot.com/-t4HjpQPx7oE/WGA3ORwc7bI/AAAAAAAANoc/Vl5Nkcpp9TgB9--OaSxXgxmNdJfCUDttACLcB/s400/Ales%2BStenar%2BEva_Essi_Stefan_Felix.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Visitors of Ales Stenar for the Summer solstice alignments.<br />
From left to right: Stefan, Eva, Essi and baby Felix (not shown). </td></tr>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-QwVJvigH4DE/WGFh-OAfe2I/AAAAAAAANpM/GSiDZRWpGUgKzlCFo6kBd754GHYOF8KngCLcB/s1600/Ales%2BStenar%2BHeadstone%2BMoon.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://1.bp.blogspot.com/-QwVJvigH4DE/WGFh-OAfe2I/AAAAAAAANpM/GSiDZRWpGUgKzlCFo6kBd754GHYOF8KngCLcB/s320/Ales%2BStenar%2BHeadstone%2BMoon.jpg" width="213" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Stern Stone at Ales Stenar with Full Moon in background</td></tr>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-X7y0IUVY8AU/WGFh-B7ZmgI/AAAAAAAANpU/Y0VBIUxTxJcOcRRV4GNu3AsrunBLTjYiACLcB/s1600/Ales%2BStenar%2BMoon%2Bbackground.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://1.bp.blogspot.com/-X7y0IUVY8AU/WGFh-B7ZmgI/AAAAAAAANpU/Y0VBIUxTxJcOcRRV4GNu3AsrunBLTjYiACLcB/s320/Ales%2BStenar%2BMoon%2Bbackground.jpg" width="206" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ales Stenar monument. Full Moon in the background.</td></tr>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-gb_a0PEJlqA/WGFiBq_5e7I/AAAAAAAANpc/4RBB5rmWhD8pm1jlOy1KjidENN0Xo-K_wCLcB/s1600/Ales%2BStenar_Solar%2Bcalendar.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://1.bp.blogspot.com/-gb_a0PEJlqA/WGFiBq_5e7I/AAAAAAAANpc/4RBB5rmWhD8pm1jlOy1KjidENN0Xo-K_wCLcB/s320/Ales%2BStenar_Solar%2Bcalendar.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">View from the stern quartzite stone. Ales Stenar, Southern Sweden.</td></tr>
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Please have a look at the links below to read more on Ales Stenar.<br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKZm1KRXRMRS1Xc28/view?usp=sharing" target="_blank">Stonehenge Has Got a Younger Sister Ales Stones in Sweden Decoded</a> (PDF)<br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKTC0zVFJZamRLNjA/view?usp=sharing" target="_blank">Ales Stenar - Mistaken identity (PDF)</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKSzlIM2lmUkJxM1k/view?usp=sharing" target="_blank">Archaeoastronomy ancient sites in Sweden</a> (PDF)<br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKSWRDTHFSaGV6eWs/view?usp=sharing" target="_blank">The Monument of Ales Stenar</a> (PDF)<br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKYjFDZlk2V1FCWlU/view?usp=sharing" target="_blank">Solar orientation of Ales Stenar site</a> (PDF)<br />
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<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
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S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com1tag:blogger.com,1999:blog-814906812666026354.post-47407961132560066842016-11-13T16:46:00.001+03:002017-05-07T17:25:46.059+03:00Library of References (PDF files) on The Age of Astronomy and Echoes of Archaeoastronomy Article Series.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;"><b style="background-color: black;"><span style="color: white;">ASTRONOMY CLUB TOUTATIS, KUSTAVI, FINLAND </span></b></span><br />
<span style="font-size: x-large;"><b style="background-color: black;"><span style="color: red;">P</span><span style="color: white;">D</span><span style="color: red;">F LIBR</span><span style="color: white;">A</span><span style="color: red;">RY</span></b></span></div>
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Astronomy Club Toutatis, Kustavi, Finland with the aid of Links Through Space has always been about finding Links on Astronomy and share them on our blog.<br />
Now we go further with sharing PDF files. Just call us, PDF Through Space.<br />
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<a href="https://1.bp.blogspot.com/-t1S8nZxNO10/WCnVNjve02I/AAAAAAAANlM/GYoklC0c2FQQ5qby8hu2UV_z2z_SdgRPwCLcB/s1600/pdf%2Blogo.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://1.bp.blogspot.com/-t1S8nZxNO10/WCnVNjve02I/AAAAAAAANlM/GYoklC0c2FQQ5qby8hu2UV_z2z_SdgRPwCLcB/s200/pdf%2Blogo.jpeg" width="200" /></a></div>
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<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKVW1aZEtsZFgwMkE/view?usp=sharing" target="_blank">1.The Egyptian Pyramids, An analysis of A Great Mystery, Everett W. Fish M.D., 1880.</a><a href="https://drive.google.com/file/d/0BwDQWMPlSPeKR3JWVG5BazlWcFU/view?usp=sharing" target="_blank">2.Ancient astronomical observatories, Srikumar M. Menon, Manipal University, Manipal.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKeWRpdjh1T0lVNlU/view?usp=sharing" target="_blank">3.Resource Guide for Canadian Aboriginal Astronomy (May 2010)</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKeWRpdjh1T0lVNlU/view?usp=sharing" target="_blank">Prune Harris, Institute for Integrative Science & Health, Cape Breton University.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKaEJtcFFtRmRLT1U/view?usp=sharing" target="_blank">4.Unravelling Patterns in Oukaïmeden Rock Art, Jorge De Torres, Marisa Ruiz-Galvez, 2014.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKU1JlWFU5U0tXZ2M/view?usp=sharing" target="_blank">5.STEREO SCIENCE WRITERS GUIDE. Aguide for reporters to understand the Stereo mission.</a><br />
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<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKSWI4WlRaOUV0eEE/view?usp=sharing" target="_blank">6.Solar Terrestrial Relations Observatory (STEREO), Erica Hupp/Dwayne Brown 2006.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKVVBSN0lXLVlMZWs/view?usp=sharing" target="_blank">7.Maps of the Sky, Joe Zuntz Computational Cosmology Institute, Oxford Martin School.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKZm5vdXpiQmhLc1k/view?usp=sharing" target="_blank">8.Forests of Stones, Rings of Giants, G. Magli, Mysteries and Discoveries of Archaeoastronomy, DOI: 10.1007/978-0-387-76566-2_2, 2009.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKOS0wcmViRzI1WTQ/view?usp=sharing" target="_blank">9.Archaic Astronomical Instruments, D.L. Couprie, Heaven and Earth in Ancient Greek Cosmology, DOI 10.1007/978-1-4419-8116-5_2, 2011.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKc2lNdTJMRVExSUU/view?usp=sharing" target="_blank">10.A “Curious and Sometimes a Trifle Macabre Artistry”, Ian Hodder and Lynn Meskell 2011.</a><br />
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<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKRVBEcVRCRE93dVE/view?usp=sharing" target="_blank">11.About_ScanPyramids-en, ministry of Antiquity, Egypt, 2016.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKSUJuczM5MDIzZWc/view?usp=sharing" target="_blank">12.CULTURAL CONTEXT FROM THE ARCHAEOASTRONOMICAL DATA AND THE ECHOES OF COSMIC CATASTROPHIC EVENTS, Mare Kõiva, Harry Mürk, Izold Pustõlnik, 2002.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKX0t0NVNSNldOWHM/view?usp=sharing" target="_blank">13.New Possible Astronomic Alignments at the Megalithic Site of Göbekli Tepe, Turkey, Alessandro De Lorenzis, Vincenzo Orofino, 2015.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKX1NrRW15eXo0d2M/view?usp=sharing" target="_blank">14.Archaeoastronomical Study of the Main Pyramids of Giza, Egypt:Possible Correlations with the Stars? Vincenzo Orofino, Paolo Bernardini,2015.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKOERNVWZ1ZmMyNDA/view?usp=sharing" target="_blank">15.African Cultural Astronomy Current Archaeoastronomy and Ethnoastronomy research in Africa, Jarita C. Holbrook, R. Thebe Medupe, Johnson O. Urama, 2008.</a><br />
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<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKbThmb185dTlMTzg/view?usp=sharing" target="_blank">16.Alignnment of pyramids in Egypt_Belmonte_Shaltout.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKdkQ5N2dtdVBzTFk/view?usp=sharing" target="_blank">17.Constellation Legends by Norm McCarter Naturalist and Astronomy Intern SCICON.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKQklaSmhpN1JXQUk/view?usp=sharing" target="_blank">18.Found: An Ancient Chinese Ideograph Integrated Into Native American Rock Writing By John A. Ruskamp, Jr., Ed.D. © 2009.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKNGNULWNEXzdJb2M/view?usp=sharing" target="_blank">19.Ancient Colorado Rock Art Site Employs Light Animation to Mark Equinoxes Astronomical Alignments Predate Anasazi Civilization. Carl Lehrburger, 2005.</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKV1JNOFZpWHN1Z2s/view?usp=sharing" target="_blank">20.Ancient Egyptian Astronomy Anonymus.</a><br />
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<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKdF8xems1VmQ3U3M/view?usp=sharing" target="_blank"><br /></a>
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKdF8xems1VmQ3U3M/view?usp=sharing" target="_blank">21. Ancient Egyptian Constellations_Berio_2014</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKREkwOFdJdjkyTk0/view?usp=sharing" target="_blank">22. Ancients Observatories_Standford Solar Center_NASA</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKV2tFRUpLQmNWdUU/view?usp=sharing" target="_blank">23. Animals in the Symbolic World of Pre-Pottery Neolithic Göbekli Tepe_PETERS_Schmidt_2004</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKN0x1OEhmZ0pIcHc/view?usp=sharing" target="_blank">24. Archaeoastronomy at Jacana Puerto Rico_Rodriguez_2015</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKOWZ3dTdKdFhNRWc/view?usp=sharing" target="_blank">25. Archaeoastronomy in Society Europe_Brown_Canas</a></div>
<div>
<br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKVWhLcW1mUnBlX00/view?usp=sharing" target="_blank">27. Archeoastronomy Tel Aviv_Brosch</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKN3hlUEpiOEZSaEE/view?usp=sharing" target="_blank">28. Archaeoastronomy of the Giza Plateau_Gulio_Magli</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKaUNUUGd0WmRSeHM/view?usp=sharing" target="_blank">29. Archeoastro_Maugrion_2007</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKbGJYVlNTSUpCRWs/view?usp=sharing" target="_blank">30. Archeoastronomy of the Chacoan Pueblo_Mickle_2005</a><br />
<a href="https://drive.google.com/file/d/0BwDQWMPlSPeKWTUxZl9hUHBzV2c/view?usp=sharing" target="_blank">31. Archeoastronomy Sites Around the World_poster_Sun_Earth_day_2005</a></div>
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<br />
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-38622509038579324612016-11-10T23:10:00.002+03:002016-11-10T23:13:10.552+03:00Echoes of Archaeoastronomy: 4/4 Deeper and Deeper Into the Astronomical Rabbit Hole. A Year of Research on Archaeoastronomy and the Connection of Astronomy to Ancient Civilizations.<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://3.bp.blogspot.com/-B9J5s0tZYOs/WCTLhCukP7I/AAAAAAAANkA/O-6lBJbB3eIMyX8Ko55vLBObUQO211g2QCLcB/s1600/Echoes%2Bof%2Barchaeoastronomy_4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://3.bp.blogspot.com/-B9J5s0tZYOs/WCTLhCukP7I/AAAAAAAANkA/O-6lBJbB3eIMyX8Ko55vLBObUQO211g2QCLcB/s320/Echoes%2Bof%2Barchaeoastronomy_4.jpg" width="320" /></a></div>
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<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">This
article is about my experiences on my 1 year research on the
anthropology of astronomy.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Part
of my Echoes of Archaeoastronomy Series, a series of 4 articles on
aspects of Archaeoastronomy, this article tells about the emotions
you go through when exploring the past, especially when looking to
the sky. I started to wonder if all the civilizations before us had
the knowledge of astronomy. I wanted to know when was the first time
that humans comprehended astronomy. It all started with a visit to a
village in the Moroccan Sahara desert, named Ait Ouazik.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-LAOHGheyBOo/WCTQcRKALdI/AAAAAAAANkQ/GGhP2PubE0gKL-RK3iZR6AWe_zgTR5jJACLcB/s1600/Messages-Image1647133559.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="251" src="https://4.bp.blogspot.com/-LAOHGheyBOo/WCTQcRKALdI/AAAAAAAANkQ/GGhP2PubE0gKL-RK3iZR6AWe_zgTR5jJACLcB/s320/Messages-Image1647133559.png" width="320" /></a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">So
look...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">My
hobby in astronomy started officially in 2010 with the purchase of a
telescope. I started to observe the night sky every chance I got.
This hobby of mine turned rapidly into an obsession to understand the
motion of the night sky. I was hooked.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Later...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">I
incorporated my hobby of astronomy in my travels and did series of
articles dedicated to astronomy and the places I was travelling to. It
ranged from visits to astronomy observatories, meeting local
astronomy clubs and photographing the night sky in the part of the
world i was visiting.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">in
2014 and 2016...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">I
travelled to Morocco and visited an exceptional astronomy orientated
hotel in the middle of the Moroccan Sahara, Hotel Sahara Sky. During
the night we were busy observing the night sky at the hotel, but in
the daytime we were without any plans. So the owner of the hotel
suggested us to take a trip to a prehistoric rock art site not to far
from the hotel. So we did. twice. This place made me realize that
ancient people too had the knowledge of astronomy. But since when and
how was the knowledge kept? This was the moment I began to realize
how much I was intrigued by the notion that everything was connected
to astronomy. I really began a journey far far into the past and into
the unknown.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Back
home...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">I
opened my computer and on the Internet researched all I could on the
subject of Archaeoastronomy. I read about astronomy in ancient
civilizations, in mythology, in ancient architecture, in rituals and
customs practised by ancient ancestors. Prehistoric relics and places
on the planet indicating what so ever a connection to astronomy. In
writings in books or listening to radio shows on the subject.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">At
some point...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">I
was so confused, that I had to take a step back to process it all.
The amount of articles, books and videos to look at was overwhelming.
At one point nothing made sense anymore, it was all gibberish. I
tried to get it out of my system by explaining my research to my
friends, but the expressions on their faces of "Clueless and dumbfounded " just made
me feel worse.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">During
the year...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">I
really got frustrated and could not deal with it anymore. I wanted
nothing to do with "ancient" stuff, everything seemed so
distant, my research seemed to go nowhere. I was thinking: "Who
cares about this stuff anyway?". For a while I let it cool off
and on a sunny day I was back on track. In fact, a little time off
was the best medicine. I was refreshed and found new books, articles
and papers on the subject and could finally finish my research on the
anthropology of astronomy.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">By
the way...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The
understanding of gaining the knowledge of astronomy is hidden in the
pages of all kinds of books and articles on the Internet. Piece by
piece One has to collect the writings and make sense of it all. The
understanding of astronomy does not come easily. It takes many years
to see the full cycles of certain astronomical events and even more
years to understand them. Time is the key to all the understanding we
have accumulated up to today.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">In
fact...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">My
research brought me all over the world in literature and in physical
places. I am convinced that all or at least the majority of ancient
civilizations on Earth were aware of these astronomical cycles and
had a great knowledge of them. When was the beginning? No one knows.
One thing is for sure, astronomy has played a major role in our past
and the echoes felt by it, still resonate today. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Sadly...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">I
did not find when exactly astronomy began, but
i am happy to tell
you, that
this was all worth it. Astronomy
is important to me and I start to realize that it was important to
ancient people as well.
Astronomy is the basis
of everything and the ancient civilizations
thought so too.
</span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">This research opened my eyes to the fact that
astronomy is all around us, daily. Easy to recognize in a familiar
surrounding, the cycles starts to be noticed on a daily basis and be
part of normal life.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-e67yjdoSK74/WCTTYvEnsUI/AAAAAAAANkY/15uY7UboHO0toC2ue6hwGehJ-YY91ebYwCLcB/s1600/Stef_sahara_2016.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://3.bp.blogspot.com/-e67yjdoSK74/WCTTYvEnsUI/AAAAAAAANkY/15uY7UboHO0toC2ue6hwGehJ-YY91ebYwCLcB/s320/Stef_sahara_2016.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Stefan Lamoureux, President of Astronomy Club Toutatis, Kustavi, Finland.<br />
These articles and pictures are all part of the public outreach in Astronomy from<br />
Astronomy Club Toutatis, Kustavi, Finland.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br />So in conclusion...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
The History of the world, the Archaeoastronomy
behind it, the knowledge of astronomy and the connection to
prehistoric civilizations are all steps in the formation of Astronomy
as we know it today. The knowledge of Astronomy has been in the past,
it is now in the present and it will be in the future to come. My
research on Astronomy through ancient Civilizations has surely told
me that, but it was really well hidden and it was no small feat to
unravel all this. </div>
<br />
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-33726205647370307382016-11-05T22:46:00.000+03:002017-02-24T23:33:21.275+03:00Echoes of Archaeoastronomy: 3/4 My Backyard is the Center of the Universe. Ancient observation techniques at my own Astronomical Observatory in Kustavi, Finland.<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-tHF0g0sg1p8/WB41YzBhf3I/AAAAAAAANjg/-iHnMeuTMc047YMrKNaNNDDpbOSskJrzACLcB/s1600/Echoes%2Bof%2Barchaeoastronomy_3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://3.bp.blogspot.com/-tHF0g0sg1p8/WB41YzBhf3I/AAAAAAAANjg/-iHnMeuTMc047YMrKNaNNDDpbOSskJrzACLcB/s320/Echoes%2Bof%2Barchaeoastronomy_3.jpg" width="320" /></a></div>
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<br /></div>
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<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">In my last article
on Echoes of Archaeoastronomy, I wrote about my 1 year research on
the interconnection between Astronomy and the ancient rock art site i
visited in Morocco, called Ait Ouazik. Between Dec. 2014 and Jan.
2016 I visited twice the site of Ait Ouazik to prove a connection
with the rock art found at the site and astronomy. This gave me the idea to start my own "ancient
observatory" in my own backyard here in Finland. I figured that
if they did it in a remote past in Ait Ouazik, I surely could do it
today in my own backyard. So i Did. Here is a short version of my experiences with my own ancient observatory in my own backyard.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-4Yb3zOSdgvM/WB4ovUbet3I/AAAAAAAANik/AqM5ciCuST8y3Loe2JDVWVZNunpINiyMwCLcB/s1600/Naked%2Beye%2BObservatory%2Bin%2BKustavi_archaeoastrtonomy.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="201" src="https://3.bp.blogspot.com/-4Yb3zOSdgvM/WB4ovUbet3I/AAAAAAAANik/AqM5ciCuST8y3Loe2JDVWVZNunpINiyMwCLcB/s320/Naked%2Beye%2BObservatory%2Bin%2BKustavi_archaeoastrtonomy.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mimicking ancient observatory in my own backyard. Yellow lines define my observatory limits<br />
3 observation points (Central, Western and Eastern). On this chart you find 4 alignments 1) Meridian (South) 2) Winter Solstice rising Sun 3) Winter Solstice setting Sun 4) Venus (evening star) corridor.<br />
This observatory is located in Kustavi, Finland.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">On my property on a
small island in Western Finland I run an Astronomy club since 2010.
This Astro-Club is basically based in my backyard. I have the shed, I
have the steady pillar, which sits the mount, which sits the
telescopes. I have the eye pieces and the gadgets to help me glimpse
celestial objects in the night sky, but what I really was missing was
an naked eye Observatory. A naked eye observatory, like the
prehistoric people would have had.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">My backyard's
dimensions are approximately 100x100 square meters. The observatory
engulf it all. The grounds surrounding our place is full with markers
to remind us of something astronomical. It has a central viewing
point, which is my front balcony. It has seasonal alignments,
cardinal alignments, astronomical alignments with buildings, Pole
alignments, stone alignments and remote alignments in the form of
distant locations align with our central observation point to create a
larger area of observation, as would our ancient ancestors would have
done. This created a sort of play ground to try out how ancient
people could have seen the night sky around them.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-iQDz-OX0k8c/WB4qmTaOUoI/AAAAAAAANiw/iJNEgqNn7OE94ROzcwcGldb0wMmCUtIRgCLcB/s1600/solstice_equinox_kustavi_map_2016.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://4.bp.blogspot.com/-iQDz-OX0k8c/WB4qmTaOUoI/AAAAAAAANiw/iJNEgqNn7OE94ROzcwcGldb0wMmCUtIRgCLcB/s320/solstice_equinox_kustavi_map_2016.jpg" width="203" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kustavi's observatory map.<br />
Equinoxes (top picture), Summer Solstice (middle picture), Winter Solstice (bottom picture).<br />
Using Suncalc (<a href="http://suncalc.net/">http://suncalc.net/</a>). </td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">I trained my self to
recognize the night sky patterns in my surroundings. Many hours of
thinking outside the box trying to imitate ancient astronomers.
Aligning my property buildings with events in the heavens. Try first
hand methods ancient people might have used to study the heavens. I
even replicated the boulder featuring Petroglyph no.2 in my backyard
to test astronomical techniques i am associating it to. (<a href="http://linksthroughspace.blogspot.fi/2016/11/echoes-of-archaeoastronomy-24-village.html" target="_blank">Read Echoesof Archaeoastronomy: 2/4 Village of Ait Ouazik, Southern Morocco andvillage of Oukaimeden, Atlas Mountains, Morocco.</a>) This boulder is the
center of my research on a connection to astronomy, so clearly i had
to test it in a familiar environment, hence my backyard.
</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-FklPqI60ls0/WB4s_DOpkoI/AAAAAAAANi8/X-ZsJHbTjjUVmMzpCRnPNI5jaIAsF1DvQCLcB/s1600/Petroglyph%2Bno_2%2Breplica.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="106" src="https://1.bp.blogspot.com/-FklPqI60ls0/WB4s_DOpkoI/AAAAAAAANi8/X-ZsJHbTjjUVmMzpCRnPNI5jaIAsF1DvQCLcB/s320/Petroglyph%2Bno_2%2Breplica.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Replica of the Bowl carving and the spoke wheel no.2 petroglyph inside of it.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">On this boulder you
find a bowl shape carving with a petroglyph at the bottom of this
bowl. By doing a replica of this boulder in my backyard, it gave me
time to study it more carefully within my observation place in my
backyard.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">Many challenges were
ahead. The motion and movement of the Moon monthly. The positioning
of the Sun on the solstices and equinoxes in comparision to the
horizon I have in my backyard. The heliacal risings of specific
stars. Keeping track of planets and establishing the ecliptic they
follow. Predicting the position of Venus. Following the planet Venus
through it's synodic cycle of 583 Earth days or even the pentagram of
Venus, a interaction between the Sun, Venus and Earth of 8 years, yet
to be completed for us anyway. The use of the Horizon to observe
stars and planets popping up the horizon line. I have to admit, where
we live, forest invade our view of the horizon, but we make the point
still to investigate this technique, that the ancient people surely
have used.
</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-MR26ds-tBY4/WB4ue5Ej55I/AAAAAAAANjE/ObCW5omEgWY_2mYUg-Rt80nvvrhSsa4gQCLcB/s1600/watergazing%2Bwith%2Bbowl%2Bon%2Bbalcony.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://3.bp.blogspot.com/-MR26ds-tBY4/WB4ue5Ej55I/AAAAAAAANjE/ObCW5omEgWY_2mYUg-Rt80nvvrhSsa4gQCLcB/s320/watergazing%2Bwith%2Bbowl%2Bon%2Bbalcony.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Watergazing through a soup bowl on my balcony.<br />
The right side picture is a bowl with the reflection of the Moon (with Flash).<br />
The left side picture is without Flash. You can see the reflection of the Moon very well.<br />
Click on picture to enlarge.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">Watergazing
(Observing celestial bodies as the moon, the planets and the stars in
a puddle of water) I tried to look at the night sky not directly up,
but rather down on the ground,through shallow puddles of water. The
reflexion of the Moon, the planet Jupiter and Venus and certain stars
were reflected clearly. The shallower the puddle, the better the
reflection was.
</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-F_xD1P0Ba9g/WB4yUl-rCVI/AAAAAAAANjQ/T6MY0G6Zmr8B3Q3T_gtMQW_0A6NZBWu_wCLcB/s1600/Venus_800px.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://3.bp.blogspot.com/-F_xD1P0Ba9g/WB4yUl-rCVI/AAAAAAAANjQ/T6MY0G6Zmr8B3Q3T_gtMQW_0A6NZBWu_wCLcB/s320/Venus_800px.jpg" width="213" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Venus in the Western sky. I small window where I see it setting (alignment no.4 in my observatory chart).</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">To be at home, a
place i spend everyday gave me easy access to observe the everyday
motion of the night sky in a familiar surrounding. I challenged
myself to get acquainted with the Constellations, the planets, the
Moon and the stars for a long periods of time. To mimic the ancient
people looking at the night sky i committed to long periods of time
for observations as they would have done, writing down my
observations. Even though i have all the information necessary on
astronomy at my finger tip with books and the Internet, i tried to
really start from the beginning. Wondered how the cycles were slowly
understood. How to gain the knowledge of astronomy in my backyard
with familiar, every day, easy surroundings.
</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">1 years of intense
observing and mind setting on an ”ancient observatory” i finally
got the hang of it. I really enjoyed my experience, I even got better
in recognizing the whole night sky in relation with my surroundings
in a glimpse. My whole backyard had in a sense became important to me.
I made a connection with the night sky and my surroundings.
</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">”The Stable
observing of one reinforced his understanding of familiar sights of
the celestial motions. By observing always at the same place, one can
establish a permanent position in relation to the apparent rotation
of the night sky. A foundation on which to rely on.
</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">The creation of an
observatory is essential to the study of Astronomy. The beginning of
understanding the clockwork motion of the night sky around one, can
only be achieved when one stop moving.” - My own thoughts really!</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-JE7qTpr4CKo/WB40i3_S8GI/AAAAAAAANjc/yzOt4kDKFUgtK1QdNbQQrhjUvVxqPlb7ACLcB/s1600/Sunset_archipelago_800px.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://3.bp.blogspot.com/-JE7qTpr4CKo/WB40i3_S8GI/AAAAAAAANjc/yzOt4kDKFUgtK1QdNbQQrhjUvVxqPlb7ACLcB/s320/Sunset_archipelago_800px.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Me and the Sunset at horizon with clouds above. producing these dramatic Sun rays on the picture. </td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black; font-family: Arial, Helvetica, sans-serif;">My experience with my naked eye observatory
back at home, really connected me with the rock art site of Ait
Ouazik I was studying. It reinforced my confidence that it could have
been really like that. That ancient people would have been connected
to astronomy every day and benefit from it.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">I write in the past
tense, but I have to say that i have used my observatory, i use it
now and I don't see why I wouldn't not use it in the future. To be
able to incorporate my surroundings and the sky above is simply magical. I am glad that I took the time to invest in this
project. It has brought me further knowledge of the night sky and a
shared feeling with ancient civilizations through archaeoastronomy.
Even more so in my own backyard!</span></div>
<div style="text-align: left;">
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">Continue reading the next article in the series:</span><br />
<span style="background-color: white; font-family: Arial, Helvetica, sans-serif;"><a href="http://linksthroughspace.blogspot.fi/2016/11/echoes-of-archaeoastronomy-44-deeper.html" target="_blank">Echoes of Archaeoastronomy: 4/4 Deeper and Deeper Into the Astronomical Rabbit Hole. A Year of Research on Archaeoastronomy and the Connection of Astronomy to Ancient Civilizations.</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<br /></div>
<div style="text-align: left;">
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com3tag:blogger.com,1999:blog-814906812666026354.post-53203956224434245292016-11-02T13:42:00.000+03:002019-09-24T11:13:32.985+03:00Echoes of Archaeoastronomy: 2/4 Village of Ait Ouazik, Southern Morocco and village of Oukaimeden, Atlas mountains, Morocco.<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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<a href="https://2.bp.blogspot.com/-D0Wk4_BQoDo/WBmWbzNi_WI/AAAAAAAANeU/rGGET2YwPuUSnrEfUoUPVpkHTcTs2D5GQCLcB/s1600/Echoes%2Bof%2Barchaeoastronomy_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://2.bp.blogspot.com/-D0Wk4_BQoDo/WBmWbzNi_WI/AAAAAAAANeU/rGGET2YwPuUSnrEfUoUPVpkHTcTs2D5GQCLcB/s320/Echoes%2Bof%2Barchaeoastronomy_2.jpg" width="320" /></a></div>
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<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"> In
December 2014 me and a college visited the ancient petroglyph site of
Ait Ouazik in Southern Morocco. Our visit was a casual day activity
part of our stargazing trip to Morocco.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">But
as I explain in my previous article on the subject
(<a href="http://linksthroughspace.blogspot.fi/2015/03/archeoastronomy-5000-years-old.html">http://linksthroughspace.blogspot.fi/2015/03/archeoastronomy-5000-years-old.html</a>),
this ancient site became much more then a touristic visit. It became
the center of a research on the origins of astronomy. The research
lasted from Dec. 2014 to Jan. 2016. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">This
article relates my research linking astronomy to the ancient
petroglyph sites i visited, which are Ait Ouazik, Southern Morocco
and Oukaimeden, Atlas mountains, Morocco.</span></div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-BC1q00_RejU/WBmc9fR52sI/AAAAAAAANeo/KJ3dP3ednss5uaDwE7O9HUI_CsvSnS3_ACLcB/s1600/Geo%2Bsituation_Morocco_Ait%2BOuazik_Oukaimeiden.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="244" src="https://4.bp.blogspot.com/-BC1q00_RejU/WBmc9fR52sI/AAAAAAAANeo/KJ3dP3ednss5uaDwE7O9HUI_CsvSnS3_ACLcB/s320/Geo%2Bsituation_Morocco_Ait%2BOuazik_Oukaimeiden.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Geographical location of the rock art sites in Morocco.<br />
Ait Ouazik, Sahara desert, Morocco and Oukaimeden, Atlas mountains, Morocco.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br />This year (January 2016) I returned to the
village of Ait Ouazik to further my research linking astronomy to the
rock art of that region. I also visited an another prehistoric rock
art site situated roughly 250 kilometers from the studied site of Ait
Ouazik and added to my research the possibility that this site too
would have been also connected to astronomy. This site is called
Oukaimeden and is located in the Atlas mountains in the region of
Oukaimeden, Morocco a present day ski resort and home to an modern
astronomical observatory. I went to investigate if on both sites the
rock art found there had a connection to astronomy. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-j-FDb-ISpMQ/WBmh66x_4KI/AAAAAAAANe4/G3qoaT1lnOYTtXlWmj2wCysK5tk4rxLpQCLcB/s1600/Member%2Bof%2Bthe%2Bexpedition.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="106" src="https://3.bp.blogspot.com/-j-FDb-ISpMQ/WBmh66x_4KI/AAAAAAAANe4/G3qoaT1lnOYTtXlWmj2wCysK5tk4rxLpQCLcB/s320/Member%2Bof%2Bthe%2Bexpedition.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">From right to left: Ali, Mohamed, Iikka, O<span style="font-size: 12.8px;">mar</span><span style="font-size: 12.8px;">, Ali again and me (Stefan).</span></td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Those present in the
expedition were The Guide (Mohamed), Astronomy club Marrakesh 3AM
Pres. (Ali), The blacksmith (Iikka) and me from Astronomy Club
Kustavi, Finland (Stefan).</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
I want to thank the
local guides at both sites: Ait Ouazik and Oukaimeden. Also a big
thank you to Sahara sky owner (Fritz) and it's crew for the
hospitality and the moral support.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">First
of all, Rock art is also called petroglyph. The word petroglyph is
made of two words: <i>Petro</i> wich means <i>rock</i> and <i>G</i><i>lyph</i>
wich means<i> </i><i>inscription</i>.
So petroglyph means ”Rock inscription”.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Prehistoric
rock art site: Ait Ouazik</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">This
5000 - 8000 years old (3000 - 6000BC) prehistoric rock art site in
Southern Morocco called Ait Ouazik is full of rocks with carved
inscriptions on them. These rock carvings are the remains of an
ancient people living in this region at that time. Rock carvings
showing us a totally different environment than the arid dry Sahara
of present day. On these rocks you will find animals of the Savanna
such as Gazelles, Ostriches, rhinos and elephants. Also you will find
intricate interlace lines and circular patterns, which are out of
place and unknown. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">In
my research i observed the petroglyphs and speculate on a possible
connection to astronomy. Even though the site of Ait Ouazik and
Oukaimeden has been fairly studied, the studies do not seem to be
concentrated on connecting the sites with astronomy.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">My
research was to see if the rock carvings could have a connection to
astronomy.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The
results are some what stunning and surprising. I might just have
found evidence that these sites where connected to astronomy. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Ait
Ouazik and the cyclical path of the seasons</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The
village of Ait Ouazik these days is a quiet, recluse village on the
slopes of beautiful surrounding mountains. But in the days of our
ancient ancestors, i believe it to be a ”pit stop” on the way the
nomad hunters travelled to follow prey animals.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">T</span><span style="color: black;">he
convention</span><span style="color: black;">al</span><span style="color: black;">
thinking says, that the people living in these regions</span><span style="color: black;">
and in that time (6000-3000BC)</span><span style="color: black;"> were
</span><span style="color: black;">nomad </span><span style="color: black;">hunter-gatherers
that lived out of hunting animals and gathering </span><span style="color: black;">on
the way </span><span style="color: black;">supplement food for survival. I
don't dispute this argument. In fact, i add to it that these people
were </span><span style="color: black;">part nomad hunter-gatherer part
</span><span style="color: black;">sedentary people having a cyclical </span><span style="color: black;">way
of </span><span style="color: black;">life. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-IR7p3AMh_RY/WBmmYeACi_I/AAAAAAAANfE/BWLG3NuWM7okePkaeMi8vIaHx0rSbQVYwCLcB/s1600/Cyclical%2Bway%2BAit%2BOuazik.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="179" src="https://3.bp.blogspot.com/-IR7p3AMh_RY/WBmmYeACi_I/AAAAAAAANfE/BWLG3NuWM7okePkaeMi8vIaHx0rSbQVYwCLcB/s320/Cyclical%2Bway%2BAit%2BOuazik.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cyclical way of life for ancient nomad-hunter-gatherer-sedentary people.<br />
Ait Ouazik was probably a "pit stop" on the way<br />
map by Maarten van Hoek - HOLLAND. </td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br />There
were young men who went to hunt and followed the animals on their
pasturage year round. There were also a sedentary community of
elders, women and children who stood still, waiting for the men to
return with supplies (meat). These places </span><span style="color: black;">such
</span><span style="color: black;">as Ait Ouazik, where on the path of the
cyclical trail the nomad hunters borrowed</span><span style="color: black;">
</span><span style="color: black;">ma</span><span style="color: black;">king them
part of the cycle.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The
animals were travelling enormous circles in the region searching for
greener grass to graze. The seasons provided these animals with the
”food” they needed in some parts of the cyclical journey they
travelled, only to return on their original grazing grounds near Ait
Ouazik. As the young hunters left to follow and chase the animals,
the hunters would also returned to Ait Ouazik from where they started
from, completing the circle.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>The
Elders</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Who
are these elders and why are they sedentary?</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">First
of, the elders were probably hunters in their young age, who followed
the animals to get food to feed the community they where part of. But
these men became old and were unable to continue to chase the animals
in these seasonal long hunts. So they stood still in one location
along the paths the young hunters took and waited for their return.
These elders were in a sense the sages of the community. With many
years of experience in hunting, they probably understood the
importance of transmitting the knowledge of hunting to next
generations. This knowledge was probably transmitted orally, but
somehow changed to be inscribe on rocks. As the seasons past at the
sedentary location (we will call it village from now on), the elders
assisted by the women and children of the village started to dedicate
their time to fashion inscriptions on rock. The elder(s) would have
chosen what to carve and the apprentices women and children would
have been his manual laborers, which would have done the rock
carvings. In evidence on the rocks found at Ait Ouazik rock art site,
the elders would have emphasized on animal pictogram to educate the
children on what to hunt. Ways to hunt them are also found at the
site such as petroglyph of traps and nets (Searight 2001. p.72). In
a sense these rock carvings were part of a school for later
generations to study and learn from. Provided by the elders, the rock
art would have been books to study and learn to assure their
survival.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br /></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-qflGeTMWf-o/WBmrp2PG0zI/AAAAAAAANfU/Wk9-OogSm2U1C2S8RdsubcwLLoKcu8QggCLcB/s1600/practise%2Brock_Ait%2BOuazik.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="208" src="https://3.bp.blogspot.com/-qflGeTMWf-o/WBmrp2PG0zI/AAAAAAAANfU/Wk9-OogSm2U1C2S8RdsubcwLLoKcu8QggCLcB/s320/practise%2Brock_Ait%2BOuazik.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Practise boulder at rock art site Ait Ouazik.<br />
The women and children would have practise carving, pecking and more.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br />What
use is it to stay at one location?</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">To
stay at one location gives one the sense of being at the center of
the Universe. Astronomically speaking, to observe the night sky or
the Sun at one given place guaranties us always the same result. We
can trust that whatever events happens in the sky will be repeated in
the forgoing observations. In essence this is the goal of the
observers in our time and in theirs, to collect observations from a
steady place throughout the years and find a recurrent cycle to
understand and lean on. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">I
believe that the elders by staying at one location, started to look
at the Sun, Moon, planets and stars and recognize motion patterns
night after night, season after season and year after year. To stay
put at one location gave them the opportunity to study the heavens in
detail. It seems to me incredible that all these rock carvings would
have only been for the benefit of hunters in a pre-dawn agricultural
settlement. It seems to me that the cyclical passage of seasons and
the cyclical route that the animals took followed by the hunters,
would have arose the curiosity of cyclical motions of the night sky
as well. Hence the elders to comprehend the cyclical path of the hunt
brought them the knowledge of a cyclical "path" motion of
the heavens. To engrave it in stone to be thought to future
generations seemed to be crucial and of the most importance for these
ancient people. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-f3x8LVSTVXo/WBmsbFWiINI/AAAAAAAANfc/jJVB_7OM3eMmVxnpD72HZFbvY910GVGZwCLcB/s1600/COLOR%2BINDICATIONS%2BOF%2BELEMENTS%2BON%2BTHE%2BSITE.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="211" src="https://4.bp.blogspot.com/-f3x8LVSTVXo/WBmsbFWiINI/AAAAAAAANfc/jJVB_7OM3eMmVxnpD72HZFbvY910GVGZwCLcB/s320/COLOR%2BINDICATIONS%2BOF%2BELEMENTS%2BON%2BTHE%2BSITE.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Color coded landscape of the prehistoric school with Standing stone, Tumulus and boulders around it.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Astronomical
evidences on site</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Do
we find evidence of rock carvings at the site that could indicate a
connection to astronomy?</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Yes
we do. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The
rock art boulder direction. The motion of the night sky is
concentrated to the South, The meridian.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Petroglyphs
pointing to significant orientations of significant periods of the
year, such as Solstices and Equinoxes.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">We
find many spiral-like glyphs that are out of place in the context of
the site representing perhaps infinity (Von Hoek 2015). The concept
of infinity is not far from the concept of cyclical cycles . </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">A
Standing stone align with the background landscape to record
important dates. The horizon align with the Standing stone offers
tantalizing evidence of astronomy.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">We
find also two round ”spoke wheel” shape rock carvings indicating
perhaps an astronomical calendar. These two "spoke wheel"
petroglyphs are at the center of my research to link the ancient
people of Ait Ouazik with the knowledge of astronomy. I argue that
these "spoke wheel" rock carvings could have been some sort
of astronomical calendars keeping important times of the year and/or
probably longer calendrical counts important to these ancient people.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">These
are just a few evidences mentioned in a nutshell. You will find below
a description in details of some of these evidences and more. Keep on
reading.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>The
crossing of the meridian</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Every
rock/boulder containing carvings on the site are all on the Southern
side of the slopes they stand in. This is confirmed by the local
guides i met on the site of Ait Ouazik in southern Morocco and and
as well of Oukaimeden in the Atlas mountains. This gives a clue to
astronomical implications, because the motion of the heavens is
concentrated on the Southern direction of the sky. The motion of the
night sky starts from the East, passes at the meridian (South) and
finishes in the West only to return the next night. In the case of
the Sun, the next morning. The fact that the rocks/boulders are
"pointing" south could tell us of a direction to look at
the petroglyph on the rock/boulder. No rock/boulders with engravings
has been found on the north side of the slope. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-nF4_-dqqu_U/WBmuvFd4ooI/AAAAAAAANfo/a-3A0uLVzFQj7o-Tb91Gul2rNew7bv-ywCLcB/s1600/Southern%2Bdirection_meridian.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://4.bp.blogspot.com/-nF4_-dqqu_U/WBmuvFd4ooI/AAAAAAAANfo/a-3A0uLVzFQj7o-Tb91Gul2rNew7bv-ywCLcB/s320/Southern%2Bdirection_meridian.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sun crossing the meridian (South) at Ait Ouazik, Morocco.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br />Dagger
petroglyphs orientated to Solstices and Equinoxes </u></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Another</span><span style="color: black;">
clue to an astronomical connection is that on the site of </span><span style="color: black;">Oukaimeden
in the Atlas mountains in the North, we find petroglyphs of daggers
that </span><span style="color: black;">possibly </span><span style="color: black;">matches
the </span><span style="color: black;">direction</span><span style="color: black;">
of the Spring/Fall Equinoxes</span><span style="color: black;"> of that
time</span><span style="color: black;">. </span><span style="color: black;">I</span><span style="color: black;">
took the initiative to mark the "dagger" petroglyphs with a
compass to indicate the orientation of the petroglyph. I had a lead
from researcher</span><span style="color: black;"> Chantal
Jègues-Wolkiewiez who had studied the astronomical implications and
orientation</span><span style="color: black;">s</span><span style="color: black;">
of prehistoric paintings and rock carvings of the caves in France
including the Lascaux cave.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">For
ancient people living in these rugged terrains, the daggers</span><span style="color: black;">
</span><span style="color: black;">aligning with</span><span style="color: black;">
</span><span style="color: black;">the rising or setting Sun meant changes
for the community. Important markers that defined the year</span><span style="color: black;">
or even more longer periods of time important to know.</span><span style="color: black;">
</span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">
</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-g3D89IAzkzs/WBmvCifIehI/AAAAAAAANfs/DBPMepO0RnwPQtXKpZzq6pyGd4_06E9_QCLcB/s1600/Daggers_East_West_Oukaimeden.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="138" src="https://4.bp.blogspot.com/-g3D89IAzkzs/WBmvCifIehI/AAAAAAAANfs/DBPMepO0RnwPQtXKpZzq6pyGd4_06E9_QCLcB/s320/Daggers_East_West_Oukaimeden.jpg" width="320" /></a></div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-tioZ1OHUSOc/WBmvMWWrKqI/AAAAAAAANfw/h92vbwD7DnY9oAg7UUunQJBq7BThGUDHQCLcB/s1600/Opposite%2Bdaggers_Oukaimeiden.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://1.bp.blogspot.com/-tioZ1OHUSOc/WBmvMWWrKqI/AAAAAAAANfw/h92vbwD7DnY9oAg7UUunQJBq7BThGUDHQCLcB/s320/Opposite%2Bdaggers_Oukaimeiden.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Daggers found at Oukaimeden orientating to equinoxes and solctices.<br />
The compass gives a good idea of the orientation these daggers points to.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br />Standing
stone</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">We
find at Ait Ouazik a Standing stone on top of a tumulus surrounded by
broken off boulders </span><span style="color: black;">engraved with
</span><span style="color: black;">petroglyphs. </span><span style="color: black;">T</span><span style="color: black;">his</span><span style="color: black;">
standing stone</span><span style="color: black;"> resembles the small
erected uneven stones we find at the local cemetery of the present
</span><span style="color: black;">day </span><span style="color: black;">Ait
Ouazik. </span><span style="color: black;">T</span><span style="color: black;">his Menhir </span><span style="color: black;">( Standing stone) </span><span style="color: black;">is
</span><span style="color: black;">a</span><span style="color: black;"> headstone
of </span><span style="color: black;">some sort, </span><span style="color: black;">perhaps
</span><span style="color: black;">even one of the </span><span style="color: black;">elder</span><span style="color: black;">.</span><span style="color: black;">
of </span><span style="color: black;">the </span><span style="color: black;">prehistoric
Ait Ouazik. </span><span style="color: black;">The standing stone on top of
the tumulus found at Ait Ouazik</span><span style="color: black;"> </span><span style="color: black;">is
located in the midst of the boulders engraved </span><span style="color: black;">with
</span><span style="color: black;">petroglyphs, sending a message that the
funeral mound was of the teacher resting beside </span><span style="color: black;">his
teachings.</span><span style="color: black;"> </span><span style="color: black;">The
orientation of the stone can reveal alignments with the surrounding
landscape for important </span><span style="color: black;">markers </span><span style="color: black;">to
identify </span><span style="color: black;">crucial dates </span><span style="color: black;">during
the year.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br /></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-Sl1ACm6Wtts/WBm2Hh_LJ2I/AAAAAAAANgI/-f2lkdneVc82RU1PmeYicJasdXm23kmkwCLcB/s1600/800px_Ait%2BOuazik%2Bstanding%2Bstone.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://3.bp.blogspot.com/-Sl1ACm6Wtts/WBm2Hh_LJ2I/AAAAAAAANgI/-f2lkdneVc82RU1PmeYicJasdXm23kmkwCLcB/s320/800px_Ait%2BOuazik%2Bstanding%2Bstone.jpg" width="215" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Standing stone (Southward face) at Ait Ouazik, Sahara desert, Morocco.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u><span style="color: black;"><br />L</span><span style="color: black;">andscape
astronomy</span><span style="color: black;"> and the</span><span style="color: black;">
local </span><span style="color: black;">Standing stone</span></u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">My
research on the field brought me to think that there could be some
connection with the surrounding landscape</span><span style="color: black;">
and the astronomical events occurring</span><span style="color: black;">.
The pointy mountain tops and the depressions at a far in the
surrounding mountains could have had a connection with the
</span><span style="color: black;">orientation</span><span style="color: black;">
of the </span><span style="color: black;">standing stone</span><span style="color: black;">
at the site</span><span style="color: black;">. </span><span style="color: black;">An
</span><span style="color: black;">inscription </span><span style="color: black;">carved
</span><span style="color: black;">on the standing stone point</span><span style="color: black;">s</span><span style="color: black;">
to a Southern direction</span><span style="color: black;">, implying a
connection to the meridian (</span><span style="color: black;">The
direction that the Sun takes to cross the sky</span><span style="color: black;">)</span><span style="color: black;">,
hence a connection to astronomy.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Photography's
I took of the East </span><span style="color: black;">side face </span><span style="color: black;">and
</span><span style="color: black;">the </span><span style="color: black;">West</span><span style="color: black;">
side face</span><span style="color: black;"> of the standing stone with the
mountains in the background reveal</span><span style="color: black;">ed to
me</span><span style="color: black;"> an equinoctial orientation and a
solstice orientation. This standing stone would have been erected
to be used after the death of the elder as an astronomical marker.
Maybe indicating with the rising or setting of the Sun on the Spring
equinox or the Summer solstice, the exact date this stone was
erected. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">On
each occasion in the direction of East and West I have found
correlations with the orientation of the side of the standing stone
and the rising of the Sun between a specific bowl shaped ridge in the
background mountains. A Summer solstice </span><span style="color: black;">alignment
with the </span><span style="color: black;">setting Sun in the west within
the lowest point between two mountains in the background give a
precise </span><span style="color: black;">location of </span><span style="color: black;">Summer
Solstice </span><span style="color: black;">setting Sun</span><span style="color: black;">
of that time</span><span style="color: black;">. Easily recognizable year
after year within the community living there</span><span style="color: black;">.</span><span style="color: black;">
Precise spots in the background mountains viewed from "behind"
the eastern or western side of the Standing stone indicated important
position of the Sun to record cyclical beginnings or endings. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">I
argue that if you find astronomicall</span><span style="color: black;">y
connected</span><span style="color: black;"> rock </span><span style="color: black;">art</span><span style="color: black;">
such as the spoke wheel petroglyps and </span><span style="color: black;">
an </span><span style="color: black;">astronomical orientat</span><span style="color: black;">ed
</span><span style="color: black;">man erected stone </span><span style="color: black;">(
Standing stone) </span><span style="color: black;">within these sites, </span><span style="color: black;">I</span><span style="color: black;">t
is fairly indicative of a connection to astronomy. Hence the elder
w</span><span style="color: black;">as</span><span style="color: black;"> maybe
</span><span style="color: black;">an </span><span style="color: black;">ancient
hunter, but he surely became one of the first astronomers to live in
these part of the world.</span><span style="color: black;"> </span><span style="color: black;">This
erected stone is his testament for future generation</span><span style="color: black;">.
</span><span style="color: black;"> </span><span style="color: black;">T</span><span style="color: black;">o
continue teaching his knowledge of astronomy</span><span style="color: black;">,
which was probably the new way to survive.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-wi99DwGHcdg/WBm1ad5OkBI/AAAAAAAANgE/YGSuNFBz4EI6YAdMkFe9Svld5cFCbyQvQCEw/s1600/800px_standing%2Bstone.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="209" src="https://2.bp.blogspot.com/-wi99DwGHcdg/WBm1ad5OkBI/AAAAAAAANgE/YGSuNFBz4EI6YAdMkFe9Svld5cFCbyQvQCEw/s320/800px_standing%2Bstone.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Standing stone (Menhir) with background hill at Ait Ouazik, SAhara desert, Morocco.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br />Dating
the site using astronomical observations</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Archaeological sites around the world like Ait
Ouazik and Oukaimeiden are dated using carbon 14 dating methods.
Looking for organic material at the site such as human bones,
fire pits (ancient wood) or even pottery can determine the age of the
site. Archaeoastronomy uses a different method. It uses the position
of the Sun in relation with features in the landscape. As I
mentioned earlier, the standing stone and the surrounding landscape
act as the alignment to date astronomically the site.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">As you can see in the photo below, the Standing
stone and the landscape in the background coincide with
rising/settings of the Sun. By using a sky map software on my
computer, I work the time backwards to fit a time where the bearings
of the standing stone and the background landscape (in this case the
depression in form of a bowl in the mountain) would align. I noticed
that the Sunrise at Spring Equinox rises straight out of the
depression in the mountain c.4500 BC. Another alignment in the west,
indicates a setting Sun at Summer Solstice straight between the two
hills in the back ground c.4030 BC. Hence dating the site
astronomically would give us a more precise age of 4500-4030BC and not
the conventional 3000-6000BC proposed by researchers studying the
sites.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-5g1Npb18cXQ/WBm2bu0_M3I/AAAAAAAANgQ/C17cDJfANK84tc7Y_t8ZvGZfvdI4OsOigCLcB/s1600/800px_standing%2Bstone%2Band%2Bspring%2Bequinox%2Brising%2Bsun_4500BCto4045BC.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="212" src="https://4.bp.blogspot.com/-5g1Npb18cXQ/WBm2bu0_M3I/AAAAAAAANgQ/C17cDJfANK84tc7Y_t8ZvGZfvdI4OsOigCLcB/s320/800px_standing%2Bstone%2Band%2Bspring%2Bequinox%2Brising%2Bsun_4500BCto4045BC.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Looking Eastward. Rising Sun. Alignment with Standing stone and Background mountain<br />
(in this case a bowl shape depression in the mountain) on Spring Equinox 4500BC. </td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-esC5vJAWrFI/WBm2dehtzzI/AAAAAAAANgU/e90g0UrQN1wQomvWdztISybZOJ_KvWafQCLcB/s1600/800px_standing%2Bstone%2Band%2Bsummer%2Bsolstice%2Bsetting%2Bsun_4030BCto3650BC.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://1.bp.blogspot.com/-esC5vJAWrFI/WBm2dehtzzI/AAAAAAAANgU/e90g0UrQN1wQomvWdztISybZOJ_KvWafQCLcB/s320/800px_standing%2Bstone%2Band%2Bsummer%2Bsolstice%2Bsetting%2Bsun_4030BCto3650BC.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Looking Westward. Setting Sun. Alignment with Standing stone and background hills<br />
(in this case where two hills meet) on the Summer solstice 4030BC</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br />The
Standing stone Inscription and Eclipses</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The Standing Stone found at the site of Ait
Ouazik has an inscription on the South side face. The inscription
carved on the south face of the standing stone consists of 3 circles
within each other. 3 circles within each other going from a large
circle to a medium circle to a small circle. These 3 circles within
each other implies a reunion of the 3 celestial bodies we know that
forms the Sun, the Moon and the Earth. It could represent a solar
eclipse, a lunar eclipse or even represent the knowledge of the
interaction of these celestial bodies getting together. A suggestion
that the elder buried here had the knowledge of eclipses is not far
fetch assuming the evidences found on site linking to astronomy is
to be true. The people who buried him associated him with this
knowledge of eclipses and astronomy. In nature nothing is perfectly
round, but yet we find evidence of circles in form of carvings on the
stone. The only circle men would have known would have been the
regular everyday shape of the Sun, the shape of the Full Moon and
surely round points of light known as planets/ or stars. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-TeHIPFlZYz8/WBm4Boix6WI/AAAAAAAANgk/usiQV741Z5QSvr8re2waHafUKIPYHLEKwCLcB/s1600/Menhir_Ait%2BOuazik_Round%2Bpetroglyph.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://2.bp.blogspot.com/-TeHIPFlZYz8/WBm4Boix6WI/AAAAAAAANgk/usiQV741Z5QSvr8re2waHafUKIPYHLEKwCLcB/s320/Menhir_Ait%2BOuazik_Round%2Bpetroglyph.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">3x Standing stone to see the circles as an epitaph.<br />
These 3 circles are representative of Eclipses, as the elder buried here had knowledge of astronomy.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-hPCNo9Wvj9g/WBm32KxnraI/AAAAAAAANgg/RKnAuNqPwMgHp-UpxrxWkPRPH5jZhwEmgCEw/s1600/1600px_Ait%2BOuazik%2Bstanding%2Bstone.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://1.bp.blogspot.com/-hPCNo9Wvj9g/WBm32KxnraI/AAAAAAAANgg/RKnAuNqPwMgHp-UpxrxWkPRPH5jZhwEmgCEw/s320/1600px_Ait%2BOuazik%2Bstanding%2Bstone.jpg" width="215" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Standing stone with circle (3) markings found<br />
at Ait Ouazik, Sahara desert, Morocco.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br />Infinity
and cyclical motion of the sky</u> </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The
researcher Marteen Von Hoek, who has visited and studied many
petroglyph sites around the world, including the rock art site of Ait
Ouazik, writes about a knowledge the people of Ait Ouazik would have
had. The knowledge of infinity (Von Hoek 2015.
http://www.rupestre.net/tracce/?p=9038). </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">If
these ancient people had a concept of infinity, that knowledge of an
eternal cycle could be closely related to the cyclical motion of the
night sky or the motion of the Sun. Would the knowledge of infinity
bring the ancient people closer to an understanding of the cyclical
motion of the night sky? Or would the knowledge of cyclical motion of
the night sky (astronomical knowing) bring them closer to an
understanding of Infinity? In ether cases, they bring together the
knowledge of cyclical events that could have lead to astronomical
knowledge.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">With all the evidence gathered so far with the
horizon alignments, the crossing of the meridian and the astronomical
orientations, we still find more compelling astronomical evidence in
inscriptions such as the circle inscriptions on the Standing stone
and the notion of infinity to back up a solid astronomical
connection. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-a1ciHXYYXgA/WBm6Oavm71I/AAAAAAAANgw/0anuzmf82ckGaIBiiCJcfvXOHvwcSkH5wCLcB/s1600/spiral_infinity.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://4.bp.blogspot.com/-a1ciHXYYXgA/WBm6Oavm71I/AAAAAAAANgw/0anuzmf82ckGaIBiiCJcfvXOHvwcSkH5wCLcB/s320/spiral_infinity.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A spiral carving found on a boulder close to the Standing stone<br />
at Ait Ouazik. Maybe representing the concept of infinity.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br />In
the making: Cupules and Indigenous Henna</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">It</span><span style="color: black;">
seems crucial to the ancient people of Ait Ouazik</span><span style="color: black;">
that they used cupules to aid in their petroglyph making</span><span style="color: black;">.
A cupule in archaeology terms means: a circular man-made hollow </span><span style="color: black;">cup
</span><span style="color: black;">on the surface of a rock or a rock slab.
You </span><span style="color: black;">will</span><span style="color: black;">
find </span><span style="color: black;">on the same boulders, petroglyphs
and cupules paired together. In these cupules</span><span style="color: black;">
</span><span style="color: black;">is </span><span style="color: black;">where
they would have poured a mix of water and henna to draw the intended
petroglyph to be</span><span style="color: black;"> before carving it</span><span style="color: black;">.
Henna is grown to this day </span><span style="color: black;">in Morocco
</span><span style="color: black;">even in the arid Sahara</span><span style="color: black;">.</span><span style="color: black;">
</span><span style="color: black;">I</span><span style="color: black;">t </span><span style="color: black;">was
probably so from the last Ice age (Catherine Cartwright-Jones 2006.
P.5)</span><span style="color: black;">. Henna could have been grown in
the prehistory as well. </span><span style="color: black;">They would have
</span><span style="color: black;">first </span><span style="color: black;">sketch</span><span style="color: black;">ed</span><span style="color: black;">
the motif </span><span style="color: black;">on the rock</span><span style="color: black;">
with henna and then carve</span><span style="color: black;">d</span><span style="color: black;">
the petroglyph. This would </span><span style="color: black;">have </span><span style="color: black;">g</span><span style="color: black;">iven</span><span style="color: black;">
them</span><span style="color: black;"> steadiness and precision </span><span style="color: black;">we
see of</span><span style="color: black;">f</span><span style="color: black;"> the</span><span style="color: black;">
motif</span><span style="color: black;">s carved on the rocks</span><span style="color: black;">.</span><span style="color: black;">
In doing so, they could ensure an accurate description of what was
intended to be explained and keep it accurate for a very long time
through the generation. The information in a way did</span><span style="color: black;">n'</span><span style="color: black;">t
degrade with years or even millenias.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-dfm3KnSSMlA/WBm6yGUJMgI/AAAAAAAANg0/MfyifmPs1qocmGqP4ySNzi93rUV2_QQ6wCLcB/s1600/cupule_henna%2Bcup.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://3.bp.blogspot.com/-dfm3KnSSMlA/WBm6yGUJMgI/AAAAAAAANg0/MfyifmPs1qocmGqP4ySNzi93rUV2_QQ6wCLcB/s320/cupule_henna%2Bcup.jpg" width="320" /></a></div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-w6psFgmvcCA/WBm60qT6HvI/AAAAAAAANg4/ULQgUJ8TAmwq4gKa0YoUGB8vIRNpwG0PwCLcB/s1600/cupule_henna%2Bcup%2B2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://3.bp.blogspot.com/-w6psFgmvcCA/WBm60qT6HvI/AAAAAAAANg4/ULQgUJ8TAmwq4gKa0YoUGB8vIRNpwG0PwCLcB/s320/cupule_henna%2Bcup%2B2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cupule paired with it's petroglyph on boulder.<br />
Used as a liquid holder to sketch the carvings on the rock.<br />
Ait Ouazik, Morocco.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u><span style="color: black;"><br />Astronomical
</span><span style="color: black;">uses for the Cupules</span></u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Cupules could have been used in an astronomical
context. Cupules filled with water could have caught a glimpse of a
reflexion of an astronomical body, such as the Moon, planets or stars
and turn the cupule paired with it's respective petroglyph into a
calendarical rock used to define certain periods of time. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-Hk7KiN2Cwes/WBm8XI22-OI/AAAAAAAANhI/3ZikzyhCwm0nUfJHvKDG8jUrK44RaQoNQCLcB/s1600/Spoke%2Bwheel%2Bno_1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://4.bp.blogspot.com/-Hk7KiN2Cwes/WBm8XI22-OI/AAAAAAAANhI/3ZikzyhCwm0nUfJHvKDG8jUrK44RaQoNQCLcB/s320/Spoke%2Bwheel%2Bno_1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Spoke wheel no.1. Round shape carving depicting an astronomical calendar (with cupule at top).<br />
Petroglyph found at Ait Ouazik, Morocco. </td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">This
leads to the hypothesis of reflecting "water-gazing"</span><span style="color: black;">
for observational </span><span style="color: black;">and calendrical
</span><span style="color: black;">purposes</span><span style="color: black;">.
These cupules could have been filled with water (after the petroglyph
had been made) and used as </span><span style="color: black;">celestial
body</span><span style="color: black;"> markers. The reflexion of an
astronomical object in the shallow cupule would have gave a starting
point for the petroglyph</span><span style="color: black;"> associated with
the cupule (usually the petroglyph and the cupule would have been on
the same rock)</span><span style="color: black;">.</span><span style="color: black;">
</span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">For
example</span><span style="color: black;">,</span><span style="color: black;">
</span><span style="color: black;">t</span><span style="color: black;">he </span><span style="color: black;">
planet Venus could have been reflected in </span><span style="color: black;">water
that was poured in </span><span style="color: black;">the shallow cupule
</span><span style="color: black;">next to the </span><span style="color: black;">petroglyph</span><span style="color: black;">.</span><span style="color: black;">
</span><span style="color: black;">I</span><span style="color: black;">n this
case, the </span><span style="color: black;">spoke wheel</span><span style="color: black;">
</span><span style="color: black;">petroglyph </span><span style="color: black;">(Spoke
wheel no.1) </span><span style="color: black;">near the Standing stone</span><span style="color: black;">
area</span><span style="color: black;">.</span><span style="color: black;"> </span><span style="color: black;">
This spoke wheel etched into rock would have been the clock of Venus
in this case. A way to follow the motion of this celestial body</span><span style="color: black;">
and make a record of it</span><span style="color: black;">.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;">Also in the case of Spoke wheel </span><span style="color: black;">bowl
petroglyph (Spoke wheel no.2) found a couple of kilometers away from
the central Standing stone</span><span style="color: black;"> area</span><span style="color: black;">
would have been also an observing rock</span><span style="color: black;">.
The details of the carving of Spoke wheel no.</span><span style="color: black;">1</span><span style="color: black;">
and Spoke wheel no.</span><span style="color: black;">2</span><span style="color: black;">
varies from one and other, but are very similar at the same time.</span><span style="color: black;">
They are both used to </span><span style="color: black;">record celestial
events</span><span style="color: black;"> even though they are a bit
different in appearance.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-l2xqt8zeMss/WBm8-1nSjBI/AAAAAAAANhM/NTYBCi-3j1wRYJd4oVouslWkumcKSKRKQCLcB/s1600/Spoke%2Bwheel%2Bmotifs%2Bcomparision_net.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://1.bp.blogspot.com/-l2xqt8zeMss/WBm8-1nSjBI/AAAAAAAANhM/NTYBCi-3j1wRYJd4oVouslWkumcKSKRKQCLcB/s320/Spoke%2Bwheel%2Bmotifs%2Bcomparision_net.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Drawings of both Spoke wheel carvings found at Ait Ouazik, Morocco.<br />
Different, but at the same time very similar.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br />The
big difference with these two target petroglyphs is that Spoke wheel
no.2 is etched inside a bowl like shape</span><span style="color: black;">
carving</span><span style="color: black;"> (Dimensions: 10 cm deep, 30 cm
circumference). </span><span style="color: black;">What is even more
</span><span style="color: black;">compelling</span><span style="color: black;">
is that this spoke wheel no.2 petroglyph found at the bottom of this
bowl</span><span style="color: black;"> is</span><span style="color: black;">
begging to</span><span style="color: black;"> be </span><span style="color: black;">connect</span><span style="color: black;">ed
</span><span style="color: black;">with water reflexion observations.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-iD0B5qEkzAs/WBm_Y5D5DqI/AAAAAAAANhc/dnUjRNmvVTgYssAiD3PNJHh7BUXm6UHfgCLcB/s1600/Spoke%2Bwheel_no_2_artictic.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://4.bp.blogspot.com/-iD0B5qEkzAs/WBm_Y5D5DqI/AAAAAAAANhc/dnUjRNmvVTgYssAiD3PNJHh7BUXm6UHfgCLcB/s320/Spoke%2Bwheel_no_2_artictic.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Spoke Wheel no.2. Fisheye view of the boulder and petroglyph.<br />
Background: Iikka, Hamzed and Ali.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-C8CI6kMxpEY/WBm_ZB1__YI/AAAAAAAANhg/FcPWuiHrMDYU_1kolk3GPT58mlNX8f4wgCLcB/s1600/spoke%2Bwheel_no_2_info.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://3.bp.blogspot.com/-C8CI6kMxpEY/WBm_ZB1__YI/AAAAAAAANhg/FcPWuiHrMDYU_1kolk3GPT58mlNX8f4wgCLcB/s320/spoke%2Bwheel_no_2_info.jpg" width="256" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Spoke wheel no.2 carving inside a bowl shape carving<br />
carved into a boulder. This was used for observation of the night sky<br />
and record important celestial events using the bowl, water and the petroglyph at the bottom of the bowl.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u><span style="color: black;"><br />C</span><span style="color: black;">upules
transformed into astronomical bowls</span></u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Cupules
are generally </span><span style="color: black;">shallow depressions </span><span style="color: black;">found
next to the petroglyphs at Ait Ouazik. </span><span style="color: black;">These
cupules are small in size and do not incorporate inscriptions within</span><span style="color: black;">
the cupule</span><span style="color: black;">s</span><span style="color: black;">.
</span><span style="color: black;">O</span><span style="color: black;">nly </span><span style="color: black;">one</span><span style="color: black;">
petroglyph </span><span style="color: black;">is found to be inside </span><span style="color: black;">a
deeper</span><span style="color: black;"> cupule</span><span style="color: black;">,
in fact more like a bowl</span><span style="color: black;">. </span><span style="color: black;">The
petroglyph </span><span style="color: black;">in question is</span><span style="color: black;">
"spoke wheel</span><span style="color: black;"> no.2</span><span style="color: black;">"</span><span style="color: black;">.
I</span><span style="color: black;">nside a deep cupule</span><span style="color: black;">,
a bowl,</span><span style="color: black;"> </span><span style="color: black;">you</span><span style="color: black;">
f</span><span style="color: black;">in</span><span style="color: black;">d this
round concentrical </span><span style="color: black;">"spoke wheel"
</span><span style="color: black;">shape</span><span style="color: black;">
carving</span><span style="color: black;">. This is very peculiar for a
petroglyph to be found at the "bottom" of a man made
spherical bowl shape "Cupule".</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">To
me this indicates </span><span style="color: black;">that</span><span style="color: black;">
the ancient observer</span><span style="color: black;">s</span><span style="color: black;">
</span><span style="color: black;">had created</span><span style="color: black;">
an astronomical tool</span><span style="color: black;">. An astronomical
tool incorporating </span><span style="color: black;">the spoke wheel </span><span style="color: black;">no.2</span><span style="color: black;">
petroglyp</span><span style="color: black;">h</span><span style="color: black;">
at the bottom of the bowl</span><span style="color: black;">, the bowl-like
cupule permitting water to be poured in and the orientation</span><span style="color: black;">
of the rock </span><span style="color: black;">in relation to</span><span style="color: black;">
the meridian</span><span style="color: black;">.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">To
use this tool, w</span><span style="color: black;">ater </span><span style="color: black;">would
have been po</span><span style="color: black;">u</span><span style="color: black;">red
in</span><span style="color: black;">to</span><span style="color: black;"> the
bowl to permit </span><span style="color: black;">reflec</span><span style="color: black;">tion
</span><span style="color: black;">of the celestial object</span><span style="color: black;">
and therefore use the</span><span style="color: black;"> spoke wheel</span><span style="color: black;">
</span><span style="color: black;">petroglyph</span><span style="color: black;">
at the bottom of that pool of water</span><span style="color: black;"> </span><span style="color: black;">as
a clock</span><span style="color: black;"> to follow the planet's motion.</span><span style="color: black;">
</span><span style="color: black;">Indicati</span><span style="color: black;">ng
a specific s</span><span style="color: black;">tart</span><span style="color: black;">ing
</span><span style="color: black;">or finish</span><span style="color: black;">ing</span><span style="color: black;">
</span><span style="color: black;">time </span><span style="color: black;">of </span><span style="color: black;">a</span><span style="color: black;">n</span><span style="color: black;">
</span><span style="color: black;">astronomical </span><span style="color: black;">cycle</span><span style="color: black;">.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">F</span><span style="color: black;">urther
more, the boulder with the petroglyph spoke wheel no.2 is found 2
kilometers from the central </span><span style="color: black;">Standing
stone area </span><span style="color: black;">of Ait Ouazik. Defining it as
a dark spot observation point, to conduct fine observations without
the "light" pollution of fires and smoke near the habitable
zone of ancient Ait Ouazik.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">
</span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-oedOH0veQLc/WBnA0TOLXMI/AAAAAAAANhs/lDlqPG3Dg3oVWC2jzBXB1b-0CDXd1azegCLcB/s1600/me%2Band%2Bspoke%2Bwheel%2Bno_2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="218" src="https://2.bp.blogspot.com/-oedOH0veQLc/WBnA0TOLXMI/AAAAAAAANhs/lDlqPG3Dg3oVWC2jzBXB1b-0CDXd1azegCLcB/s320/me%2Band%2Bspoke%2Bwheel%2Bno_2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Me and the Spoke wheel no.2 petroglyph. 2 km. off the site of Ait Ouazik Standing stone.<br />
Isolated boulder indicating a observation point far from camp fire<br />
and smoke of the habited site of Ait Ouazik Standing stone site.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br />In conclusion, the prehistoric sites in both
locations were fascinating. Even more when you see them through
archaeoastronomy eyes. My purpose was to link the sites to astronomy
and with the large amount of evidences I found there. I am confident
that these ancient ancestors at these sites had a connection to the
heavens. They really had the knowledge of astronomy and practised it
in every day life. My research is done for now, but it seems far from
being over as more sites around the world are uncovered. Ancient
sites, revealing ancient astronomy that helped ancient people to
survive up to this day. A connection between our ancestors and
astronomy, leading the knowledge of astronomy to today. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
<div style="background-color: white; line-height: 13.2px; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Continue reading the next article in the series.</span><span style="font-family: "trebuchet ms" , "trebuchet" , "verdana" , sans-serif; font-size: 13.2px;"> </span></div>
<div style="background-color: white; line-height: 13.2px; margin-bottom: 0cm;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://linksthroughspace.blogspot.fi/2016/11/echoes-of-archaeoastronomy-34-my.html" target="_blank">Echoes of Archaeoastronomy: 3/4 My Backyard is the Center of the Universe. Ancient observation techniques at my own Astronomical Observatory in Kustavi, Finland.</a></span></div>
<div>
<br /></div>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Please
take time to read more on the subject.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Links:</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://www.rupestre.net/tracce/?p=9038">http://www.rupestre.net/tracce/?p=9038</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><a href="http://www.zakladnica-narave.si/uploads/datoteke/northafrican1.pdf">http://www.zakladnica-narave.si/uploads/datoteke/northafrican1.pdf</a></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://eprints.bournemouth.ac.uk/381/1/Searight,Susan_Ph.D._2001.pdf"><span style="color: #006621;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 10pt;"><u>eprints.bournemouth.ac.uk/381/1/</u></span></span></span><span style="color: #006621;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 10pt;"><u><b>Searight</b></u></span></span></span><span style="color: #006621;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 10pt;"><u>,</u></span></span></span><span style="color: #006621;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 10pt;"><u><b>Susan</b></u></span></span></span><span style="color: #006621;"><span style="font-family: "arial" , sans-serif;"><span style="font-size: 10pt;"><u>_Ph.D._2001.pdf</u></span></span></span></a><u>
</u></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><a href="http://portablerockart.blogspot.fi/">http://portablerockart.blogspot.fi/</a></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><a href="https://en.wikipedia.org/wiki/Lunar_standstill">https://en.wikipedia.org/wiki/Lunar_standstill</a></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><a href="http://revistas.ucm.es/index.php/CMPL/article/viewFile/47345/44389">http://revistas.ucm.es/index.php/CMPL/article/viewFile/47345/44389</a></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><a href="http://www.academia.edu/10459137/Unravelling_Patterns_in_Ouka%C3%AFmeden_Rock_Art._Free_download_at_http_revistas.ucm.es_index.php_CMPL_article_view_47346">http://www.academia.edu/10459137/Unravelling_Patterns_in_Ouka%C3%AFmeden_Rock_Art._Free_download_at_http_revistas.ucm.es_index.php_CMPL_article_view_47346</a></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><a href="http://linksthroughspace.blogspot.fi/2015/03/archeoastronomy-5000-years-old.html">http://linksthroughspace.blogspot.fi/2015/03/archeoastronomy-5000-years-old.html</a></u></span><br />
<span style="color: black;"><u><a href="http://www.adelaide.edu.au/news/news87022.html">http://www.adelaide.edu.au/news/news87022.html</a></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="http://www.bradshawfoundation.com/geometric_signs/geometric_signs_france.php">http://www.bradshawfoundation.com/geometric_signs/geometric_signs_france.php</a><br />
<a href="https://www.penn.museum/sites/expedition/astronomical-petroglyphs/">https://www.penn.museum/sites/expedition/astronomical-petroglyphs/</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com1tag:blogger.com,1999:blog-814906812666026354.post-32702635767107562392016-10-31T00:49:00.000+03:002016-10-31T14:14:44.612+03:00Carnival of Space # 481 Here @ Links Through Space<div dir="ltr" style="text-align: left;" trbidi="on">
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Welcome to the Carnival of Space # 481.</div>
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Here at Links Through Space we introduce a series of 4 articles on archaeoastronomy. This series is titled Echoes of Archaeoastronomy and is part of The Ancient Astronomy Series. <a href="http://linksthroughspace.blogspot.fi/2016/08/introducing-ancient-astronomy-series.html" target="_blank">You may have read the first part: The Age of Astronomy,</a> this is the second part.<br />
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Echoes of Archaeoastronomy has inspirations from a few trips I took the the Moroccan Sahara desert in 2014 and 2016.<br />
A visit to a rock art site in the middle of the desert in Morocco and a site in a little village in the high mountains of the Atlas Mountain range. From these travels came out a 1 year research on a connection of astronomy to the ancient civilizations before us. When was the first time that ancient people used the knowledge of astronomy? When did the science of astronomy started?<br />
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Please read the first article of this series. <b><a href="http://linksthroughspace.blogspot.fi/2016/10/echoes-of-archeoastronomy-13-brief.html" target="_blank">Echoes of Archaeoastronomy: A brief introduction to Archaeoastronomy.</a></b><br />
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Feel free to comment and share these articles if you like them. This is part of the public outreach in astronomy by Astronomy club Toutatis, Kustavi, Finland.<br />
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And now.... (drum rolling)<br />
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THE CARNIVAL OF SPACE # 481. </div>
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<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-rowgBrZTxn4/WBZOZgQHTyI/AAAAAAAANbU/ndVzNU7eyoAB9KOMQ0Y1ZrikS1-hVEDjwCLcB/s1600/archives.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="273" src="https://2.bp.blogspot.com/-rowgBrZTxn4/WBZOZgQHTyI/AAAAAAAANbU/ndVzNU7eyoAB9KOMQ0Y1ZrikS1-hVEDjwCLcB/s400/archives.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Archives of Chandra x-ray observstory. Credit: NASA/CSC/SAO Instrument: ACIS</td></tr>
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We start at Chandra x-ray observatory with Discovering the Treasures in Chandra's Archives.<br />
<a href="http://chandra.si.edu/blog/node/620" target="_blank">Discovering the Treasures in Chandra's Archives </a><br />
<a href="http://chandra.si.edu/blog/node/620" target="_blank">- Chandra blog / Megan Watzke</a><br />
<a href="http://chandra.si.edu/blog/node/620" target="_blank"><br /></a>
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<a href="https://2.bp.blogspot.com/-YKLWvbo8NoY/WBZOTa5WykI/AAAAAAAANbQ/PvShxcLfnlUZR8Uc2rPC3giDp_9-B8wkgCLcB/s1600/women%2Bin%2Bastronomy.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://2.bp.blogspot.com/-YKLWvbo8NoY/WBZOTa5WykI/AAAAAAAANbQ/PvShxcLfnlUZR8Uc2rPC3giDp_9-B8wkgCLcB/s1600/women%2Bin%2Bastronomy.jpg" /></a></div>
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<span style="text-align: left;">At Women in Astronomy blog they are running series of blogs where inspiring women and men are sharing their personal stories. Anyone can get involved and we encourage you to read and share your thoughts using the hashtag #WiSTEMspotlight.</span></div>
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<a href="http://womeninastronomy.blogspot.fi/2016/10/cross-post-women-in-astronomy-computer.html" target="_blank">Cross Post: Women inAstronomy & Computer Science: There’s Still Work To Do#WiSTEMspotlight </a></div>
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<a href="http://womeninastronomy.blogspot.fi/2016/10/cross-post-women-in-astronomy-computer.html" target="_blank">- Women in Astronomy blog / Kimberly Arcand </a></div>
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<a href="https://2.bp.blogspot.com/-qJblhoCLmoo/WBZW_8chG5I/AAAAAAAANbk/QwVvqNmyvt82mq2hRyysRLJY_AolTre0wCLcB/s1600/jupiter-nasa.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://2.bp.blogspot.com/-qJblhoCLmoo/WBZW_8chG5I/AAAAAAAANbk/QwVvqNmyvt82mq2hRyysRLJY_AolTre0wCLcB/s1600/jupiter-nasa.jpg" /></a><span style="background-color: white; font-family: "pt sans"; font-size: 15px; white-space: pre-wrap;">At The Evolving Planet site you can read an article on Jupiter Gives Off Spooky Sounds in Time for Halloween. UUUUUUUUUUUhhhh!</span><br />
<a href="http://www.theevolvingplanet.com/jupiter-gives-off-spooky-sounds-time-halloween/" target="_blank">Jupiter Gives OffSpooky Sounds in Time for Halloween </a><br />
<a href="http://www.theevolvingplanet.com/jupiter-gives-off-spooky-sounds-time-halloween/" target="_blank">- The Evolving Planet / Lornajane Altura</a><br />
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<span style="background-color: white; font-family: "arial"; font-size: 13px; white-space: pre-wrap;">Astronaut Films his Re-Entry into Earths Atmosphere - The Footage is Mesmerizing</span><br />
<span style="background-color: white; font-family: "arial"; font-size: 13px; white-space: pre-wrap;">Astronaut Mike Hopkins was on his way back from the International Space Station when he decided to record the spectacular light show that occurs when re-entering Earth's atmosphere.</span><br />
<span style="background-color: white; font-family: "arial"; font-size: 13px; white-space: pre-wrap;"><a href="http://www.theevolvingplanet.com/5628-2/" target="_blank">Astronaut Films his Re-entry into Earths Atmosphere - The footage is Mesmerizing</a></span><br />
<span style="background-color: white; font-family: "arial"; font-size: 13px; white-space: pre-wrap;"><a href="http://www.theevolvingplanet.com/5628-2/" target="_blank">- The Evolving Planet / Brad Rogers</a></span><br />
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<span style="background-color: white; font-family: "arial"; font-size: 13px; white-space: pre-wrap;">Afraid of the dark? For years physicists thought that the universe was dominated by a repulsive "dark" energy. A new study says that dark energy doesn't exist.</span><br />
<span style="background-color: white; font-family: "arial"; font-size: 13px; white-space: pre-wrap;"><a href="http://riofriospacetime.blogspot.fi/2016/10/dark-energy-still-doesnt-exist.html" target="_blank">"Dark energy" still doesn't exist</a></span><br />
<span style="font-family: "arial";"><span style="font-size: 13px; white-space: pre-wrap;"><a href="http://riofriospacetime.blogspot.fi/2016/10/dark-energy-still-doesnt-exist.html" target="_blank">- Riofriospacetime blog ( GM=tc^3) / L. Riofrio</a></span></span><br />
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<a href="https://3.bp.blogspot.com/-bl1l4-AMvb8/WBZb1wfGaRI/AAAAAAAANb4/hHldBDlWMwApZL2I8zzt3B9JmK4vWGxwACLcB/s1600/Europa%2Bplumes%2B%2528160919%2529.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://3.bp.blogspot.com/-bl1l4-AMvb8/WBZb1wfGaRI/AAAAAAAANb4/hHldBDlWMwApZL2I8zzt3B9JmK4vWGxwACLcB/s320/Europa%2Bplumes%2B%2528160919%2529.jpg" width="320" /></a></div>
<span style="background-color: white; font-family: "arial"; font-size: 13px; white-space: pre-wrap;">The Hubble images of water plumes from Europa, and the hint that Saturn's moon Dione may also harbor a liquid ocean deep beneath its crust.</span><br />
<span style="background-color: white; font-family: "arial"; font-size: 13px; white-space: pre-wrap;"><a href="http://fraknoi.blogspot.fi/2016/10/water-worlds-in-solar-system_23.html" target="_blank">Water Worlds in the Solar System</a></span><br />
<span style="background-color: white; font-family: "arial"; font-size: 13px; white-space: pre-wrap;"><a href="http://fraknoi.blogspot.fi/2016/10/water-worlds-in-solar-system_23.html" target="_blank">-Andrew Fraknoi: Exploring the Universe / Andrew Fraknoi</a></span><br />
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Track the daily
changes in the sunrise/sunset location.</div>
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<a href="http://www.thevenustransit.com/2016/10/the-sun-still-rises.html" target="_blank">The Sun still rises</a></div>
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<a href="http://www.thevenustransit.com/2016/10/the-sun-still-rises.html" target="_blank">- The Venus Transit blog / Gadi Eidelheit </a> </div>
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Here is some news about the Juno mission to Jupiter. <a href="http://planetaria.ca/2016/10/30/juno-spacecraft-exits-safe-mode-prepares-next-close-flyby-jupiter-december/" target="_blank">Juno spacecraft exits safe mode, prepares for next close flyby of Jupiter in December.</a><br />
<a href="http://planetaria.ca/2016/10/30/juno-spacecraft-exits-safe-mode-prepares-next-close-flyby-jupiter-december/" target="_blank">- Planetaria / Paul Scott Anderson </a><br />
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So here you have it!</div>
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All the thrills and
excitements of the Astronomy/Space community this week.</div>
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The Carnival of
Space #481</div>
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If you run a
space/astronomy related blog and would like to get more awareness,
participate in the Carnival of Space. Every week a different
webmaster or blogger hosts the Carnival, showcasing articles written
on the topic of space. It's a great way to get to know the community
and to help your writing reach a wider audience. If you'd like to be
a host for the Carnival or be part of the Carnival, please send an
email to <span style="color: red;">carnivalofspace@gmail.com.</span></div>
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Carnival of Space
logo photo credits: Jason Major.</div>
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<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
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S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com7tag:blogger.com,1999:blog-814906812666026354.post-73459590514761505052016-10-31T00:16:00.000+03:002016-11-14T21:07:41.824+03:00Echoes of Archaeoastronomy: 1/4 A brief introduction to Archaeoastronomy<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: black;">What
is Archeoastronomy? </span>
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<span style="color: black;">Wikipedia says: ”Archaeoastronomy is the
study of how people in the past "have understood" the
phenomena in the sky, how they used these phenomena and what role the
sky played in their cultures.”</span></div>
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<span style="color: black;">Others say:”…
the study of ancient civilization's use of the sky for purposes of
calendar, agriculture, ritual, ceremony, mythology and celestial
event prediction.</span></div>
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<span style="color: black;">Archaeoastronomy
draws on the disciplines of astronomy, archaeology and ethnology to
identify and interpret these ancient inscriptions and
alignments”.</span></div>
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<span style="color: black;">I say,
”Archaeoastronomy
is the study of astronomy through
stone" found on Earth.
Archaeoastronomical artifacts
are found all over the world
and have been constructed in all periods of history.
The knowledge of astronomy in
ancient times are recorded in these stones.”</span></div>
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<span style="color: black;">Our ancient ancestors had devised clever ways
to record the celestial movements.</span></div>
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<span style="color: black;">Here are some techniques that ancient people used
to obtain knowledge of astronomy.</span></div>
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<span style="color: black;"><i><u><br /></u></i></span>
<span style="color: black;"><i><u>Horizon </u></i><i><u>sighting</u></i><i><u>s</u></i><i><u>:</u></i>
Observation at local horizon of the risings/settings of certain
stars.</span></div>
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<span style="color: black;">Local horizon risings/settings of the moon,
planets or Sun on the horizon.</span></div>
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<span style="color: black;">Observers would have notice the heliacal
risings/settings of stars. Using the horizon as a line to catch the
exact moment of the risings/settings of planets, moon and stars.
Resulting in accurate observations of the motion of the heavens. </span>
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-XGNyV2A5ZU8/WBYPD4mMk9I/AAAAAAAANZ0/AymbcWu_PdwNEBrVO2s7Ek-Pn39qaz5EACLcB/s1600/Heliacal%2Brising%2Bof%2BCanopus.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://1.bp.blogspot.com/-XGNyV2A5ZU8/WBYPD4mMk9I/AAAAAAAANZ0/AymbcWu_PdwNEBrVO2s7Ek-Pn39qaz5EACLcB/s320/Heliacal%2Brising%2Bof%2BCanopus.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Heliacal rising of the star Canopus in Stellarium</td></tr>
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<span style="color: black;"><i><u>Shadow i</u></i><i><u>maging:</u></i>
Observing the shadow the Sun casts (shadow and light).</span></div>
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<span style="color: black;">Observers would have set stone slabs on rock
faces to create light slits to create shadow on the background walls.
On these background walls there would be rock carvings interacting
with the shadows produce by the slabs to give the observer the
knowledge of seasons through out the year. </span>
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-A57AwUiGKgY/WBYahEqzTRI/AAAAAAAANaU/915OdW9N2hceRxBI0zNMt4iokpFxVj3WgCLcB/s1600/sundagger_winter.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="100" src="https://4.bp.blogspot.com/-A57AwUiGKgY/WBYahEqzTRI/AAAAAAAANaU/915OdW9N2hceRxBI0zNMt4iokpFxVj3WgCLcB/s320/sundagger_winter.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sun dagger at Fajada Butte, Chaco Culture National Historical Park, New Mexico, USA. </td></tr>
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<span style="color: black;"><i><u>Rock/ Stone C</u></i><i><u>arving</u></i><i><u>s</u></i><i><u>:</u></i>
Observing the motion of the sky and the sun and record it on stone or
bone.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Observers/assistants would have carved
observations of the night sky on rock or bone to keep record of time
and events passing. These astronomical tools could then be passed to
next generations to further on the knowledge of astronomy.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-hJLgjs_PZAw/WBYmyx_YSHI/AAAAAAAANak/JFKH9u0qN9cPUH4QkFqzfUhA0cC4_NzHQCLcB/s1600/meso_tablet.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://1.bp.blogspot.com/-hJLgjs_PZAw/WBYmyx_YSHI/AAAAAAAANak/JFKH9u0qN9cPUH4QkFqzfUhA0cC4_NzHQCLcB/s200/meso_tablet.jpg" width="166" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The Venus tablet of Ammisaduqa 1700BC <a href="https://en.wikipedia.org/wiki/Venus_tablet_of_Ammisaduqa" target="_blank">(Wikipedia)</a></td></tr>
</tbody></table>
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>A</u><u>rchitectural a</u><u>lignments:</u>
Align buildings with astronomical events. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Observers/builders would set alignments with
accurate positioning of the Sun, the Moon or the stars within the
buildings they built. Walls surrounding temples, stones align to the
Solstices or Equinoxes (rising or setting of the Sun). Passage graves
align with certain dates to commemorate and remember past times. Stone
circles and Standing stones helping catch the exact time of certain
events in the heavens. Incorporate astronomical alignments in the
layout of important buildings.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-zixJnZitoxU/WBYuDJyXQRI/AAAAAAAANaw/JY5J8t3T_T44jxflCvPnsuiZDLf_XOk7wCLcB/s1600/egypt.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://1.bp.blogspot.com/-zixJnZitoxU/WBYuDJyXQRI/AAAAAAAANaw/JY5J8t3T_T44jxflCvPnsuiZDLf_XOk7wCLcB/s320/egypt.jpg" width="177" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div class="cutline" style="background-color: white; color: #666666; font-family: Verdana, "News Gothic MT", Tahoma, sans-serif; font-size: 10px; font-stretch: normal; line-height: 13px; text-align: -webkit-right;">
Seated between Amen-Re to his left and Re-Harkhti to his right, the statue of Ramses II<br />
has greeted the rising sun twice a year for the past 3,200 years at Abu Simbel.</div>
<div class="cutline" style="background-color: white; color: #666666; font-family: Verdana, "News Gothic MT", Tahoma, sans-serif; font-size: 10px; font-stretch: normal; line-height: 13px; text-align: -webkit-right;">
<i>Photograph by Georg Gerste</i></div>
<div class="cutline" style="background-color: white; color: #666666; font-family: Verdana, "News Gothic MT", Tahoma, sans-serif; font-size: 10px; font-stretch: normal; line-height: 13px; text-align: -webkit-right;">
<i><br /></i></div>
</td></tr>
</tbody></table>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Archaeoastronomy
tends to be </span><span style="color: black;">thought
as </span><span style="color: black;">a
fringe discipline that established institutions take with caution. It
is often ridiculed and lowered as pseudo-research. In any cases the
field of archaeoastronomy has open many new ideas about o</span><span style="color: black;">ur
past</span><span style="color: black;">
and the way </span><span style="color: black;">our
ancestors</span><span style="color: black;">
viewed the</span><span style="color: black;">ir</span><span style="color: black;">
surroundings and the sky above. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">In
my opinion, the search for </span><span style="color: black;">new
ways to find the truth should be acceptable and encouraged by
professionals and amateurs alike. As it was mentioned at the
beginning of this article, archaeoastronomy is a interdisciplinary tool
that helps </span><span style="color: black;">make
sense of the problem encountered on the field. Not only that, but
giving </span><span style="color: black;">other
disciplines</span><span style="color: black;"> more credibility.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
In my 1 year research on the connection of astronomy to the ancient civilizations. I used these techniques to identify a connection to astronomy at these rock art sites i visited in Morocco in 2014 and 2016. Linking petroglyphs to astronomy, in form of astronomical alignments and celestial body (Moon, Planets, Sun, stars) calendars.<br />
Continue reading the next article in the series. <a href="http://linksthroughspace.blogspot.fi/2016/11/echoes-of-archaeoastronomy-24-village.html" target="_blank">Echoes of Archaeoastronomy: 2/4 Villageof Ait Ouazik, Southern Morocco and village of Oukaimeiden, Atlasmountains, Morocco.</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Please
take time to read the links and PDF files about the subject. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://terpconnect.umd.edu/~tlaloc/archastro/cfaar_as.html">http://terpconnect.umd.edu/~tlaloc/archastro/cfaar_as.html</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="https://en.wikipedia.org/wiki/Archaeoastronomy">https://en.wikipedia.org/wiki/Archaeoastronomy</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">[PDF]
<a href="http://assets.cambridge.org/052157/2916/sample/0521572916web.pdf">http://assets.cambridge.org/052157/2916/sample/0521572916web.pdf</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://www.archaeoastronomy.com/">http://www.archaeoastronomy.com/</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="https://www.youtube.com/watch?v=mHDqv0CfW7Q">https://www.youtube.com/watch?v=mHDqv0CfW7Q</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-65711824521124956612016-08-22T01:01:00.000+03:002016-08-22T01:01:43.558+03:00THE AGE OF ASTRONOMY. 7/7: Maps: Prehistoric Star map 10500BC<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Ancient Astronomy Series:
THE AGE OF ASTRONOMY. <i style="line-height: 100%;">7</i><i style="line-height: 100%;">/7: Maps:</i><i style="line-height: 100%;">
</i><i style="line-height: 100%;">Prehistor</i><i style="line-height: 100%;">ic Starmap</i><i style="line-height: 100%;">. 10500BC.</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>What is the age
of Astronomy? How old is it? Can we find some tangible evidence of
it's age?</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>Many clues can be
found in almost all civilizations on Earth before us. </i>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>In this mini
series of articles we will establish the chronology of astronomy with
astronomical relics, instruments, artifacts, alignments, maps,
references and places in ancient periods pinpointing exactly in time,
the age of Astronomy. </i>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>Ancient Astronomy Series. List of the articles.</i></div>
<ol>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>1/7 Instruments:
NASA's STEREO mission. Predicting the Sun's activities. 2006AD</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>2/7 : Relics:
Abù Bakr Ibn Yùsuf's medieval Moroccan astrolabes. 1216AD</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>3/7: Places: El Caracol, Mayan Observatory. 906AD</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>4/7: Artifacts:
Nebra sky disk of North Germany. 1600BC</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>5/7:
Astronomical References: The scarab and the Dung beetle. 1813BC</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>6/7: Alignments:
Megaliths of Carnac, France. 3300BC</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i><span style="color: red;">7/7: Maps:
Prehistoric Star map. 10500BC</span></i></div>
</ol>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-c6iu3o7SmEU/V7nJS8YbLII/AAAAAAAANU0/G1ggGpGjWVYqkdopKG0bRZtyVHKSS0iXgCLcB/s1600/n_58499_1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="220" src="https://2.bp.blogspot.com/-c6iu3o7SmEU/V7nJS8YbLII/AAAAAAAANU0/G1ggGpGjWVYqkdopKG0bRZtyVHKSS0iXgCLcB/s320/n_58499_1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Archaeological site Göbekli Tepe, Southern Turkey.<br />
Credit: <a href="http://www.dainst.org/dai/meldungen" target="_blank">German Archaeological Institute</a>.</td></tr>
</tbody></table>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<u>10500BC.
<i>Prehistor</i><i>ic Starmap</i><i>.</i></u></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<u><i>L</i><i>ocation:
Modern Southern Turkey.</i></u><br />
<u><i><br /></i></u></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
The Prehistoric period of humanity is in a sense ambiguous and left to
speculations rather than facts. Prehistory is so far back in time
that the only thing that has survived for us to study and contemplate
are rocks. There are many type of stones and rocks out there, but the
ones that matters the most are the standing stones and especially
standing stones with engravings. Prehistoric people has erected
Megaliths, this is a fact. But can we find astronomical connections
with these engravings? What if the engravings were a map? A Star map?
Could we push the age of astronomy to prehistoric times?</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
While doing research on the age of astronomy, I came across few
authors having alternative views on the chronology of ancient history
and within it the chronology of the age of astronomy. This last
article on the age of astronomy is more on a speculative side, rather
than on a solid factual side. We try to understand the mind of the
people of that time and try to seek out if there is an astronomical
connection, which I think there is. Proven by many previous solid
evidences through out the millenia and through out this series of
articles, astronomical connections are indeed everywhere. So why not
in this one?</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>Meat
the brains behind the imagination.</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Paul
D.
Burley
is a<span style="color: black;">
</span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">Bachelor
of Civil Engineering and Bachelor of Science </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">in
</span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">Geology</span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">.
He is also an author writing on ancient mysteries. </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">Mr.
Burley wrote an article </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">proposing
a star map within a </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">
pillar at </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">the
archaeological site of </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">Göbekli
Tepe</span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">,
Southern Turkey. </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">This
star map he believe it</span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">
to be a message </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">from
them of that period </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">to
us of the future. This star map would represent the time we are
living in now</span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">.
According</span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">
to the position of the carvings </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">found
</span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">on
the pillar and the position of the stars (Constellations) in the
night sky seen today</span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">
in our time, it seems that they match. A message in a bottle if you
will. Even if this "star map business" is on the fringe of
conventional thinking, it is still connected to astronomy. So for me
it is worth investigating. </span></span></span><span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">
</span></span></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;"><br /></span></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-RRTZ6au1Myo/V7nMAIBti-I/AAAAAAAANVI/fqatOHPo6D4dfSO0HYIGU5owPzhACiSbwCLcB/s1600/gobekli_tepe08_01.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="263" src="https://1.bp.blogspot.com/-RRTZ6au1Myo/V7nMAIBti-I/AAAAAAAANVI/fqatOHPo6D4dfSO0HYIGU5owPzhACiSbwCLcB/s320/gobekli_tepe08_01.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Blue print of the excavated archaelogical site, Göbekli Tepe, Southern Turkey.<br />
This is only a small portion of the site that has been excavated.<br />
Credit: http://www.dainst.org/dai/meldungen</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>Göbekli
Tepe, the oldest temple of the world.</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
In Southeastern Anatolia ( modern-day Turkey) near Mount Ararat was
excavated an archaeological site dated to 10500 BC according to the
late Dr. Schmidt who was the lead investigator at that time, from
1995-2014. Schmidt call it the earliest temple in the world. This
site has large enclosures and within these enclosures you find 2
central tall T-shape pillars made of rock. On the side of the
enclosures we can see smaller t-shaped pillars all around the
enclosure. On one of the T-shape side pillar in enclosure D, Pillar
43 specifically, we find engravings of what appears to be a vulture
and a disc on his wing with other animals and unidentified carvings.
Could this carving on the pillar be a star map?</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-Bga9KKj74p8/V7nMnt2MFjI/AAAAAAAANVQ/pFVVbp_ucPIDroyvdnUu9GPrOC0YK5XBgCLcB/s1600/images%2Bpillar%2B43%2B_2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://3.bp.blogspot.com/-Bga9KKj74p8/V7nMnt2MFjI/AAAAAAAANVQ/pFVVbp_ucPIDroyvdnUu9GPrOC0YK5XBgCLcB/s1600/images%2Bpillar%2B43%2B_2.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pillar 43 in Enclosure D, Göbekli Tepe, Southern Turkey.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>Could
Pillar 43 in Enclosure D really be a Star map?</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
In each enclosures dug up on the site of Göbekli Tepe, we find
central T-shape pillars as well as T-shape pillars on the sides
creating the periphery of the enclosures. Pillar 43 is a side pillar
engraved with intricate designs on the whole face of the erected
stone. Viewed as a whole, these high reliefs carvings create a
Star map. A Star map showing the Sun in a certain position in the sky
relative to the background Constellations.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>Risings
in the East.</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
The facade of Pillar 43 containing the high relief carvings is facing
Eastward. An invitation to look Eastward to read the Star map. Orientation is the key to deciphering the star map. I think it was
not a coincidence that the pillar was carved on the side facing East.
As the spin of Earth's revolution is from left to right, the Stars
seem to rise in the East, allowing heliacal rising of some stars to
be observed and studied. The constant observation of heliacal risings
of certain stars at the Eastern horizon can give away the secret of
Precession (slight change in location of the stars at the horizon
across long periods of time). This cyclical Precession was somehow
essential to the ancients and therefore kept engraved in stone to
teach next generations the knowledge of astronomy on Earth.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u><br /></u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>Decoding the Star map one </u><u>symbol</u><u> at the time.</u>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
The symbols on the stone consist from bottom to top numerous animals
and unidentified inscriptions and patterns. Are these symbols related
to astronomy? At the bottom of the pillar is a neck and head of some
sort of bird tilted to the right. Unknown to this point if the
meaning is astronomical.
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-Yl-mAcXGVPo/V7nKKC1O8CI/AAAAAAAANU8/jCbXVhiLXGwn85DT4h6VcQTv89lL000FgCLcB/s1600/VultureScorpion3c.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="225" src="https://2.bp.blogspot.com/-Yl-mAcXGVPo/V7nKKC1O8CI/AAAAAAAANU8/jCbXVhiLXGwn85DT4h6VcQTv89lL000FgCLcB/s320/VultureScorpion3c.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Carvings found at Göbekli Tepe's Pillar 43 matches star constellations.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Beside on the right is a headless man having an erection. This
erection headless man is found in other prehistoric sites in caves as
rock paintings, it seems to be a common theme around the world. Again
no real connection to astronomy.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
On top of this is a large scorpion crawling upward from the ground.
Now this is an universal astrological symbol and has been used to
identify star patterns (Constellations) since the begining of
Constellation identification. Strangely the scorpion is represented
in all the cultures of the world. This gives it a strong incentive to
be an astronomical candidate representing the Constellation of
Scorpio.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Next to it at the right is a small curved serpent-like carving
reminiscent of a constellation in the night sky close to the
Constellation of Scorpio, the constellation of Virgo . Another clue
of an astronomical connection.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Above that on the left is a vulture type of bird "holding"
on its left wing a round large disc. This vulture could be identified
with a constellation as we did for the scorpion symbol. In this case,
which one? Maybe the scorpion symbol bellow can give us the answer on
which constellation we are looking for.<br />
Maybe we are looking for an
constellation above the Constellation of Scorpio or near it. Computer
Astronomy software showing constellations tells us that the
Constellation of Ophiucus and Sagiarius are near Scorpio's. Ophiucus
may be the Serpent handler in our time, but in that time, the ancient
people may have viewed it as a vulture. but this is unlikely, because
the ecliptic does not cross path with this constellation. We are
looking for one that crosses the path of the ecliptic, where the Sun
could pass. Looking carefully, the Constellation of Sagitarius could
fit the bill. The star pattern seen in the night sky could easily be
the form of a vulture and the ecliptic passes straight through that
constellation. Forwarding evidence that the two symbols on the pillar
must be the constellation of Scorpio and the Constellation of
Sagitarius. This is good evidence of astronomical symbolism and of a
Star map engraved in stone.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Just on the right of the vulture are two chicken-like birds with their
feet in front of them. Maybe representing neighbouring Constellation
of the Scorpio or Sagitarius viewed by the ancients at that time.
Filling the gap between the chickens and the vulture are some
intricate V lines and square patterns. Difficult to interpret in
astronomical terms. On the very top of the pillar above the vulture
and the chickens are 3 symbols looking like hand bags and one
unidentified symbol. These last carvings looks like it frames the
star map in. Making a window-like vignette for the Star map to be
looked at. It is difficult to correlate these carvings with nowadays
constellations. We can all agree that the star patterns, meaning Constellations of there time
were probably not the same that we have today.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-peDANz90-EM/V7nLEaoEbsI/AAAAAAAANVE/QPee3boFZp8fQrWRfmH8LGRUGm9u4teUQCLcB/s1600/images%2Bpillar%2B43.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://3.bp.blogspot.com/-peDANz90-EM/V7nLEaoEbsI/AAAAAAAANVE/QPee3boFZp8fQrWRfmH8LGRUGm9u4teUQCLcB/s1600/images%2Bpillar%2B43.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Notice the disk at the center of the stone. This might represent the Sun.<br />
Credit: <a href="http://www.dainst.org/dai/meldungen" target="_blank">German Archaeological Institute.</a></td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>The
Sun at the center of it all.</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
The
large disc at the center of the Star map represents the Sun. This
large disc is carved dead center of the stone
pillar
as
if it was purposefully placed
there to be noticed.
It appears to be the
center piece of this Star map. The Sun located in the midst of the
Constellation Sagitarius engraved
on the pillar is astronomically
accurate as the path of the Sun, the Ecliptic, passes through the
Constellation of<br />
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>What
is the purpose of this Star map?</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
According
to the clues we can gather within this
Star map,
the carvings indicates
a time when Our Sun is
crossing the Constellation of Sagitarius
observed while
the
star Antares in
Scorpio was
rising
at the horizon (Heliacal rising of Antares) at
the Fall Equinox in
the East. The
purpose of this
Star map
according to Paul Burley, the founder of this theory, is that this
Star map is a message in a bottle from the ancient people of Göbekli
Tepe to Us here in the modern times. This representation in stone of
a moment when the Sun interacts with the Constellation Sagitarius,
which
would
be now in our time.
In
other words, the Star map is from today, but built by someone more than
+/-12500 years ago.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
As
strange
as it may sound,
this
surprising
message to the future
has many evidences
to
support
astronomical implications
on
the stone pillar.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
However,
to be fair, if this map represented this time the
correlation would be with the winter solstice of 21.12.2016,
not the Fall equinox.
The Sun is in Sagitarius and the helical rising of Antares is taking
place in winter time. So the difference between the fall equinox and the winter
solstice creates a problem.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-4zyoL_t8QiQ/V7ohzhmp2uI/AAAAAAAANVo/Gd_V-ZDKftYF7nPWFjgLoZl37cbCnnY-ACLcB/s1600/gobekli2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://4.bp.blogspot.com/-4zyoL_t8QiQ/V7ohzhmp2uI/AAAAAAAANVo/Gd_V-ZDKftYF7nPWFjgLoZl37cbCnnY-ACLcB/s400/gobekli2.jpg" width="252" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Looking East, The Sun disk in the middle. Pillar 43 Enclosure D, Göbekli Tepe, Turkey<br />Credit: German Archaeological Institute. </td></tr>
</tbody></table>
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Even though, the Megalithic T-shape stone pillars at Göbekli Tepe
strongly suggest an astronomical map of some sort. There are some
discrepancies though. As I wrote at the beginning of this articles; "<span style="line-height: 100%; text-align: -webkit-center;">The Prehistoric period of humanity is in a sense ambiguous and left to speculations rather than facts". That is exactly what we should think about this article. The connection is still fundamentally astronomical, hence worthy of research. </span><span style="line-height: 100%;">Whatever is the case, I think this pillar brought
forward the knowledge of astronomy in that period of time. With the
evidence in hand, I must conclude that the Prehistoric carvings on
the pillar were indeed astronomically linked.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">So
what is the age of Astronomy, you ask? At least since 10500BC. That
means the knowledge of astronomy is at least 12516 years old.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">
</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">My
</span><span style="color: black;">
</span><span style="color: black;">re</span><span style="color: black;">search
</span><span style="color: black;">on</span><span style="color: black;">
the age of Astronomy </span><span style="color: black;">comes
to an end</span><span style="color: black;">
with this last article on </span><span style="color: black;">THE </span><span style="color: black;">AGE
OF ASTRONOMY</span><span style="color: black;">.
The search for the age of astronomy brought us to 12516 years that humans ha</span><span style="color: black;">ve</span><span style="color: black;">
had the knowledge of astronomy</span><span style="color: black;">.
Passed down from generations to generations, until it reached us
today and will </span><span style="color: black;">continue
I suspect far into the future</span><span style="color: black;">.</span><span style="color: black;">
Please leave a comment or questions you may have to keep on going the
conversation on Ancient civilizations and Astronomy.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">C</span><span style="color: black;">ontinue
reading </span><span style="color: black;">past
articles</span><span style="color: black;">
of Ancient Astronomy Series: THE </span><span style="color: black;">AGE
OF ASTRONOMY.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="line-height: 100%;">Please click on the Title to read the article.</span><br />
<ol style="line-height: normal;"><div style="line-height: 16px; margin-bottom: 0cm;">
<i><a href="http://linksthroughspace.blogspot.fi/2016/08/introducing-ancient-astronomy-series.html" target="_blank">0/7: Prologue: Introducing Ancient Astronomy Series: THE AGE OF ASTRONOMY</a> </i></div>
<div style="line-height: 16px; margin-bottom: 0cm;">
<i><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-17-instruments.html" target="_blank">1/7: Instruments: NASA's STEREO mission. Predicting the Sun's activities. 2006AD</a></i></div>
<div style="line-height: 16px; margin-bottom: 0cm;">
<i><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-27-relics-abu-bakr_63.html" target="_blank">2/7: Relics: Abù Bakr Ibn Yùsuf's medieval Moroccan astrolabes. 1216AD</a></i></div>
<div style="line-height: 16px; margin-bottom: 0cm;">
<i><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-37-places-el.html" target="_blank">3/7: Places: El Caracol, Mayan Observatory. 906AD</a></i></div>
<div style="line-height: 16px; margin-bottom: 0cm;">
<i><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-47-artifacts-nebra.html" target="_blank">4/7: Artifacts: Nebra sky disk of North Germany. 1600BC</a></i></div>
<div style="line-height: 16px; margin-bottom: 0cm;">
<i><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-57-astronomical.html" target="_blank">5/7: Astronomical References: The scarab and the Dung beetle. 1813BC</a></i></div>
<div style="line-height: 16px; margin-bottom: 0cm;">
<i><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-67-alignments.html" target="_blank">6/7: Alignments: Megaliths of Carnac, France. 3300BC</a></i></div>
<div style="line-height: 16px; margin-bottom: 0cm;">
<i><span style="color: red;">7/7: Maps: Prehistoric Star map. 10500BC</span></i></div>
</ol>
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black; line-height: 100%;">Please
take time to read the links and PDF files </span><span style="color: black; line-height: 100%;">on
</span><span style="color: black; line-height: 100%;">th</span><span style="color: black; line-height: 100%;">is</span><span style="color: black; line-height: 100%;">
subject.</span><br />
<span style="color: black; line-height: 100%;">Links:</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="http://thehiddenrecords.com/gobekli-tepe-taurus-bull">http://thehiddenrecords.com/gobekli-tepe-taurus-bull</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
http://www.timothystephany.com/gobekli.html</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="http://grahamhancock.com/burleyp1/">http://grahamhancock.com/burleyp1/</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
https://en.wikipedia.org/wiki/Klaus_Schmidt_(archaeologist)</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
http://asabovesobelow-pauldburley.com/</div>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-5SY97XG3kks/V7ohJ1Gj03I/AAAAAAAANVk/AKjiPWEJl9wMKi1M4JyMi_9-chCySS_RQCLcB/s1600/Age%2Bof%2Bastronomy%2Bpict_numbers7.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://2.bp.blogspot.com/-5SY97XG3kks/V7ohJ1Gj03I/AAAAAAAANVk/AKjiPWEJl9wMKi1M4JyMi_9-chCySS_RQCLcB/s200/Age%2Bof%2Bastronomy%2Bpict_numbers7.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="background: rgb(255, 255, 255); border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13.2px; line-height: 18.48px; margin-left: auto; margin-right: auto; padding: 5px; position: relative; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 10.56px;">Pubic outreach program by Astronomy club Toutatis, Kustavi, Finland<br /></td></tr>
</tbody></table>
</td></tr>
</tbody></table>
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com2Kustavi, Suomi60.500525410511315 21.450805664062560.250353410511316 20.8053586640625 60.750697410511314 22.0962526640625tag:blogger.com,1999:blog-814906812666026354.post-1594189561369829822016-08-20T23:04:00.002+03:002017-01-01T03:05:37.328+03:00THE AGE OF ASTRONOMY. 6/7: Astronomical Alignments: Megaliths of Carnac, France. 3300BC<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="line-height: 100%;"><br /></span>
<span style="line-height: 100%;">Ancient Astronomy Series: THE AGE OF ASTRONOMY. </span><i style="line-height: 100%;">6/7: Astronomical </i><i style="line-height: 100%;">A</i><i style="line-height: 100%;">lignments: </i><i style="line-height: 100%;">Megaliths
of </i><i style="line-height: 100%;">Carnac, France. 3300BC</i><i style="line-height: 100%;">.</i><br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>What is the age of Astronomy? How old is it?
Can we find some tangible evidence of it's age?</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>Many clues can be found in almost all
civilizations on Earth before us. </i></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>In this mini series of articles we will
establish the chronology of astronomy with astronomical relics,
instruments, artifacts, alignments, maps, references and places in
ancient periods pinpointing exactly in time, the age of Astronomy. </i></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i><br /></i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>Ancient Astronomy Series. List of articles.</i></span></div>
<ol>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>1/7 Instruments: NASA's STEREO mission.
Predicting the Sun's activities. 2006AD</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>2/7 : Relics: Abù Bakr Ibn Yùsuf's
medieval Moroccan astrolabes. 1216AD</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>3/7: Places: El Caracol, Mayan Observatory.
906AD</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>4/7: Artifacts: Nebra sky disk of North
Germany. 1600BC</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>5/7: Astronomical References: The scarab
and the Dung beetle. 1813BC</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: red;"><i>6/7: Alignments: Megaliths of Carnac,
France. 3300BC</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>7/7: Maps: Prehistoric Starmap. 10500BC</i></span></div>
</ol>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-CEyD1OkuYl0/V7ix7ST3aXI/AAAAAAAANTs/t5Zgz6WgMYY6H6-Qpmx77tx2GZ40BuyEQCLcB/s1600/Carnac1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://1.bp.blogspot.com/-CEyD1OkuYl0/V7ix7ST3aXI/AAAAAAAANTs/t5Zgz6WgMYY6H6-Qpmx77tx2GZ40BuyEQCLcB/s1600/Carnac1.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><u style="font-size: medium; line-height: 16px; text-align: left;"><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>Illustration 15: Scale model of the megalithic stones in </i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">Carnac</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>, France.</i></span></span></span></u></td></tr>
</tbody></table>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>3300BC. <i>Megaliths of </i><i>Carnac,
France.</i></u></span></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><i>L</i><i>ocation: Western Europe.</i></u></span></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">On the coast of Brittany in Western France we
find fields of Megaliths. These Megaliths create alignments that
track certain celestial events, such as the monthly Full moon's
positioning with the lines of the Megalithic stones. These stones
align them selves with the sun's risings and settings at solstices
and equinoxes. A complete astronomical calendar I dare say.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">”The Carnac stones are an exceptionally dense
collection of megalithic sites around the village of Carnac, in
Brittany, consisting of alignments, dolmens, tumuli and single
menhirs. More than 3,000 prehistoric standing stones were hewn from
local rock and erected by the pre/proto-Celtic people of Brittany,
and are the largest such collection in the world. Most of the stones
are within the Breton village of Carnac, but some to the east are
within La Trinité-sur-Mer. The stones were erected at some stage
during the Neolithic period, probably around 3300 BC.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-ZAXjxGCQygQ/V7i26IvvTRI/AAAAAAAANUg/uYu0_E8hsKke9nhf6RkbsmFAsLR_t8ycwCLcB/s1600/4x4-squares.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="280" src="https://2.bp.blogspot.com/-ZAXjxGCQygQ/V7i26IvvTRI/AAAAAAAANUg/uYu0_E8hsKke9nhf6RkbsmFAsLR_t8ycwCLcB/s320/4x4-squares.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><em style="background-color: white; color: #333333; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; line-height: 18px;">Illustartion 16 The sixteen-square matrix, useable at Carnac for estimating </em><br />
<em style="background-color: white; color: #333333; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 13px; line-height: 18px;">solar and lunar extremes within each quadrant.</em></td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Alignments.</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">There are three major groups of stone rows —
Ménec, Kermario and Kerlescan — which may have once formed a
single group, but have been split up as stones were removed for other
purposes.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Howard Crowhurst is a resident researcher of
the Megalitics stones of Carnac. His research shows that there are
many alignments to be found of the Moon and the Sun at certain
periods of time through out the year. His research applies the
principles of Alexander Thom, a researcher that came before him.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">There are what Alexander Thom considered to be
the remains of stone circles at either end. According to Crowhurst
there is a "cromlech containing 71 stone blocks" at the
western end and a very ruined cromlech at the eastern end. The
largest stones, around 4 metres (13 feet) high, are at the wider,
western end; the stones then become as small as 0.6 metres (2 feet 0
inches) high along the length of the alignment before growing in
height again toward the extreme eastern end.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">At the Carnac field we can identify many
different ”stones lines” making alignments, such as the Kermario
alignment, the Kerlescan alignments and the Petit-Ménec alignments.
Everyone of these stone alignments are different from the next in
it's own respect. Here are the alignments in details. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-3KpLhVBkPkw/V7i0EhEx3TI/AAAAAAAANUA/qUga3PEXOzkmKtZsKNVMiCp_XRO3Jcv-ACLcB/s1600/Kermario.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="185" src="https://3.bp.blogspot.com/-3KpLhVBkPkw/V7i0EhEx3TI/AAAAAAAANUA/qUga3PEXOzkmKtZsKNVMiCp_XRO3Jcv-ACLcB/s320/Kermario.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="font-size: medium; line-height: 16px; margin-bottom: 0cm; text-align: left;">
<span style="color: black;"><u><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>Illustration 17: Drawing of the </i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">Kermario</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i> stone alignment. Based upon a photo by Yvon M.</i></span></span></span></u></span></div>
<div style="font-size: medium; text-align: left;">
<br /></div>
</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Kermario alignment</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">This layout recurs a little further along to
the east in the Kermario (House of the Dead) alignment. It consists
of 1029 stones[9] in ten columns, about 1,300 m (4,300 ft) in length.
A stone circle to the east end, where the stones are shorter, was
revealed by aerial photography.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-xZ7c2k12J5s/V7iy35D8wrI/AAAAAAAANT0/Hmc_QoZ9QlIJeCse25PWlaR3kP3Vu_7bACLcB/s1600/320px-Kerlescan.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://2.bp.blogspot.com/-xZ7c2k12J5s/V7iy35D8wrI/AAAAAAAANT0/Hmc_QoZ9QlIJeCse25PWlaR3kP3Vu_7bACLcB/s1600/320px-Kerlescan.JPG" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="font-size: medium; text-align: left;">
<span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><u>Illustration 18: Scale model of Kerlescan. Von <span style="background: rgb(255, 255, 0);">Marek</span>.69 talk - <span style="background: rgb(255, 255, 0);">Eigenes</span> <span style="background: rgb(255, 255, 0);">Werk</span>, CC BY-SA 3.0, https://commons.<span style="background: rgb(255, 255, 0);">wikimedia</span>.org/w/index.<span style="background: rgb(255, 255, 0);">php</span>?<span style="background: rgb(255, 255, 0);">curid</span>=5230347</u></i></span></span></span></div>
<div>
<span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><u><br /></u></i></span></span></span></div>
</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u><br /></u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Kerlescan alignments</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">A smaller group of 555 stones, further to the
east of the other two sites. It is composed of 13 lines with a total
length of about 800 metres (2,600 ft), ranging in height from 80 cm
(2 ft 7 in) to 4 m (13 ft). At the extreme west, where the stones are
tallest, there is a stone circle which has 39 stones. There may also
be another stone circle to the north.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-kftfHpl8Hr8/V7i0Q6FLDfI/AAAAAAAANUE/O8BWSZUHLF8wu2nB_uWm5MyUvm-8ifYigCLcB/s1600/Alignements_du_Petit-M%25C3%25A9nec_-_Carnac_%2528France%2529_-_3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://2.bp.blogspot.com/-kftfHpl8Hr8/V7i0Q6FLDfI/AAAAAAAANUE/O8BWSZUHLF8wu2nB_uWm5MyUvm-8ifYigCLcB/s320/Alignements_du_Petit-M%25C3%25A9nec_-_Carnac_%2528France%2529_-_3.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="font-size: medium; line-height: 16px; margin-bottom: 0cm; text-align: left;">
<span style="color: black;"><u><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>Illustration 19: </i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>Megaliths in boisée. Petit-Ménec </i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>- Unmentioned author, CC BY-SA 3.0, https://commons.</i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">wikimedia</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>.org/w/index.</i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">php</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>?</i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">curid</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>=31542412</i></span></span></span></u></span></div>
<div>
<br /></div>
</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Petit-Ménec alignments</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">A much smaller group, further east again of
Kerlescan, falling within the commune of La Trinité-sur-Mer. These
are now set in woods, and most are covered with moss and ivy.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-GU4k21hFdMs/V7i0ZCCt5yI/AAAAAAAANUI/swW-BuW_0V4RTc90n4kjFccaW4v98X12QCLcB/s1600/132_Plan_du_tumulus_Saint-Michel.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="139" src="https://2.bp.blogspot.com/-GU4k21hFdMs/V7i0ZCCt5yI/AAAAAAAANUI/swW-BuW_0V4RTc90n4kjFccaW4v98X12QCLcB/s320/132_Plan_du_tumulus_Saint-Michel.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="font-size: medium; line-height: 16px; margin-bottom: 0cm; text-align: left;">
<span style="color: black;"><u><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>Illustration 20: </i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>Tumuli of St-Michael (Tumulus de Saint-Michel). </i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>By Zacharie Le </i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">Rouzic</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i> - Own work, </i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">Moreau</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>.</i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">henri</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>, CC BY-SA 4.0, https://commons.</i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">wikimedia</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>.org/w/index.</i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">php</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>?</i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i><span style="background: rgb(255, 255, 0);">curid</span></i></span></span></span><span style="color: black;"><span style="font-family: "times new roman";"><span style="font-size: 12pt;"><i>=34098806</i></span></span></span></u></span></div>
<div style="font-size: medium; line-height: 16px; margin-bottom: 0cm; text-align: left;">
<br /></div>
</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Tumuli</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Tumuli's are generally mounds of earth built
up over a grave. Usually these graves are from the neolithic period
(from 10000 to 2000 BC ). They generally feature a passage leading to
a central chamber which once held neolithic artifacts.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The Tumuli of Saint-Michel is the largest
grave mound in continental Europe. Later in time, they have build a
church on top of the tumuli to cover the old burial mound and
emphasize the new worship institution.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"> </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-BsoDwaI3wT8/V7i0vSPFuEI/AAAAAAAANUM/qCivj2EDrtQQa7htd-p_1I16RjTXZTYbwCLcB/s1600/Dolmen_Roch-Feutet.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://3.bp.blogspot.com/-BsoDwaI3wT8/V7i0vSPFuEI/AAAAAAAANUM/qCivj2EDrtQQa7htd-p_1I16RjTXZTYbwCLcB/s320/Dolmen_Roch-Feutet.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<span style="color: black;"><span style="font-size: 12pt;"><i><u>Illustration
21: The Dolmen of Er-Roc'h-Feutet (Roch-Feutet).Near the Chapelle de
La Madelaine has a completely covered roof.La Madelaine 47.6208°N
3.0482°WA large dolmen measuring 12 by 5 m (39 by 16 ft), with a 5 m
(16 ft) long broken capstone.</u></i></span></span></div>
</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Dolmens</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">There are several dolmens scattered around the
area. These dolmens are generally considered to have been tombs;
however, the acidic soil of Brittany has eroded away the bones. They
were constructed with several large stones supporting a capstone,
then buried under a mound of earth. In many cases, the mound is no
longer present, sometimes due to archaeological excavation, and only
the large stones remain, in various states of ruin.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The Megalithic Stones at Carnac strongly
indicate clues of astronomical alignments, which brought forward the
knowledge of astronomy in that period of time. With the evidence in
hand, i must conclude that the Prehistoric Stone fields of Carnac
were indeed astronomically linked. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">So what is the age of Astronomy, you ask? At
least since 3300BC. That means the knowledge of astronomy is at least
5316 years old. </span>
</div>
<div style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13.2px; line-height: 13.2px; margin-bottom: 0cm;">
<span style="color: black;">The search for the age of Astronomy is still out there. Read the next article of our series on The age of Astronomy”and see how far back we can push it's age in time. Stay tuned, and continue reading Ancient Astronomy Series. THE AGE OF ASTRONOMY.</span></div>
<div style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13.2px; line-height: 13.2px; margin-bottom: 0cm;">
<span style="color: black;"><br /></span></div>
<div style="background-color: white; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13.2px; line-height: 13.2px; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-77-maps.html" target="_blank">Next Article: THE AGE OF ASTRONOMY. 7/7: Maps: Prehistoric Star map 10500BC.</a></span></div>
<div>
<span style="color: black;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Please take time to read the links and PDF
files on this subject.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://www.wikiwand.com/en/Carnac_stones">http://www.wikiwand.com/en/Carnac_stones</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://menhirs.tripod.com/welcome.html">http://menhirs.tripod.com/welcome.html</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="https://fr.wikipedia.org/wiki/Grand_menhir_bris%C3%A9_d%27Er_Grah">https://fr.wikipedia.org/wiki/Grand_menhir_bris%C3%A9_d%27Er_Grah</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="https://www.youtube.com/watch?v=S6aRoiQnnoE">https://www.youtube.com/watch?v=S6aRoiQnnoE</a>
(in french)</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="https://www.youtube.com/watch?v=FBtcgsrnWPE">https://www.youtube.com/watch?v=FBtcgsrnWPE</a>
(In French)</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="https://www.youtube.com/watch?v=mdjLMZ82mxQ">https://www.youtube.com/watch?v=mdjLMZ82mxQ</a>
(in English)</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">[PDF]
<a href="http://www.fweet.org/downloads/big/MMCL.pdf">http://www.fweet.org/downloads/big/MMCL.pdf</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">[PDF]
<a href="http://users.telenet.be/sbme/bartdierickx/literatuur/revolution%20in%20carnac.pdf">http://users.telenet.be/sbme/bartdierickx/literatuur/revolution%20in%20carnac.pdf</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">[PDF]
<a href="http://www.monuments-nationaux.fr/fichier/m_docvisite/22/docvisite_fichier_16D.carnac.EN.pdf">http://www.monuments-</a><a href="http://www.monuments-nationaux.fr/fichier/m_docvisite/22/docvisite_fichier_16D.carnac.EN.pdf">nationaux.fr/fichier/m_docvisite/22/docvisite_fichier_16D.carnac.EN.pdf</a>
(alternate view)</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">[PDF]
<a href="http://mgu.bg/geoarchmin/naterials/32Kostov.pdf">http://mgu.bg/geoarchmin/naterials/32Kostov.pdf</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">[PDF]
<a href="http://geolab.univ-bpclermont.fr/IMG/pdf/cassen_2011.pdf">http://geolab.univ-bpclermont.fr/IMG/pdf/cassen_2011.pdf</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://www.wikiwand.com/en/Alexander_Thom">http://www.wikiwand.com/en/Alexander_Thom</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://grahamhancock.com/martineauj1/">http://grahamhancock.com/martineauj1/</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">https://en.wikipedia.org/wiki/Saint-Michel_tumulus</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br /></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-R9MpNTS-du4/V7i1zT4cU7I/AAAAAAAANUY/d20hZ9ToTWcwdI7HQdMIAQYfdri_Mt5jwCLcB/s1600/Age%2Bof%2Bastronomy%2Bpict_number6.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://4.bp.blogspot.com/-R9MpNTS-du4/V7i1zT4cU7I/AAAAAAAANUY/d20hZ9ToTWcwdI7HQdMIAQYfdri_Mt5jwCLcB/s200/Age%2Bof%2Bastronomy%2Bpict_number6.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="background: rgb(255, 255, 255); border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; color: #666666; font-family: "Trebuchet MS", Trebuchet, Verdana, sans-serif; font-size: 13.2px; line-height: 18.48px; margin-left: auto; margin-right: auto; padding: 5px; position: relative; text-align: center;"><tbody>
<tr><td class="tr-caption" style="font-size: 10.56px;">Pubic outreach program by Astronomy club Toutatis, Kustavi, Finland</td></tr>
</tbody></table>
</td></tr>
</tbody></table>
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-55564947594099486702016-08-17T22:28:00.002+03:002017-01-01T03:08:02.264+03:00THE AGE OF ASTRONOMY. 5/7: Astronomical References: The Scarab and the Dung Beetle 1813BC<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Ancient Astronomy Series. THE AGE OF ASTRONOMY. <span style="line-height: 100%;">5/7: Astronomical
References: The Scarab and the Dung Beetle. 1813BC.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>What is the age
of Astronomy? How old is it? Can we find some tangible evidence of
it's age?</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>Many clues can be
found in almost all civilizations on Earth before us. </i>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>In this mini
series of articles we will establish the chronology of astronomy with
astronomical relics, instruments, artifacts, alignments, maps,
references and places in ancient periods pinpointing exactly in time,
the age of Astronomy. </i>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>Ancient Astronomy Series: List of the articles</i></div>
<ol>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>1/7 Instruments:
NASA's STEREO mission. Predicting the Sun's activities. 2006AD</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>2/7 : Relics:
Abù Bakr Ibn Yùsuf's medieval Moroccan astrolabes. 1216AD</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>3/7: Places: El caracol, Mayan Observatory. 906AD</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>4/7: Artifacts:
Nebra sky disk of North Germany. 1600BC</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i><span style="color: red;">5/7:
Astronomical References: The scarab and the Dung beetle. 1813BC</span></i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>6/7: Alignments:
Megaliths of Carnac, France. 3300BC</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>7/7: Maps:
Prehistoric Starmap. 10500BC</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i><br /></i></div>
</ol>
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
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jxJThkfKbEcz4q0b5QSj9DY8Vz8oA4p7/wATvFMePKHHJqaPFTkmn08na38Zn08W5uafZH08m5pz8tUeMFoMFIwNfJaY7IQ8ZxXszuw8kpicF9LcPHe0ZTySmLqDl48g4LgsfITOyMUbV/kF0q6VBx8fG9Cxs9kYlXR5DBxzV1yhxr43juC9lZ1e7Equ0cfI7rlBqM1DvFwKuVyyqT8wUuq/yWHCivN1mrgtU+GLnYBX5gcVTVb91DBDc1THPyi9Y0OSg6rlr9VquB04qjpUypUzT3YlGq2kDOKvTSv2XRXAKxIV69VroPIpzLTVWo0k5q9amTkoFPKtcSpsjeGRWswhUf1RBLUx84xPDcpmmq6fsid7MfQqyYDLXWkFeyvUqrWxNpQ7slZ2WrccJ4qza4VfgmtwLjCs3jZMhMh+q/FOF6fg/wCVaNLqB7R9k1rt77QJo+b2P6IWrNpjpp+EqcHsF13Fu4oOcIfvyPHzCrAsCFqyQAmnfBgpz6XHn/6g0CoIc1CnzFWtsQM2q+8HUVizdZsl3BWZsnC82qNlaMI/dWbi4S3FOl1Lt1XuMppvEkG8mHe0QgGjdCw85iE6NW/jCGqKU/4sv//EACwQAQACAQMCBAcBAQEBAQAAAAEAESExQVFhcYGRobEQIEBQwdHw4fEwcID/2gAIAQEAAT8h+Wy63/8AyT4f/YvSIah4Iht8BmWrr0UHsXef01S7RfA/cq/y/cCyUYR7xqq6LSZZSbS2COt9wzQkjXr2+44ruMaxbpCHxRF95TYVziWaqzzONcXhZVlHhNCTzKj7ht/UpqbcTZll3/yS13qw+yWRv5bkTYCWlv4XvCLyO6/jiA7DvGwHzjgeCJQvxKI3GVwOq/ct5Y5x+ZBbZz0hd9g+1XUxS6F7EoVMnW8szVeDGCei32g2IDOg/cu3Vb0WioLotd8QJvVrprNy7WbxSqKxnm5k8dukBqgdGFcxhztORHgmYfVLcB3l0XzKELQbC9K0ialIo06GnOfKYFLzy5e71hbd33LgGUnV0zR0OP3hGrz7QQtcD1RPkJFsh0XzmMH7Oh3KbaqN9GDkgL1rTi+sOpQMNs1mNtY5lJy1riLBUrVzKjuUrLAbDChvMBtBWECMxyu+tQTYLyoTAci+M+ksijGMS6Dq1LuIOTwTLrVnwlD63XBX/YiO2gdNoMuXL6y6iUdODNMSDyiyjBROfFMNDkO50ijndp3dOIfkQ0TLX5ltRPsigWxncmpQNPPpLjw2h0OgTLeysAeOY6iVbR+ZYFKZwv5lbUdAKZeuDtjLBXXSxntC12OjSQXXy64JDXGt7TE0ZDRS5RTYuu8pgUTQr+1i233VbvSF1tFUX7md0TNTQ010l/TAMVw7RfkuDUsLia0qbDUoXKax+gBm0cG3VmIZHVFlXXF9oqOYq7REmtm/83LrmH5fY7Y6Ka3d5q2ESoFwNXErkuPAleCIUlOuIANmHtKtrrcVLI5cxoaq7zuY8rLJat8jVxzn8ukwlGraZeg4rLvXaWVsHyp4y5cuXLjzPGHU7PXBvvNLcAQ36znYPNgRsVYeXvyZlrwCwQleOso3SguO+3+Qwq0b3HJKwYdGnZ9h5X6PHWOsDfmNQ0WiX0mNOvEQJioUsdXBKc3KzUrExOeZyWvLN+kBSNUyRVzUDcVdpe0Nvhv8Lly5doFrDocVF4ovrAJuOQlNMZ8YIGNlKU7oEFQ1Gmuxtt7yhwWBpEmnijrHdXqOnJHDDlWn2AppC3z8cMH5XWj85hqDuyFy4Ojm7MxOUmtUHe5lQNZuzMoZr0tnZ4xQss7B2swdKYVriWoxkRMxMzg6Jcv1L3s6S+zIYwxCQ1oMbcGoQMqNhlh0WhesvGG4D0M/NcE9YXp4u5cHvHg8Zyn/AFAza9aIss3nJGDApG6OP+zcNto/Ymm71ZQEdRDB4Q7JHXDqJC/3OT9fX6RaATgvQgIdBWjTrrUDLa1ev7wXZaghLhYtUcWvYd14YLMu73e0ty3WsloJz98R+9lsoN8sRvXBVuU5hrm40Ng1MjEnILr6QGeu1h1dYdyDuVrE4wcA7OkGFArjn4X8vSW9dDc5rbzgEatrTnLzoloXpWb2hVMVxfSVaV7V2hAbnUJkXFg15SkAsKizFdm0DfuQSDBffabdTx9c6bpiXa6z6D8w6adjcszFQaF+W8OwLcEK0w6d4MQQ3lWulbGIQ5WniIrsHdg0f9JpmpdMvCMNDTrAGN2FKx2gl1ZG5vNA2jezaolUHAiu7UzouUNC3QeIKAVGxl/rmdMN06PSNRjXaV84rfy/8RLNDhnFBDUGFaugUr0YkU6vOkUjDbjUiENaEdE2Dd4TABKtWK6wUM66a3Uxn1yg60j1ber9IxWQaaaSgFIU7M7wNKGsYANr/iK7wG18fWbEUXXZ6Ro0IbVklBUtGeB/VEpgtMHECuJUwUytyqF67wum2RKV1284xQtNHpXvtCqswJz21iaRcFxRrtCQUpVICdHNx7gMpzWx1iQQ1G+tdI3bm/8AwIIpHoP+xlizQ4IbWrzgJVVCRKK1hvZir2GwSCCADbeUy7jMyyCBN1qeUGOLKFab53ldREa4v666IucBuw3tW1i15Ygyq7DrKGgNRTMFRwByoX+oQ0moBd/qZlFzDV1UogFmrjMFFgY0B7kyNJdUYvpjS6ffmbiCqTUBgfBrt0lDBy4CVOCAW3WZa5c3Lp6THiHDdSkhUrqOuse0cA/vCasuX8HBNvggDVYBmW9PCD0UWF0K6QFQxKtOTRiZFUsdTpHvLZgQWXXrKpEaFCG9+1QbBToTNy0rKVfSHDcafrDPDZbywa5BX+4gyQK0iQz5tDXSig8j4Wbx8KhfWUDkvJLkeGv7SU9VKnc7RYraq3V/cFTKZZ9LmTLGqiMAs03rDbEAL9al8F8Q3i238oQLYBOLq9ZrYNQ6VEKVQc3j9zeFXGC4jDEoN8ShgsnoYKpYUHZfU4gGoZltaZ9pkncfWXC0wKzwk1ZdY7fVZQxoBChaNbQ/uCVIAXeWZzOqnBgZeZkTKIXpRBXaXOJZB5NA3YodMMdoZsJ24iKxlpe8rFA4Xt2lUBkt4Z4lwK4YgzVUP/Zq0A0Hivlv4a4TKwD1TFovalysqtubHtNUxNEuYAqqd9M3Dt4sdA04glm8VHVJS4ZMGZ4QuSo9Y1G6T3hvFSXcm31GiMucwv7r6TZx1eXdiVLmmuIDNw0pdrCyEU1sVG+SouQl0NSWD4OMrquRyeJepDpaJWauNQTIEDTORYPAyirM2AGnMWFDgVpfMsLC8dyWHGAUSZyGC3oQUEOae+OiRRU2Duj1bDVu2No/EjLrvCsPcwzBSnCG7lVGMaGvU17S0wdyDihjiWaq+jNw2++h3ljEATqm0QpLdFzofnyjU2VaksB6/A+FMFf5Y+qA/UOFrh77QqVz0/DVcQCmAznCxVFZkt/uJdUTrmXgFuAaqIjSzRggVRXtBGRq9aallrlTqzrFhBzTvUWs1sHrCo3NJeEi9MmKN4sTUyzq4viMA6Ecm7OMxZVDacM9IMtAzd34RRNPArL/AFR1ggXkraDPfPytay7jKvTpjf8Aco9zS7wsx2yuB6wyL2K3iIUC24gIoRijSunEo6yO/ELWablZqdMEm8cSKiw3qecbTVwo3nTj42r+Pg2FqvIzr9T6hKeEfeKY4QXzXwSic4lwa0QCtDCClNpxA61YTOiNGaiZyzErm4Jult6zVdY84J4DLvFNhdToEwN03vtEsLo3SaS63d9eOkWKMagdLB1XFkrFWStNT/I9LA9bfgsqVipi9MTTKxbl5jGp50uJ11N5a1rCHJIaY1lFFutbl25G99puCeHBKChNQL30lBVGNGka03gkVplq4CGeA5WbocvPwF98eku7mH6hUHLeUNdS31+LBeb2vOOKqYU6fmZWXibwuljZvyjQEN4W5jDxRn+o5PLFn0iD8n9TQHw259Jv3HIMFakNAdYEaWuFD35g68SCGXXwgNitV3fhA3O2luXywMaBbV3nfXOCEg+jV/D9QlJFF+Jb1XmA/wCysX8u8Cwc4iTXsHop/wBha27InCJg7wxpQCnDWjL38lcekbBgIh1gDV2gmAMNYTz5zCVI4EGMV+dCV68/q/EX3/tDXYfqKlvP4T077/GuVrXFzM40G79S6EosHGkyF0XA7RsqB31h22SqyHnLhUna6iqmbN4kjVlzQMDcXS0xD6eP3NQ7K3jSZQE/i4aqBwC5RbPjGTrKVQWkKHvmasrMiGOt8xiB9imWEm1LdB/yXa2+RsxUqFXDEYMGsJr6EsNAs0rpKbhbTZqy4LKYromvWMN1ay8HSatK3iMmIX2Ja7TBo/u0qt6tf18QJuV6Q/Udp/PE/m6/FLKl8Sz8TJYYaiKGzNgfSK6GlxVbb4i09jMqiCyQvllA5OdKmgRbVXLQUdGITQhes54uAsTXTiICgjatbKwxEmljbXTq9penQ03sjn47wvV2lXL2NUClXcb84nv0ZNo2g5yyZblMWBVKwOIKvBv8yNNi3dYqU8BdU+g1Zk6pSuVtf4Ip5I4+TMNhmdPT9Q9G2ftFa9H3+QUUoaoutIpmpxPj3YPxD6FyRm0XYS2UCdbmCIA3mwwQDO7o/ctm14tJTeveJz1lqaA30xPU9ZRdUFW1mELjVuq8KiF8zDa88aVDH/SG0VezvKyzUtNM6P4ZqqVKzUszx5QQqZyQHOJY0EfOajNN4YvjO0OiNafvmJ8wn8wqaTXa7BjrczieN10OJgCU0D+Z+XVvFPOGj4H1DOHM8asPv8qMQ8YoFTaWr6Zwy5trZVLp1qNnI4M7Z5lQZFrj/sXWb6ZupWFs7M5w7kQGnYGTnPaVFU2YBa/7LFeu44dJ3ird3BBPL3lCil9f7mGImeFeNwA044CCrdvKvmjeBQBangbdn8zRStqdZUJusIfqcM3HowiAaLq/zLtTXbukILutUOOsu4w1nVeLFmrbOr4TgWf4SsHx+bWdD1hjHFfUGTamdaSevzVJDxgzhDgHId+ZWDijSa8XmsMB522ZslirYU3Mm3i1NJNCaeLDMyo99oGCVSi3lrtNUDTdlLvru6TGRrOhlqJV13zbwhaL59ZnGzo1o8wTigtwjANau5ZhYNgLvrF+6B2R7XNl4xKpkJiBGiP64JD4yvSAas7009OI2+cNUOLLzTK2dw/+Bvs+6Xb5fUXNV9kodb65+ergHnZLZ8kIFpdxNNW2sjRajrhSKZsNVdtL6xppHijMgtRWUnIuK1Cv9l1txc1BDa7TIhqto5MrBnQs8iAYMaXRT1Z0kSyk9mZDEd2Z8WZe8ATlt5GZrYNiLBmLwM6R3irr6Dp5QGgAbBX/AJKuz75r5fUHC4aex/8ALV14SvkOySpQ9iad4Q+58AK+0lh27yehLN0EkLVw51ekahxJzQWh9/yJ/NXnFV8MFKeUxTqa/DSUQA0x/wCwurj6M0HY+o0XhvWZVyH2nXdJ6z0B9RZ+6P7SD2v1/wBhj6gX2mWddX2mz0h/eU5+oN4bxAD+0viFYafUC0ck7zm32ddEIb4wE0PqXqbKm6dfs/nh6ZmtdDsfVXLaM1b2T7P1w89XSYirFv1VHTVmptshb7PUfKOif4PquiCOYB1tBsv7LgN8CKuMGNUBx9WI+Tf7gBMFPstZs2/0lAoK43frLM2ZIiM7v1iAJo/Y1xrxCGlzp13eYFU+t80A2YOVB3OH7Foa1HUEmJ45eMIeefriTylw3+SQYZcL9hQ1Q2/xBM38un2BZT0eI7EIbYHK9fr6qGrT9xisl2avMIbH2Gkpw4RpyzasQB0h5+tChVrxJebGLbpCsy1n2NEHZ3JrNcEChcnPEESxsfqhXgGx3lqHXh7dJrqNX7LTYqIUe6TC67iXGzk+lsurL4jkYM0Q9neNPlHt4h1diXKb73/crovevtFxq3HozOQdtLiijXRA77A/HnI8LNahGobQlSXzLAyxNrW3lhm/joXK02RQGRrBtl5avPETOGiaQk2WvFLRavCOz+I85ZMYunJECTlb2H1IpIHQ4hqb6cznRzSUJBwfaquPVuR6jDTOM3MTELiKohwY1iKOsDqG39xBTRt3l2/UJfIVEqfziXKYY2xCrgXpfIn4lkmmLRUOI/6Bs92PSAo3JbTDCqVcYsxFqbFpmF1yA10vPjBD07uYobrWdcFPWBWMp2bYCZVxndWJiyCwbFP7mo1Cg3qD2/coTAMS+iZRH25yUg9GeyOK+qGGcWlauHHeDqgYjGES/WUVyILyV+0GwevKY9SEa96ia3SXtqVM5UiVnSmKvYCzHBt0tiF7D37qtv0gnFmbWWLKdVduR0glOBhpZNwR9dXZCzfKa8pUy0Dk3S7QAXKczFBNTOOIkKFNGV0+56lSiqorj5Lvw6YjG6IastQMMWmNCaFH/wB88f8A5r//2gAMAwEAAgADAAAAEAw0wwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwww0wwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwww8gwxggznjrgwwwwwwwwwwwwwwwwwwwwwwwwxilrjvvvvjiiimsH7xVpOSQgwwwwwwwwww/vvvvvvvvrXujnF1DIlZg4LjgAwwwwwwww/vvvvvvvraoeX7yFgB82KFUznwwwwwwwww/vvvvvvvKcA2AnND2XYWXSQQSUQwwwwwww/vvvvvvvxFpfLFInjTOcYLhWcRIQwwwwww/vvvvvvqxjrs9GQjt+cgpVsXXyLAwwwwww/vvvvvvkKzjWslOLddWVaxrZ+6hZQwwwww/vvvvvqP9dMNhTsnIdzhPJiWxN2Uwwwwww/vvvvvube4dbNs1b2FQblTcNgP4iwwwwww/vvvvqxvujGsflYNpavH+ASAgcQ4gwwwww9vvvtp+8v3iLBH96TxlIHM21Kww/gwwwwwww0tggqw6h+s0tDzEV9RvSQggww1gwwwwwwwwwww5AwwwwIgokYIkYYwwwwwwzQwwwwwwwwwww2QwwwwwwwwwwwwwwwwwwwxgwwwwwwwwwwwwywwwwwwwwwwwwwwwwwwxHgwwwwwwwwwww1IAwwwwwwwwwwwwwwwwwxqgwwwwwwwwwwwx5Qwwwwwwwwwwwwwwwww3Igwwwwwwwwwwww/Agwwwwwwwwwwwwwww1uAwwwwwwwwwwwwwwigwwwwwwwwwwwwwwwzogwwwwwwwwwwwwww0lQwwwwwwwwwwwww2Ggwwwwwwwwwwwwwwww5fAAwwwwwwwwxyB2owwwwwwwwwwwwwwwwwwwRwkCCIR6otxDswwwwwwwwwwwwwwwwwwwwww0cvVx0C0oogwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwww0wwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwwww//EACgRAQACAgEDBAICAwEAAAAAAAEAESExQTBAURBhcZGh8CBggbHB8f/aAAgBAwEBPxD+113tdKr1FaIba/1MNn5mfj7hfgf8wBsmG7z8LPEP1Fmxi+n8RDWYownas7dTQFsV1FS24XwkUYhbcuGGO0wF3bEbIk1FL2RRQ494OzEQaeytZ1MWIhqSqDxfmPpn30G4JaQxD0WIaaQDRBFQSYiKnsaAEEckUcR4I+KI6IJyRDRBCzEC3zLixRwpDm4kbg86hjHYCwRFQRbKMXPIhfuDOY+SEsu42akjH0UUiuEMMVIabOeuLFwtaD/ME1Ad1iWEfU0n4Rpi0wXcQLvETELBFiygthKkSJWY5RbKiJGliVh6rVEXPSZBlBRjbiNmY5moQXEojBMMxoMRixtw3UYsdlS5hDLOBL5mrYYh56pv8ZV5riOmJwERbP1A8X1LBg/U06JXxMuCCuCKwYspicTLe8FRLljiJMvEbQvn7l1Oq6J5YNRTkntz2I+CcdQbiEKGELgIlRxn0MxgzK4IoylZ4iUWOvz1Vh8+gtTZMDzMVbFoCg62Lg6hKnEE0R9nZCQeYsWN3LmxLnJHGZc0a9MAfvPV1fPog2QJaZj+RIC2YxYsftWCUlglBNEQ4NSOhJXmakJfiYZSIGWUK09dR+8fzv0PS5ceB6orIgowOSplhJ7EiuKnuEBeUjN3KFn/AHC4/wCx+EvbWM1+Yotf4av3g6qv9PH8RTIy3OZc4PqKdh9T4kAwRQpi3MU5lvP81h+8HVcl9+1dH98dXMPEezFtR4Dq5r5Ed9mLBFbrq0LLWtdnUMq3rUA8kSmnsUQEQJ310u4gjsYguLc9hf4J8L10VwarrslxdQCCKnpGdQQsJ7DA7RRsgOsGWZUp3jouA5f/ACOOWZXSsRswwebgWxZoBUwpT4iue3NBj2W5R4g71MmSCMMQ4KlsU5ijaxV3/cv/xAApEQEAAgIBAwMDBAMAAAAAAAABABEhMUEwQFEQYZFxgaEgYLHBcOHw/9oACAECAQE/EP8ACShubxluh/uLa/hhyX8RDNp9pfr8Kgzf8xHJ8yjpIeKz2YcwkAsb7WjQtl+3iB3BvEatjAMp7IJuG2RUIM5mTGIFtuDduH2iac+5/cBLOy+tQzlpZduQtuW8zDDwQDUINXEqeokqBBxmUuIpW4pW0AWdis1dYifMD2wv9M80W0wXbK9jN5ZuJAzGgB9KVAHWexEKhYJZgGieEfEs5CUrAiXg+IJwRFBghOiLDXoQLvFmphMwy4gtG5Z16pVBwLnEwnJI2vygP94IzWW4CCYojbOmMILahRT7Sw94BIxoKJWEeYgJsH7zfVG5jfjgURs2zBBKhuJR3CpFDUsP1j6VDgwRB9WagqKQy5hEswz4GIFbOqquEoRhUVaFtMB6cX5wdy5wWL6WV7YrFizcCKnMbJ4lC2KShlDbuMStXALGnX0IRTz1Ra+IllMBk2QO2BuUh40dtIDTGnDFy4TG5vMIQZuGGUvlAGWYcstggACO/VHoZTpiMpF5ohyhBGCXlhCMk8CaZGi+HpqLMFIwoRziZKNQrvTJ/Tq7/QhTBWujhhsiMWNECpD5jJQPmBcEW3UVblXBaYvoUKzmXiJktLfEoz6jk9W/rG0kVtY944baCwkPA/EOS57L8TTA/eF2JZouD6PzBdoQ2dvvAcvxAKCv0Cl/3nqmg/SoUlzwYi3LAnLAHLF22KWfzAMB0QZfTq6fuHa5t8dX6yshk7NUKw39h1TQPDHYTswZYwF6tiSgHfZ2oOZUDrK+0wRLOxBFjKtHXGvniI+xGLnggOwoch+Yw8nXMUbie6/jsgeSLcUEvpkKWXcjGvm7QmoW27JRgfE8f5nJUUVRs/MDaJLrDmrmEUiMUamTTpqb62zPmDmH4dvsi4LQVMCriEq5cCsxOlVBlLcPdgXEDUEANfvL/8QAKxABAAICAgEDAgYDAQEAAAAAAREhADFBUWFxgZGhsRBAUMHR8CAw4fFg/9oACAEBAAE/EP8AERBIRJOp7Pn/AODj/Xz+hzoh3Gv0MVmRIomL/wCfq4AQTrv9Mf8A5JY5Pp/jz/p5/Wp/A/yn8JycP0WP9x/hOH4zneOP+Z+o8Z4/Hj8Zycn/AEzk/i/gkCtC1axNEDY4buA2o+xiMDnEjFALuD7usIBtRRAU93A0yUtcXyxMKalCSfbAjYdkvtigWtEhK/vgglSywxHS9mHBHziKZvol53F7D++QM5uRHzEGKgw6AS4UEQcKHETYn5qcfwdY/kSVoX0/nH1HwAr7V++OJr7An0gnJpQaQ4jLB5Q/ZgJACLgCcLETiwXiEivSDExAcwWsCaAVvYi6Xu67vHAh9If1H2zVjLAl+55yZSJIBQ6Ye9OJS6SuAgoRDrU9s4zpdWOyAY2E2YBICCWhzVsjBYWGleIh9GBhYYIfvcDaihbs+tYIzekK++KF7hMPYU+mDhKGg/UEXqGEVJ0D9gHqcZZqITsPcEjkFREwr9zjOfyM6p31+S5j/JAlgI7yVGGQr3MKV0iSQFwWdc38YgV22IjzADBplk0VghjddnfrxWCgUkCCigI1B24lJyIlQHmdTPrhFBGyV7VFuuePTKB1ikVPfWEqySokUgaF99YrBSATCZUhPsF/HeE0IwT1odEq+usNmyMgU7kXmy8KBHEcC3FV69ZsCqkSUnH76dYi/LTVpC+TWoPjFU1UKxRLVPpL3jWhBJAgDB25Rw6wNFEG2vK/e1wliKzf+8YaVrmKUVzxjigbk3enGQ/ewn6P+4llYQJIY5in+3kJamIgKsH2V98FRw2EXOyMYQQLDIRwa+T35xwfoShH7P4Xx+PP5J/IJogfXJkt4gBUBehrIhRCwBYET0nmZ4MqRopEW5b1uWW8jQKWE2RW+7gcQkpttsnpNTM43UUgoTpY9HBCCtBEBUvu1y5efZAzCYDuE7jWSBKNF1DO4CEj/wBhsEskBCnwLAr4MgxAKIIJp0nXc8ZFIqQFEhQjYRPfnoqiJa1HxKjeVeNtAD0wH3wJiEs0V+399MGwhkeIEy8BG3rvBGAXOQGTu4ntxhBI0TIDTrR8zGexOFnAXODUVKVPUftl4CQmuTIgqkLD265wXy4eIrfoOLCMnLisoGDzIaTEdLBMQVEGk957nDQKoCwG6SOok3iJsxQMNiaV1OGGjp1X6IiSAtXKBFKtlKZuRW29YQmyqwTIJh6XXvj1CkiAi+SeZmcZMxpkIaiABreNSAlIdTt1rGpJCRYn3qB1ziZBVoyG5Ufp385LFhAi3NIGCtVhYpkBCINKyfPpVDlkFoocU6JjxN4QxBQJg7ge+3EGAPARSQdV74CM60FKbmJm5HGZUBAlBRYNynyg42wz6KL4LROjeHojIJDxfY3GjfrSGCBULKokTq2pisIVOAiAJAjUAA8/EgqlErr1wSvrlXZgxyV5wEg86yVI2WXkdEk2eneAYSCIrTfdQYbhg8sBKGSJ5aS5G3ZwFLNkCeDpgwiBOXvYpIgvCxMn6CykQu5JN+a5x2G6F+oVKfXzhF+UcnTs/wDGH9CiUDlyWqCYUDCnZGudORlIogAqKINa4x4+TKxLsK5++RwB5t+cgAFBBRrCcj0I3zg6ISCBkuzQeHlwCNFfBXVcZCCQMiBL49MsM6NtEecMAiWEoDHyovc5KRmNVCe5ieIaUchcXF0TidWQhGsWsreuqwYmUZ4NNkxdN+MCJgm4k06Kl1EecJtGA1Gz1a/TJbtrvY1H1cHMbwc85Y+mIpvESIs5cWg25sKwK8WSwIJ+zxiI2oCiAGTypOg9M7kJA6AaHjCyCBBD7BE758YxBQTBogSLJBG+ModwaJqT7hJ5EXjVkECz4gRr39ojItkEipCNrk0/t+gkZBKDo7EW7x0gAhFIP3Zl9d3hRMurqLxCGClUEcTrrEIXGyqQmOfRvECkmtTglIk6bK9cmFBPT6YSIRSNhPpy5BYJWJ1iIIvrEAmVdwe0YgoyZhZCSDfvhkEKw7V4fM4hsKvr6OFSWZjcX4f7OK5EPFSXnYMdecrswtKghZ5fXcVkAAQURM/PnEvzgOzg77MIR3hWPjISEvxz1glQAR2rxih5rKEBK8PMRbWAoWgVIbT5ENhjuySAR24K9fnJxVQmRh+nODtTuFVvVJBiYx86nJJaRykTAkLXKDRKIBZU2YJgL2Q4CI3Bto7l7HpkBRAZJXken8/zW8cE6lE8o57FffAYQkTAhixSeSoT1yCctYCHyDJ8TzhFQZaSLUUHTV094gGjiBCks7Eap4jEGBFoMGUA1OjQEuISogUJ/efjZikGQaEmefanROsk4rIEQY2O7jBxaVMT3Iump7YjxjSJou2HDvqfPi8WXkC8A3Rum9cYOQqgCWPaeTBKEkF2fKRVL1kkMl7Y2URMc8RkRyC1YILZ96wabSQ2VfUM1f0vBUrGmiMsWwSe+SUqBXKKZvbE+m+Ml2x3ks3jvzg0fLknMwueWsIEksGZYY4gvq5/4ybdIGQB6yI5nAAMHGCAJWebeeS8ACkSQiHiNK+9YvtKRYlWp8areAWhEzdmF5n0QYjynhI1v0mvnJ0z7RAheg9rxreoBSElVUa5N+c1iVESfQRE+W82lBY7gb/d+GCIIiRJHX55YL1eEFIgARiWdEzqXxhAGQERslCERfmNyYSDQBE1YMiA7NmIbViAOkQG/mZMkpjIxDlIiOAO8cNIjAIbiY5+c2eohWA8p5xUN5DgHndEvp6ZBTWi04iLfad1jbDBqrkmfOAFZMjuW3ufXBgOaFhOHep+rgJ9I1MVXREzu81BBAATpdvDut4vuIiuYJBTyjB78TTpQkk0m9CtHmjAhIJlsCUQ01Ho1iBuAeFGjFjNlatjWEpIJS0JWJ43ETGeZbyURBiSxy4DMBfGO4mxjAPEbyAlWnT3gM4QnJyLiIHmMEJMGiyAyR0Nx9NxgwkV2a1O7xOlxJi0m+of4xlCDSG0GzfJ59se0hDQlNd8YsikkmtLmNTi7iRDuXxx+28npIQGzVrNgh7kwHIgm0op+2MMxolMpP8A2T2/PEs8EvE5HAFiu0Co7b9Iy4YIyBVOU4ODfxkjNjWBZMAB5jxowguZMFIklRMqImjgxEjIeEEyh0JZJ8tNkALQN+nMB7sYWgkRBJJ1XnUVO5wysS1aWWRCo+ecjeKQBrXjASSBURNwTHrGR8rsS2enD9MACVsSGRZMPiU4yMiBgeXDX7z7Rk5IEOgFh0mzyZAAYAFkFQBtsmU1l/tXAGgm4R0yK4S1AFSpA707684TzAzNpLUwCfRcUkF00ICiK4wk1iJ1Gd51lbm/viJMOK3GmvTIrWioBtBZ4Y/h3j9pFBwIE0oG+FTFWgIZIjp3h+eyDYQPh14e8ZEMucxkRNL80zvCOWIpQ4PG/fI+KACdBIrnVHLgpICthCmw5fGsKLjGAjgxTpcH0cFEGnKB3vDMQAkvmNfTGagPnX50gNwDBIAIRlUVWthKD7YYGiToC0PNOTjrICSpIWJCEwe2MhIkiEQkIphalQZJsQZYD2rfBmquJwqQCBugAEmYmbiYg8LXQEhJIY9Lf5mo94pUFKxzLacYAyFNwX6wewjvOMVJlXhOTd7nBJNKYlpSHT6S4hqlGlMJwBFPIhw46iIGsGEbgpysfGP68DAi2aCPPPHBj1CcTIaTaBViifFYPunYBCcBdCvhwF4CNcgbLLKxUdYPaU6IIAO2gmJu94bcQc+G8J44x1rCm9YvGCmsmCv/AHJSwV1AT9sVYoSFLEJKmUJ/GBwTkiQguA/oz0RXzkbE0nfDhHILUiTbf/cagj2qJZ5XXO8BpSAxDx3GatLRFF91wxUgvgsm+6xmh4OAhAudBuG3CKJ4gSDIUikX5cYhYCRwEnPORCjx+dGPKQBeA6+aydAUkAh9RfM4hdYjJYRvTJMf+YFQGilGZqJ9+6yTZIGAlBSNoKeqmsnMCYKtLfCa35yATWh2AgmmXtIMJbAIIhqJiYvzrIAZQQKVgCF81/DIIR5CNhGH216CeUlX0fGIghSmkrcM0e0Y/JBzgSlVKbTkkosRQMXwLBSsbfClJKQQBgJ9qdr9QYQyEkKxLassIfOI0UhFAblQh2NT1eHEBIgUUDyrGNQToFYI4JTxznEmJecpPWNqxdz6+mAkecEZDXpjCoTP3wmqAeZQxCUWT6iu2DrK1AEICENmx164UCk2lw1IbKywQkmC6+iZEgMVpSA+U++IQ4DFdA6EwCoJYPFJXW78Y9Oze9gEpm6f1KFTJqwuGHDfVESUokWPnXDgKDzgilD2g+mAAAEFBPk2euCIIiNic/mlAVQC1WI847gFgTYbjvFdRSBAyHgY+EYEKYNC6J/vzjwoPzW/4xajhAJDfEnonjI4AkwXAX5mWNZBDUxir2HF/wBrEmfOMsVNi4IJlmMLSSAEkC6fG8aBCIEwvHu1iBLFLGlIFwDETPxWHypEgGx5TNcrxjQGxFtFBymptnxhOQWoWJDKMQTvR71k7PbJpbWpuPGXDhcmgvhmhvjGZg2oTQYsev8AOEvZyR01j/fTE1DNY3v/AMyNggnv1whC2YPOKKgUN8gvtDAyfAzmgB8b+2EobmBQsLdi9lw3aDANHPV/2sShRi2X59M5oFNtP4l55wJWQmCY3vF5MJAmYf65qIASa1eSBSAbECMyS4ljFa2iXuoE+VTB8Y7Ccj4fc+2VGFOwhLxHcdhXRBqCrmRoV4ePR/M3xgEotQL59jufrgUViKx0G119i8K+IAMA6A24mEEmyZ1hCpTr5ecYCSAHJuXrWvfDZoUtg0Tz8/tmmBZ3HGKkSNALGEwBFYuIim2cIhEANxZNTvr184amuGAivprH0VZ4Dl49sQCAGpe55TL8riCSfn1O8UksLyRLKPJG9/R5ChIaGgrfTc5GKoAlMsUVz9cFKlQDuduZVPiucCIYAKJJSbmHFamcHvFf64N17Yynr4ybgWPOMLHg7cSExCsIn1UuRqKikJTg3xWXNjLuGSSSUxEvoYzQWS3Ef9vFDTBdtD75OTFjRLPB48GRQYglIXR33Zk44MsDara8vGVyCZPIYcDEVoPK6pftkG1YAek9hbPe3jEOMB+H/wARgkgWSUhSdI2PeEwyVxJA+iWYMix/MJIm1g4xg0QSxBtI7Ez0MBMi8ELbO3GaLKnPLjg7x2gAShGgk17uSJSJSBVF29dOGI0qJiNqTaLTNPGXxCQQVYmIlk/dxhIjVJIbk3vxxg6RjseDYN4PXbTQfQxVYi0MBLZFFfGIZIJJiSbgnzsqcnJwBtg1yyWVxFODIEgU8pDweOwnIN8GgyE20IEbDeEbxLZQUEaC/wBzGVGqi5EGeCFZ/bLcZs8zEpOpHUk7yu5M+erWkwPSMUiHCNgjEeIWqx2VLMGQoAaj2jFqrYkjXjFrzixoxWzM8ZHhr98OCYOKYAVkR3uTq8FRLNy3Dzc71OIS1xQC0XJybrJmLERBQKLWMecIDWCRJ8vBWQQLkrcjxw+mAAKjNZPHDwbxsHaEQq+nfnAIcmh4PXGCtJhV+ntijuAldEuUUMahFYTCE0kG93xy4QvYfgbfqYaorjxgxIFVS0vtghaE9w/j8O5/LTqyJjYqXy43EahNqFsb3zf4Fgis0D04yKPXOsA1zPnX3x1SFqjJsfd5MIbClMg6Yp4d49mWLA6h4K1v1xAASIEIokjucWviHh0P7xiqlCJCZ9PG8BS5iUVIIE5hmJu+cj1gNytF5js++RrjEAmVzO6Xb6ecm9RACA4DYUP9MEKQhmQyRFBUT3eAcEVFkGZLYQTE7PONIlFJHbhvpxapARbFncAQGgrFHGgJgmWExFRpqusuQJZMiKnURp3Hpj9K5CIWYGmErGsiFF8Nz9cPOPjWLxl1Ol7zQerJ0n7YM3CJqOMInI5CI8k58t5KeONOUOmLNb5yJZIAi3blaXtwpjpLJHANTU9YQFMK0Xljb9C8INV1RBCNDs1JPOOthHCFMvn07x26DBoNMNLBs4vAmQwKkja93UdYoMQwBCmVQAAiWa3kGoyFWWhqghvyC4mnQt5WfZ7fhEfIIqQT7uO1cI9lPzAMrEUOAbe8YnEKItSknkJ+V/AVagy6xg0KhqIXXs5Bkak0MQ29qp9a3ksYLPyhZO+/nIqWq2GD1TWVPJtnt618XiIIBYYu6I3eSggONxPMPipyuVW73xX1xBRSIjfvg2TdPVNfEx8YDiUWEaJ5v9sqQJmgdK1MaN4BJpYgUESvJjkkkIK1ETczX19IMxMCLkSS5NdTjMiNRESoPpI+pgnC2QWCkkrdRxgyKVbAp63w7wEICiTKwFXlkj24wTnjJCDqMshD5xBJMXN3d4yQwkPx38YXKERBVxiAVL0dYsjCBoVPKnVz8YqRhCuFRljVtoa8ZECAlAgNk2hBVTM47lnoP951ghIVECUDzx366xAjBegu/LZXeGmgpWg2EsdJ64UJqdM2RKSokRZujFKKFpH7hbofthwUBSDpT3yvo4QKol7DtfMq/gZFUlBPIj7Y5JkXbi/6fmBWaVPQE+t5O2JXVy/ApE2Xjtmog3wq8euEoqYGkLEm0juNeuKIFUyq/Cmo8MubrxDAj4RRzeQBZNolkhZQPPWTEIAAUBbEptXeGEzmk2nK0fviRQCJrT2cNlAFjymiD+vOCAXLE5Xwkv8AyoxmckiiUVLwWzG6e8fn5gIUaDEk3MxVGMxLaEgF2yDmQ84MXGZXkhUlMaYl6cnBBKFAiwEcwR6YluAEHMqRUq/HzjYQZdV2bBAUUo84JDIZAWrBkB3hvauxuQrHMSJ4k4jCQEefGLOtYkE6fsYzF4yXgyBiGQ9XIxQVZdPr1keEeQEQ91NHqohwKTAzAFLYkyxtvcYcFUCbgqd/vJ6jid4hYzEvh7PnCBjGoBtpff64w0mwABs4ydLSgEIo0BBD5yYvJpjJIkNMmiO9uNJZJC0Et9HLqfZy7SAwEV08To5j1cCNFYyIXGGZGv3n3yBMryesflzeIKUSpM1P9emdLwe78X8kRwGJFP7eKppcNxqW4TAa3ysioQBqwbmGZ359TIoNsFtcHJtveGUiSmjcUcVfnNUcW4TY0b9MZzCoJRWy8db4ViPR3gKCtTFIBse5jEgCEmg13s75PvgcVqMhBxrfKbrFI4gFASyzMtaGrxPJHnR0S3Xw34JS+Goap384wVIYCCBuCwz7J5wF1AkCKo31fhyKIYASugJaa1hXtJjwEVCyym5HAyWIMSRI70uuMcjMgR7EHI++McU8YoMI3XvkwQsneIC9oQef4yYDBcy/z9chbHEAo5XdBcWOOM9VIGPV4JAmPScZNgmgYImZiR583tBxSokyT6nHJhsJRFSjOjc9V6Yk9KuQirpe+HRNpcQxQVu/WDvjHLuSNBuHgu3njzawAAQp0BxL520ZJoKyjiNDwfy8/jOYk4Dg5sdp88YBA0zr23+XN4QWQm3v/UbycaQyE8y/E3cw4iJKpDDSweUiY51uJc7eKsIHiv3xFdiUsvKIkiu8ZRBCy5h0vfBjwyi06wQhIYgjrrBnQpzMfXAOWbAuHXXOKfJKmChQQXO8ukkFEps799YaX6kaWdvUezil2Agsbvo2VMYLAgl0mIyIIY9J+MYDG2xExu9OHGgtZZn11F4ZaTBUh1M88HzgaISFAAt5CXOsJaJYkIAJ086pxbhCHFNG8Rgm5rn3yaYNge/nGZiZ7x4VotrESL6XAEegcG4BpWV0k9ySG5MLTZhggVkImSp44HGigqggdlhd8y7yN0apQDoGx0hG67x2yIaQqwBYdchU84PWAkKugs8FecQkXEkc2JP7HneR5gCko9+r9P8AAJEoxwyAT7k+2VQBQ8u/zCIbAdEc4dxVuXwv8AjkSTwl/wAYdZVYTKbmh4ijrFW0RJARkSNsemEzBLK2b7hcmA8FL4hBnxGM8CalHtuZ9slzUIg+dRGTTWeIHG4ee8SxEJQepL34XAtJpiCYuS3nmMEphCyVjtOp+mCMDhOQl7U+/rgMzSgyFiGKTq8igSLBRDt1UPM/ONaIpChM6Ddn/cUhKRp4TEJK7sufGMSFIpLSGE2aufGLLG8SJAhMrjzhImb0yiA8DJ2W+uEkCEUbmxjCuMgD/mMAT6YCgWaHBiBfXJ4sQJk0I94jDUNAAKZdgfSIM229QIhDZBSWblx6dASoqgUXXAGABtEs+AkC3v8A9xKCxcIuFUrCRcmrZIJ7gSBc8ehvDL1lJUvqo27WdT/iQjLbdCSYxn4p/T/ZH4aw/wAZ/DjIwNqagDVi5oqgUN8vr+D+LtE7BIxcf3ucO6MqSRAMJPGtYG7LkSUyFz9KwZmIFRI7Ed/bGXQUINrqOALO41ORQFAySjkJ1WuDCQYqMqNJTMnrjARhSSYS6ZldfvBjxYlI6LCekTw4loBYAqQ8kJY3g4zQQJfI/TAoCgaWqnnfRJkcEAeSgFCcsjrzkYsDMVM7u58T9MtGBTEdBXtjf3xa0i1ZS4JkiON+9ZAk5GQOATS7nnRhcAmsThHqV/ByDIg0KWlnZpwOuZwKjeEJDOvXBZEPsroxBcFHTz086xkxASY2wsSZg4RW8NxE4INxMx2vlwBhICF6CoOa7rA5kJFbEohKVwG82CgyXxEg21tyKAtYUMUUL85WxUK2+PT/ACEJUjcqHIEjgPaP+/7I/CPxMfw4yMMdmK6QMA7D+++M7vutLD8YzjH7w7hMx3/awohmWCajblWE6ySBy7YU33bgROkTbDFs8RMkvvj6U0aC55OI26sMJF4wJJTMNPHnnAAEjksTPJxFd+usoJNIVmQ9UqF7OsUwGGhoKP6zkJcqVIZWml2MtM1Rl04IkhkmfIeOomMJJCGAA+gW06fbCMrbNxCVTQfdonCQjKw2CLE0MJex8zgQeQFbSB6nX7YYtBiISNHfPuXXI4gyZ6ABARuG9ZDDB0gg21DL03rI5Cg45/jzhzzQFiUEBsYD5cW0aEsO7in/AJgKsEgXMFBMLGgTA/8AIiP9z7xvJkppUBPTgr+8ojPaJl5VDzbm3sXG32HsYoX+3l5mX1z5/wAyG80LEn7ssdhL4n8n5zn/AAqJAkeQfBWVYUlej92H4H484gQgnNZHJzk59nIRV4RD6M4EAnQLHqOQKO2n13P7OADgqFB9qn5x+2qCQsiBG+byWYNKwxHz7ZLQ4TIQOy14+mCikBCUHPfRWawNujtJl4Rpn2++GSwtaD97xSKQAVB5Jhf7eHzEkbqRCXS9ZbgZpQ1B4HceYw7nQlxKmPI9YxSEAOAYY8gmU268k+2CJCUTBWPbzgM1TJbXuYuKdpgz7f8AMdAbUhD3YyRK+dK+CAxlgryR8G8E6rQB/qJLCtEeODR0wn4/MFJgFJ1pOd4Aim1fQP2/0lNThtuszRn1MhsXwCPZcGgUyML704hQTMAvSNPvOIcE5i/6ZoPUK/fCxhKjjOkQgu//AHDh/k17LL75ABB0DwmPti8XDl1lIuAkxptmZW9VbO8JZCefHoh35xzEoC2ciCTw+M30SZELKuip+MCO8CZlX0MrhJPMuAAD0V9v9y1zbHmT+cms8+8x+YMVIQ8HL9sc5JHH1/k/JP5codhPmYIB/aPzEVDgeFjP7ZLW2L6gfx+k2NYHy7E4GnAAfH/fyr+OoDVfp3/byCqSqi+39z9JiJGl8EMfVhtHb9PyLM/5iZAkw85aATEnE/8AP0jpffJmQiUesn3c5Nyz8/7Of9gMRCGInUBMJzP/AFwmE7g/R462seuEInti2/smAAGiD8x4dOALILyRLZTzswI6C+N/v+fgkmJNeP8AQlAOd6WfYxwgMsvJX0PzQniirL6JVdf2cUApATz5/R6M2CWkj6JwI0iN5Wf5/NGiqCCyXfzGTuUR1FfWB/Rgl/fNjW0RwHtzgAY19Ar+fzQOxaE94rNISuRR+x8ZADTf5zn/AEvAYebqRV+BwoEIgzE8h1U4ADVD80MPpkBKRgmRoeP+5MCEvYk/onMGGO4Q9toq+owRYCGSyc/m+fOGCcoU+SctDk7pHafEjfeKUIV+ht2ZeuTfsW+mQitI1QNr3v8AbDIzRuZ9/wA4VrBMwUTYGj0m84BAn4PPC3+hKIoASrxFzgJjgcrcO4Pt5x4gbBBvz3P56YIMJ158Xj8EowhHI9+T0wjpRQiTz5/QagwBt1A7Wvkxuotl4ER0oSY5zgCACj8+HEkViZcZvcmS2oqRff01hAR0JH58qWX2KPLx92shnLFLuUcD9XDlI2YhX9BUEAuNn9sQLFZLQGx0f2cAJaF4HfA/nRQ04bX7HnFSsBah1etnzy4egIKlzb/P6HLiEp+hgeSGLUV9o/8AcqHMDt8F5POHzAkRn8zzBkextyp7XHcbyyUiEa4lod/XKPBmKh8eeZ5c5l/RGPER48mTVDMJdLbHr6ek4sJZYUif2mMLEQbIT2/KRLUzic5IkSSn3xvhIUi3FBtlgxnIjBoXWN6NRq33A+vpjJ5WIj2vl4sMDSjsP/nwfo9IiCJY6T+MskWVfBx/d46C4ksB06a49sJTkx2epgKgTFnxiJsckBVA2sxB25FUsSBLFrHpC+HJEIqQVQSjcjg8IqlDbAfbF1CHOCASVS/nEAhDp7/FRFAEvpGLxSSvSYHRGR4/vGHsKCikDaJ1JvvBBEX/AK6wVBqYkW0b4ffAkYWjmWFmOBeKhkIkCPJTOCoOSKmJ9tB6OCIs0MMoSX2f7GFUWS2G6l9Xv9sCoIEzCOG7+hhoJoD9KmXIgNSdOIAa4Rav9s2SiJBPiON4l0ZDJ7z98jUN5MjTf7ZCwZNbKB0RDhWClmhY3qRPm8qWgsBG2bpNHxOHKLEqlJLrtTC8L0c1kLOla84hmBWaBRJcTOucYxFvYRQuxpreT+coigQxyzXvhxFOSSsXQ685OzZpFsocamPTvIrJYV0Q9giIqnF9E0cklvzJ7R64U8RVQEBLyrXLiahNTSgDxz5yDEThLLCN6C407yB5fBkJAbGfRkPAy1ACcruLYeUYsGEBpiKIvde4ZGIFWFfb9OAwh2EmcnuxH2w1hmv+kxxfJ2ANIi18OoxUmcGBCDRcHXeIEF8AEXjdPTJ1w8xNVPWxvePtJvoAAt0IVreT3CCrkAJiK5EvGoh1Suk0iFnTvtRYMFaKpq0d4dkIGCnZckbd4/SoqIMmy17RPzN4A1YAYPJPvjwCCwyrA+sneLay5QQC/DFnp6ZCSnVIECqI+t4ii3jjEM9iKYrQcRdnK4/pgF6iCz33kAAAFAAQfqQppT3xJECJYgz84pInBElYr2+cbIbOkkfmsW7cfCGzzbuzvCsMUFIReob97yJcFWSBETgAAAcH5af/ALF1eH/wSS+P0+5OufxBC0svHnX7f/No1CkN/wAf/Nf/2Q==" width="354" />
<span style="font-size: 12pt;"><i>Illustration
13: The beetle ring of Sithathoryunet in homage to the God Khepri.
Middle Kingdom, ancient Egypt.</i></span></div>
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<u>1813BC.
<i>The scarab and the Dung beetl</i><i>e</i><i>.</i></u></div>
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<u><i>L</i><i>ocation: Egypt.</i></u></div>
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An
Ancient Egyptian Artifact representing a God describing an
astronomical objects is what we investigate in this article. The ring
of Sithathoryunet, the beetle amulet. Sithathoryunet was a member of
the royalty in the middle kingdom period and her ring was a powerful
amulet in the form of a beetle. The relation with the nature world
and the heavens are well represented in this ring. Does this ring
represent something astronomical as well? And if it does, we can push
the age of Astronomy back into an much earlier past than the previous
evidence suggested in a past article of the Age of astronomy Series.</div>
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<u>The Dung Beetle</u></div>
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Dung beetles are
beetles that feed partly or exclusively on dung.
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All the species
belong to the super family Scarabaeoidea; most of them to the
subfamilies Scarabaeinae (scarab beetles). As most species of
Scarabaeinae feed exclusively on feces, that subfamily is often
dubbed true dung beetles. Beetles or scarabs are often found in
funeral coffins as well as mentions in Egyptian coffin texts.</div>
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" 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<u>Scarab in ancient
Egypt</u></div>
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Several species of
the dung beetle, most notably the species Scarabaeus sacer (the
sacred scarab), enjoyed a sacred status among the ancient Egyptians.
As this scarab was linked to Khepri ("He who has come into
being"), the god of the rising sun. The ancients believed that
the dung beetle was only male in gender, and reproduced by depositing
semen into a dung ball. The supposed self-creation of the beetle
resembles that of Khepri, who creates himself out of nothing.
Moreover, the dung ball rolled by a dung beetle represented the
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<u>The God Khepri
and the rising Sun.</u></div>
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The Scarab ring had
a direct link to the God Khepri. The shape of the beetle on the ring
represented the God and when ancient people wore this ring, they
believe to have the God with them. The God Khepri known also as "He
who has come into being" is link to the rising Sun. As the Sun
rises it becomes into being and therefore is represented by Khepri.
The beetle signified the God Khepri and the God Khepri signified the
rising Sun that was represented by the beetle pushing its dung ball.
A very cyclical outlook at life. From here below to there above (and
back).
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" 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<span style="font-size: 12pt;"><i>Illustration
14: The God Khepri's name in ancient Egyptian hieroglyphs.</i></span></div>
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<span style="line-height: 100%;">The ancient
Egyptians believed that </span>Khepri<span style="line-height: 100%;"> renewed the sun every day before
rolling it above the horizon, then carried it through the other world
after sunset, only to renew it, again, the next day. Some New Kingdom
royal tombs exhibit a threefold image of the sun god, with the beetle
as symbol of the morning sun. The astronomical ceiling in the tomb of
Ramses VI portrays the nightly "death" and "rebirth"
of the sun as being swallowed by Nut, goddess of the sky, and
re-emerging from her womb as </span>Khepri<span style="line-height: 100%;">.</span></div>
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Plutarch wrote:</div>
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"The race of
beetles has no female, but all the males eject their sperm into a
round pellet of material which they roll up by pushing it from the
opposite side, just as the sun seems to turn the heavens in the
direction opposite to its own course, which is from West to East."</div>
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The Sun being an
astronomical object hence connect astronomy with this period of time
of at least 1813BC. The Quote by Plutarch and the artifact found in
Egypt, the Ring of Sithathoryunet gives a tangible evidence of
knowledge of Astronomy at that period.
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<span style="color: black;">So
what is the age of Astronomy, you ask? At least since 1813BC. That
means the knowledge of astronomy is at least 3828 years old. </span>
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<span style="color: black;">The search for the age of Astronomy is still
out there. Read the next article of our series on The age of
Astronomy”and see how far back we can push it's age in time. Stay
tuned, and continue reading Ancient Astronomy Series. THE AGE OF ASTRONOMY.</span></div>
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<span style="color: black;"><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-67-alignments.html" target="_blank">Next Article: THE AGE OF ASTRONOMY. 6/7: Astronomical Alignments: Megaliths of Carnac, France. 3300BC</a> </span></div>
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<span style="color: black;">Please
take time to read the links and PDF files on this subject. </span>
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<span style="color: black;"><span style="color: #222222;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">Links:</span></span></span></span><br />
<span style="color: black;"><span style="color: #222222;"><span style="font-family: "liberation" serif , serif;"><span style="font-size: 12pt;">https://www.metmuseum.org/pubs/journals/1/pdf/40034600.pdf.bannered.pdf</span></span></span>
</span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="https://en.wikipedia.org/wiki/Dung_beetle">https://en.wikipedia.org/wiki/Dung_beetle</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="https://en.wikipedia.org/wiki/Plutarch">https://en.wikipedia.org/wiki/Plutarch</a></span></div>
<a href="http://www.wikiwand.com/fi/Khepri" style="line-height: 100%;">http://www.wikiwand.com/fi/Khepri</a><br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-xxrip0l2BIg/V7S945m4MwI/AAAAAAAANSg/F-we1XlX7WQz3WoYzWVc-s4MJQhOHKhvACLcB/s1600/Age%2Bof%2Bastronomy%2Bpict_numbers5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://3.bp.blogspot.com/-xxrip0l2BIg/V7S945m4MwI/AAAAAAAANSg/F-we1XlX7WQz3WoYzWVc-s4MJQhOHKhvACLcB/s200/Age%2Bof%2Bastronomy%2Bpict_numbers5.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pubic outreach program by Astronomy club Toutatis, Kustavi, Finland</td></tr>
</tbody></table>
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<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-33590794527261680312016-08-15T12:15:00.001+03:002016-08-22T22:34:38.923+03:00THE AGE OF ASTRONOMY. 4/7 Artifacts: Nebra sky disk 1600BC<div dir="ltr" style="text-align: left;" trbidi="on">
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<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;">Ancient Astronomy Series: THE AGE OF ASTRONOMY. </span><span style="line-height: 100%;">4/7. Artifacts: Nebra sky disk 1600BC.</span></div>
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<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;"><i>What is the age of Astronomy? How old is it?
Can we find some tangible evidence of it's age?</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;"><i>Many clues can be found in almost all
civilisations on Earth before us. </i></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;"><i>In this mini series of articles we will
establish the chronology of astronomy with astronomical relics,
instruments, artefacts, alignments, maps, references and places in
ancient periods pinpointing exacly in time, the age of Astronomy. </i></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
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<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;"><i>Ancient Astronomy Series. List of the articles.</i></span></div>
<ol style="text-align: left;">
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>1/7 Instruments: NASA's STEREO mission.
Predicting the Sun's activities. 2006AD</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>2/7 : Relics: Abù Bakr Ibn Yùsuf's
medieval Moroccan astrolabes. 1216AD</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>3/7: Places: El Caracol, Mayan Observatory.
906AD</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i><span style="color: red;">4/7: Artifacts: Nebra sky disk of North
Germany. 1600BC</span></i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>5/7: Astronomical References: The scarab
and the Dung beetle. 1813BC</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>6/7: Alignments: Megaliths of Carnac,
France. 3300BC</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>7/7: Maps: Prehistoric Starmap. 10500BC</i></span></div>
</ol>
<div class="separator" style="clear: both; text-align: center;">
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FtV0KN/xYBJPHTjVW8lrbGqIArtn0/iha8i1maNnUqbZXk1sS0RVxyOWytTTykaqmjjRQVY16SrVAzZbkYFb1vdZoJzN6Vqv/AFFYzO5gTpGJOFbZRhBWPJavHYRaa2hr9gADsYqhx3RCThRgbHDZaLgTys1qxqzukZgLN9Y9imKwRNhPmMIh1baN8sQCK8VKvXzLlKu4M1E1y3zBhH/GyfxrD1MzMbMZRgIIrBZ5BLPYPlAvxyqw8dCh/wCJrre16K6eDVRql7beXUyvAC25hs1NnczrAxnk63EazWnhUrRxlustm2Qlzfp9mZvJiPZmWEKFrzN0s4+nmTib1JWqmN/c/hvy1OxIWD8fp9Y/SchRqydbG2vMUYgMwpXJqrqX9vBP2tGWSofqFUQlmI+G2yczxkxqZjVcmdwVqFrJwrLK86HEbJPrCcJXt4z1G+ck/bEOZ8GYhX7dYAOn+DDJ0921StEa2DhyxfErgEsup/4ficF+RPKVStBqO5ZnwpZAvQCzU7rv9qys+ZWrpZZVvRxbhZxNkUI7Wuq1ofGMsxsjMTH1Mr9CzeOYRS9jRvzbuD2fP26azX9vgFf9OsAaYKmtd1wCD7s22wJm2Y9b+f8Ayb8VA+xO0sUmlflcGbToxWDltXBpTBWKrQp7fwIox9vWdeT7NiFfT82zmFf3P5GNetetiBPiFptqmpae08YRmdptgMfIeEq3cnk8NSroa2/4avlPfW6Cipz2q6hWa0AFRWfVGWbRW/a18VKsdgQ9ays5jVIX5DVaLc8VVheulVYLWzGNrtj26D2f2w0ZV3I9S2IqjG2Jr+4pwfptzItg0jYdmxXWoBi52bp+zABFzgg4A0+zLkbQTT2UETqYyWUbLWpim5VC9BvFWj7zpT2SpnyvcJm2xXuMuWYTPjf+Qe/wUkzb0bTTEyJZmFvaiLvZyQTCxn5A12bfTfppqsuXdOQFsDKUb/gxQxpXi7VfTuLZXya7q8lTWwWN+SrvNsBlmelMAOn4qqRpkbrhQ6Ma6XSqrydecCy2wE9hVBVVta11cpWs21gXEzuCGy+Uhw0z2pE/Mm1iGdrIolnU/InMV/sCwhcGbAHO4M29e3gXSfM+ZtrAuYG6IJ5GFSsgPFY6nfIwJ1FU5M/nraxvf/P8ww99htD+Fbh0O/me1Qxb0ZcKfwxs1X9qr+wxjCazWVsdXB35CiPWbK/+C49Jusu4dIP6hmjXExj5btmsrRq9dYcE4wmoZfHkJ6ys4OwFbO6IXnkwWcYDFgGJOCkOcs2LC12GbysHCRMCL8FfbrMs/Inr5grFldeBZWeiYpOvwu3vsM5DgHxlT0c46M6esd/ZVOGzjArhBw/wthWwfh5He4cXkyyl64SGlY1BcMAmQoEPZ6jfgDP8c4VRPV4fUfMVv2UbMex3JbZs7uvcOjp4SWDBK1/JhCIomsWfxZss5ChGdTcv/AVVNdaEXjLda3IcY1zrBu9RYrbalK8lTmH0XXWDM1epa8QMuVwv2auL7tZ7QWYU4WNmM2K29n1N03c1/kq4yqgMOx8Q5jWZBUhsYC7bibAxWEVozmKxEGEOfZhLRhRZ1rK2M/hciZ+zKZsdH+dRLGnD4X6LiclBKrmQ8tdx+qfx03euwM1MUBopmsBLfbsNmKCWZexYfLZlEYvkbT0UcGuzmE8aihv06mZ671sXabCxZjrWYEE/JbU0fLVNaAf+A+mcYcbh3WeS7sTGYHxVZbvOOpSKCWH2pTqsgxmR1VCW0KRsIO3VlxMFJyK/VB4kabdFf3NK0T9t6yBjYoVbI/tj5bYZtxhSY2dy0XAFJYTx5cgbesUevUxPyUssZsr9qn1sbBjKqzsTYbbSyY6rn05Q/wBZ6xYQr3Viccj9MVFsVAK6/Vfk/wAfjE+FyxYYmvZxsxwT3FB1bRy/TJlotL83l5FFDVxNks51U7yPYC0cW8/tWfBg+wrFc5QzLseReHvw3Qof979L+nNyW+q8g2gZaZ6IhwRTXvP8/gFjPkG1mDLgVtgMdJXdP2jY5GMmdGLYfHaxaL3HHSt6u20XFbKPVgGAevdcNPaY1m3edYVxF1DLkwsScmKBjYE9kdmHBnWfXEOftWwwzd/xkY6DfCsA8ZZ+L/TyKee1mJc0usYw1MvHK+KeTP26QiEsgxmOxJbo7gLrD7QwMMXPiCpmCY1+nt4/qr24jWZDMWblnIscwnq2nevhNtVtlft8TcmchGZKfp1nIubAo5HH2/3vB4bcy/m3njcU9gI2LAqNr2il7AgrHSl+1xFWIm7fpr49LiYOVWL+f8J6zabgopDLtqQRgsBPJ22c/jMZ+3c8uysZX1Y3xtrFXYagB7BNVhZfEmQ+xVtZ1Amx+ZrG7KjDAaJ3N5+NjHvOZ3sdhMxlVpx+V+293Hi3VVzMc5CxcmYfCtqJn3RY+sWYzPifnYRNRlq2lWiMm9JZhcjDr1x5HtLFUiMZkIz1msgrZWPmGKpE22jJtLdmrunITJ/3QGSmv0/h2XNawJxASWM4i6wE4IGXU7/MqVmeuscZeY+k8xjoKrOmc/i4/bXBb1E/+nUB3n+AYlvyH+P8a+zQiNlArZrW6ZzPwmyLPV2EXCIq6LYoaDuYFkCjDdfZsIwX9xQ+WbITycl34NVFf6Wp49bcd1PTWERWi4hyCrGM0Ha2Z2WtnYZx+R8fWq5yBBA3ks9c2MM/qBGa55XV2VOrKcdwQGBijryGmTsWCHXeV92NgPtmcSw03ljmbTqLOhF+Grw+f2XXB/3P0unVOb7zXB+YQsC9Y3evLNAwjMYz9cAk/VOQR52VGl4Gz+305YFjei1qMeIE/wD0bWwLqH2GNQUzFbVbGCmtx42s7DQN+3kLPWeLrNk6wxmPYfDPiZzN+lEVl1ig5sGsDZZmGrlmFPFHFHJ7cZqNhW4Ntg52XErFl0/R8mNVYqd/Zl6/FjqrK02HjqVtAu7NWrL+oPkPHGWrUL+nUKtKqPyBP7edp4xLunXodwKBGswW+Ub1VsRcGLq0tr3rrc3UmadY+z52P42ViwFSWsr2H+54NxJv4rq9iqrEYOFMMxipaQgdgIMCMvoF3lLjj8ncWp3BU19v1DQRW1UkmUtiPZ77MxPcY7gj0M60OykV5rf9ttzWVcEswAXh8nZktSMFEDmeXsERlKxQUXqDMyROxO4O4GAbvBI1x2z5el//ANi2JYY7DdsrTYT+oP510nk2BEor8g2rtHmuTxO7+vmaJd1mIz3XCmxEs+PJiH9pEG0wJ7TqN2Gwos7jfK/DV+g7nkLTO0J9q0z9lxFypKzHtj9My41xM/YT4n+XIHi5N1beW1e/9v8AoGrVOGxD8yrly38yfbBMQbGoF7wxeZ97G0mSZtG7nGu8K78ZkPMWuvMzBKsiN8CsZAnbKv8AfswW7J0EIxOhDgjCqnEpZKqr9eK2GllOEx1+ELKK9iTthupYxB8jAdReoJgJNjN+/lTHH7XH5Q5HHYkTULLGaJjCq2fpWP17+zXdDGVZfLwPliqxVCQ7WW8NUSvlVaklvJaoJWvA1MXpTnbWeNYAMkYlnx3XGuUwwTTaLrpnELjG3kWh9psBPYpcvrxbPt1GEGcTuNgqBqr/ALn+3+jcXzcn61bg0261I3ijsGPzAP20TFa1hDiVj1ZdgyGBfZkYOq7JnWagVnICoqw/K7IldmZ/BzmH5PaEzWfMYbTU5s7n5V0lGRkFbWL6YmAJqI1eBjMqWy1mYpFO49cLkxclWQ58ZU+NZqpjOwYN7Vl0s/WaReZs1lhaLkuRpOHZ+n5fQbkk+X4hynCG24wVdcT6aP8A32Gs28ssr1iv/wCtNsQ9MFnyme2+exFssjrvGVWmqsDn7N+XUtUsiytcWNjO3RO05CxbPPXGm2IVOu325NxE4vHXm0cpO/8Aa/TGC/SeSWZ16IbUsxiD2C72115D4n/01xDhyPn7YaKesawZ0zlV7hKlfk2LYYMwnJZofeNhFVmxqNSBAOys4J/aX2Sys+OzWfyu8XDp0Ylw8flxGzZFrwX1mpzgu22YzPMbxljY2XKTY7DIivmxXxBbpGXrJK8Tlbyzis8FddVlr7ruFU3q82OKL1o5wPRTCrlrG9ZX/bZgoa5VUMdsdKBo2J1CIc6s1bMriY1mMRc6sTkKGXSMuh20VmM2jFVbjcgV2MCJmE9q0afzdxK7TW3hruUOhGD/ALOnjXcicG56eKbjsvUGDMYmSq8dBgTrT3YnpSvePbYKc6RrO1njXTrOp0JwE2lkZffx4bb32GgbMb2gjHrbQvgHMrcg1XWAfqHMtfdyqhRiP3AqrAoEZYAAudgPWDOVwp1zYxE2BBfEPz3szaxQGK1s7+F65XWhmuSq5s1zMkhmYQWAz5i16sq6KiqItp8b8gY2sLIk1KhlJgrDAjWMwSWWAofcbFJV2arN+R46mngEbZJqNcYZsGHKw/LEMCBpj10XBRs53lFvn44xGmfssRZyPav8bORUV/2aqXbj8epuJaVe8/IOJ5PaNkSpdX1nWExCoSH4+I3ZK7GKNoMmZwd2M2Ofbb1j+wZ82YrWMmzPhCSPI/ZZfHFrbBXZtvfTomKxcq2bLIvQ/n4s31JDBcl4BhdoQMDqbd9MelHrNo6x2wPpf05ePXd/cUjTkUIsK4AKwtstjFZhmAwkSzDprEbdP8lDTXefFe0zMDNrKsbATYy5iFr7moD49nuepzrDiYYDCmOulnlLzbaP7OmfIcbMOuoV9VIZuDmrmGPRpNIa+q43X2tGrWpvX/suPU9lfKK08DP3U4KZaV+11XrFbo+7KDn5DfbXEK+2AIADPbGoK4CzAjDI6EMPQzOpgNMLg4EP5T1KgjchMNgv2kT4UbzIA/g4nYX5+2dTBrmHoia9hFSEDDDNnArW36p/FtYY2+rfNFtjpUq7TXxwg7a+pTaLWM/jDZrE4XKsh47Vz+GYiGZ7xrDjfXrxtsqrLDFr0m08e8+mvumhneGUQ1yxcxvQ7dRiEOcxBGyFr9TeWE4WLuJYdm+JTYWcer5nxOYhfjnNi2oQf9gBk8FlsTlX+bkBd41WVNPTVlTkiV2qKsCUrkrllUlVcddfZsTGIpyD8bNqD2QSS+kBySDlhn7fKkRVE9RMZ+y4WBeuwoH2KanJEzhV7n8nOy653hbvJmSYDPxmckHEbJRVyuqqGC7cS0cfmDkbC2xgoXyvd+0nKrEq1Fe2Sv5asy9ZPpLHxXwOKK6Pg8hNwfaOF0azEdikDQvZ5FtCRbk1ss9tx4jY2+yyuzu1vHYj/qeOx6E1xNYyYnj1VX9G9yBDjT4DKBLp9PYf6RYszKV9vsRtMbRQVnJr0/2KnDLcE4rUOU9RWyHL/BWWAObOKBF8vHlZU1tk8bsB+6fiHLTIn+M/hYwxBrjCgiP8941g7Dqwntsjoo3WP89ieuAYzdAwnMbZYO26Vs6iHWMO9TB84AE2GQMwLrPIA2erC2bFYjXacXkeNbLq7A7VVx7vIX1ZNfsMxGxERkqwPG1W9lZHiPU6JoG9oQtVpvZYXe5m9s4hu0lhCuq7PZZrWoDUL6ToHpq+I36TmWL42WNMfayveEAvbkKW2jE6sdI2Vmp8lFx48t0eLT+ydal2+wxPicwYN143Iwf66Us6Lx7HsvpC1askdSpP4tOOAbl+f5X9t8iMwIsbeDJUnIEGZ8Qqcp6wo2Owqn23Uzplc+46OMQu2tjHI+D8GzazPX8fzgZKsSF7MwvjAJUdxPkncjQr1sB7LX1+J1ioBNumxNcR8GEEsVMziKm9fU8ejGz9xXDzjUtyi3GrrNdPHtj1spxmXXaVVchL6d8jkWiquvauvzGsPd+nSrkd65dttmysat0Qkhrc2n8Vje0rwtjDeuhzy+HWsaHP2IlqhpblZg6hujklvaY2i58XCf8AZaxs6zXE0YfbOJcS/GJh/wBhx0zXTaa7V5nq7L5Fb0aMxlC4qVYQczuMwhIzgZzlmU4H2/IYzAzbO/qnvMZLj0wNVmwyA3j/AJGQ2ZYu0I9EYB9hBdibGfAbuHImsY62eTvYlgr5GudQo2jfG/e+J/O+Bt7Be9cjU46MXZYrKssawoe278ldX6VLss7LgVn9Rxh+OxNgJSJybJbfaC7EEsXtsOJ+yjlvRXaVh3LciFjha9lddaVZjGMDDZGG/F5H6LmMmn2fM7+9wWxPJoSPUDcePv8AKISbNvHzm/L+Yc5aH2nMcpXxeK/Lt+o0JV/sKr2CmU2gW/kpD+T4n5sMCViYWCvcWApXr7fiVDT1znb77TXAX2ZlBi4WGZKoewM7EDGVsr/yZgYigz/NyuqsCTX6tSWATE9dzjY4Se0VVEsoAFl2nIu5UscbeayK3SNslv7SjAJOHVfE5UG7yKtjkCZzDDYfC2RM+UdSrvmls1q2LH104J0vrw4WeynRUR1zG7sKwNEq3lbVpLGZYu2rrWHfHh/FmfBrX2A9NpjcDunh8hrU/wAn+J+UxHj1rYnZiv7WQ5gBQ2KXpDeVfifz/LRsyyvyW1OFnIOxYat/X+ftx7lAFbeJsAUgG4YETqd4HU3MYwH17WdT/KYmvsckr+QbM2RQrDDdwfi39zJU6jGOxjbXr2J8A2xShW42uTyJpyXI4lkXi6MeMdv0+kTj72NXy3r5FDUNywdOFyNQmZ6CLgy07wLsuusb3bYEeL3fdT0w7Ey2GmfcrmPQs43MBhrRxyFMtr8ddICqus8nbv4lubaVsssYE6zrJrAidTG0FQE2/YxvY1Y2UCurfEaByVBZ7c+K20YjfCwRSsb8v8rlJmu0WzI/x62rbZuG2FzB9sxjFGq2+tXL9rLR7f1a62ts4/0UYt//ABysryfp93Hrbg2CUobK7szirrUuM166NP5YWT5n4zYQYgyJ1MtOjEs0bybHZtVX1/Ga6Ix7/Or84vswJgrHkZa64p5Fqrwdh4aUB+PSLNp6s38lW2VRF/LmVGu/kU/q1rCV3roRZx64XWMcr01VHsmusVPQ5WYzOorYLMzmZsSdCCxmhQBByL0Ccy2N+T2TySzae8Cr49cCrBQkCvbWIxeVj90rlQZsMKuwZWjZqm2Zp6KuIG3mC68ezycaxSJ3nXM6E1mNYe5Zmp7K/Hft75yV/LJTlfBEYTX76ghMGnkD1/q/SPp+OLkKwujLVyE5PB8tlqfucv5wUhTst7FCYuJqTMdCwlWzFWYn4TP2AnYJYYTXU2ABsGYTXyTrCKTPClUL2cjkJxqq10E1AjGeQmMjZSv1WIBGINQBrC4je63VLfQjsiPwvHX9OvCcjkUpLq8RXriVSpMRGDQ+p/naOwEDeQmCw1j9yyXDrJd6412Z5DhmPjR8xGYuwDTUAbNHeBvIWbaN3PH79Gu1p5J+U8joS2U1JUKxSqYC2WnJrYrKdU5Nyqi/ZVmRg+0E8W6ivy8ev3QqY6e52eut/MlYEbB+38fz8zX9zkgsv9Sqt7rLOS9dZ5iz9Stla8jAF2beVjwqNuTWCQRLMhfmWe9RUxx0yzEDd/xnY/ouTPZZr7Nl4oVx48Q1qylQT48xTFrJnmronD4Z57iuuurqYwAkYYmJjoLNRkYi+y32NKl2XXET+5yOP4vqHPtAnCUty67A8sQqwWomxBhc52Eb3sK4jA4ZBaifjrPGsDlYbVMrxGJxZ6jYqpY7NYrRGE0OKs4D6zUx8x29D+CvrCRGbr+RZ1/cgK1xV1Pwhzvqszl21lR8i7b0GLGboD1E/lZZmrkcgePkd4YtOM2H4xxzx8E/bojsEMIx/wDazZa1iGt/6f0jCci3aKoD1ek8gexWxZdyF14IwaVGGMP461qOzLmOvtDgNrmZxO2fh8MVJZhRZh7LFNbK3snq2ukVwZZnZs4rr2a2+qmrjcJuY/5QrgnQTrG2zFcj7t3NYD74yNvEi3mwo21loLznUAXUoPH4isYla9kuViRNWWerTWMrGZOGUtEUB2IdHEJ0bMX8tl8a/OoMNRi1sxPkSK+Irs572rKkWP2NnjEeO1FUV4xcvvrD0MQ11vNIUWFfcHeY1NhwvGB81DBo35IIcfZp/iLMHO85Ix9hl1GVnrUjLh3GDtn/AMOQxza2eTyCWs/p8RvdnHLJUpLQtSsXwo8MtsJSrFXHCzbVdh47GjNgfmxHbfC/P5PwuPm2y3Strci5t7PqVIS9PWdmNGw8b9qJW299g4tf0/h+ZiSxWM2QVDRcTGfv/l9s5mPtd8a+JeOSz1rOd+SEyywtO3WtS8x5Bd/64wfLmWMzHQrNm8Sdxm90sEFa2V3qvkAw3XkzK8E6kr47BXfSlcXG1UYWO/7hntAPXHkltZ8iZmCzfhFAc+TRhym0uA2/UmGwNDjI7hUOlaTgdcpsRcRsGGKRGyZ8Stc2WfuwYKjqZYOP3aOK5sps7LdT+TmY9eQB4CCx5Iw39T6LTavCuwbGYSx9XbLVsu/IXDQDUY3I3g9ovHM/nYCdzUzqcTkeO/cMrDWUVeSc20W8rX3Q7Rsj7Ek2beEfTuH+rt/M4nk+x6n5f+R7b4mesRh2RleOZUZy32tXK1sBKTNTS4yHtrW6u/dlbKI+u23ZcYrsTNzl3P5G0mFqkh1LWYK/hOGtN4bFln6tKFaxrQteKBWRFU6pWKyURZ5LKrFLQKZsuPWN7pXXGSfhMNZK6zkj95a8RVlreJAqWSrIsur/AHPif5lBgoV+2sQ4svHhuNfguZPb4lLEDgk+TYxhG/H+TLFy1VZdOapB/pVp5LAOPw7XuZY1nradq9sy5xTVQC964axiMA+sLYPmZhttO53NjkNmEHHH5ugHM4ku+pF1X2LIrxpia+9deK+PR/qPJVQ0wtIsPkfWbDPz/wCXxARNNmz3NZrOOuIpGLurFYMirgUhvLyXDMPZ/JkuqvDkT4a6AEKRirxbRUVprg6/tou8sXvEUtG3jRRiYxEYtFeBQtYbvxZIzt/Pex1aV/K58nSSzGUY4UV7FQswYXZYGF9SIGligNyQdR3PH7uq4buLiNlpkKti+VORmHMPtKW2eu7XnXDW2fP2Mvtair6QWf6h9WrAp/pfTE8n1N8eJn9iYzRVYzmDariaqtLenzPaMpmoz7QgCf5Y9NT9tZqNtQTpkT/Jm9y0pVbpcz8q6ipKaxrVOS+6Vftj4WzE/gTM7gmwlkrC2fZVIsHZYdJXCupJyOU4tcoRNeq+q2g9VVsfbkVbpqpn50HAG2Zx1DO9LJDhVr9X8j1x/wAz+TMuEZPGjKCuUjFZ5cTb9u0ssawMO0XJjIfLZtlZQeuLwzYKqalHI4dDt4xTZrrG2M/CNczxsyleuSD4ud8rmCvIZsw/P8dzrCmWDE99egOO5Dcr2a0+QL8T5mNW5FHmlCVcJ/qFxsT+l9K6+qHVabmyGj5+1+fDxT+1xv7awny2E6z84NYy6TGIvzn3mJr2jftbFVWwz+J/PItHDr+lWUJfVzKF+oc+zW/X1z3b8WfY+0/nqNMToSoiqxVIbeEwDLP2CsscCsAxcsSsc4i15BWfjPmVtGXS5M7+FRY4XHtvksvh3j0GWfKJka4HpMVy38BtBPyGg8lp802aKu1agbN6q2xexQpqrNty1LWlwC2P6S6oPUWyO87eR/HXGcytci7vjc352ivGbo5MM/kqPtcubFfVMAsuN7BpX/8AH5jQCGVnvllQ153439LjtpyLkC3WKFZmnRGpMa7Zaf7PH7pyYfwZiS22qr3r9sFprldgAnQ+HX5LRf7bfJIReH62v/7XP5q01xuLU8poFUs5POnE5tIlllZleRWrBrMegWFsKYczvLLD0nUwIuYZa2I0r9pqBLG2i+019bcbnqMZ0p5S71gm1vPmtVRpXToOmj3BAeVV4i3kOI6gKtc/+fqJ1NV8m9bLgFujHSLiXGZXTU2QhUb6fZjkqcrfgtZ+S2qOMO0GJWq2vX0GYSvpT7cS5/InxAesT+cZYw9QtL1L8exWD2EhUO1t/wCCjNf4xvy/jExOQP2rQa7P6XHweRcdr7FGXGJiNlJ0Ep749P8AYRAr9TsAepYz2V1EztA3RUY22gOzlv3Q58urZVnAVSs5hfi1/SadZsWbOFB7x9q6f3LeToOPr4ttkn8ZzCs1nzDZsqLLAREMZjn8iyjI9IWyqkTWbERjt9mWdzPrWpRrU0eunddiIW8XHK4DARmELY+w+D0CZ3nvZjrOxKWzH9q9g0swIeq1u/aenaVsa34PLWzjzkVqsssHirjgrTQfWtiIq+4xLv2qLD6Y+3WP5ZTGnzP52Jln5Moczkfhxgf9OeMPv3OV/wDw8zUcj+kravzAPJ7ZfO+ZoNLnCyjP6cAztopRRkmKJtD1F/t52h6n+IBBurFMYeqqXalh5Lh3x9ape13P5XLPg4kb5mYGiPB+4P0+IthNYKsvU6zDMDbXEViRjaoND1Gb21lgit6QDEZtSvUaNOs29VvlJeqsozqvl2Ne9TI1JZsVahQze2p21wOQAF+n/TreWv8ApnDrB4tArtqHgqOJZ4ytiiqxvdxqUKPK9NNjBs83dJ+ttVW5FjtF7jKLFtz5PmV7TbDn92/kYD/bQYUzMZhnv7Cckd2Eq65WW4ZOP/8AyOZ/jB8dS4eSl2LH+lX/AHeXp5yO2UmqtsBiujqwWkv+nDehyJ49x8PmAYgni9FGsbM+BQwzYv6g+NtvIiz1a18PLvWn6RWG5fIfy8ofYwfH7cXCxLFMzUY+rThWuLtlcL8z+WihmA9YmFj/ACWjHaKe27lcELQ4y0VQ0M1lzHw1+w47f+urYDrN2Bss3bddGbsKIVKjZcUjy8itFpqteP7LmtuEzazI1Zy66xgK4G70VXp6svuKlW7Ajg77RZgJFM30gs2NahW4ljXfVriCw+e5qYo1VgMGbYDQMS/I/OyDVnwBEX9lp/H8z+LG1ob1j/3P6XGccvh2V7xhL1KTphaWNdGfBt128X0mNop2nkBlblgvo9aqstPTdmuFiFubyNgwDabS5glP0tvH9JxNoZtMzebNA0Vpv3+oeoF6lX5jdT311MQdMwWIxdDGncUYDDMUdgGZlhnZm0b8v8GbZeOfetdbrMl8lK1vQyzG7MIn41sHjaxNN6qvH9RboflHM38EFe6lEVa3MsGti1M0asVVF+61XSugCXINSfSY1r/c26L7CubStiZqzn6WgXlXDImZriuO3QHRjEtK/wArRtH2nqGVv2q/7LE7fb/Kcg/+u2MW/wB3+l9Dcnl3KJZHzC3r3aKcni+KJWREYqyq32WbdvWNUAaFgsYeywxlm2Gz5IbBOSwAsUcX6dMw9DGf/DBxXkTIELAxfQo9bqBiKs0hbpsmV+irYGmqtDWVJIjZMrGsY94ODGHY7mscbKy+9S4lr/p7Ll1a1m0+AxJlnpO1L7bDG2QYjMBx7xfx/VV7ecmzDFiJlZ0r2p4m/GWB7J4Duurn4lu7SytUY9FNgpylaMYFWagH4YuVr+loV+nWtljB7R8+PEabaofaGUdWXtiuydy4kcd9tn/ILM/YmOM1dx/7n9L6DxfFTyG2lh1V2gj2sa6CBTrrWuc+P1ak7sdIjDPUDDfYR12jYIGUqGEm3VeKoE2tZUSVobOdzju/ZncP2z33OhNYfWd46M+IjY5C1kxilcbk7HvDVxnGWM31nlnbkrqpzgRs/Y/C5Jb1B+bQwbUhrRvRZq8fUQMHGsK2wdzRZgZUTIicqyiyv6g+t3Pcw2RWgaHMDqsqGDZLW2lKuOSqkizxoL3zCs+YdmilcOV16MHYZLPBjwcTbMJwVYCFtyWnUtjdfar1lz7W97f5cvb9LZ0+pj4jfA7jOM8rnIs49J1s/uf0eFT+p5l9ipLcFbrK8WegRMgxGVeJxa+Xy2oru8ra1EBWF1Yz6xSCfHWYRg7Eo2NHPWFeV/uJYP268iuxV1+nEWfUeWy+RoJj7H5ziZ6mxaL7kVrq2DKK1sllhFlyCMoiLpX5ilpHtNVeMuIyGKf25mDuH5bMU6j5Ur3d2LvaPZjjP6VcosE1Fb76v5I3qTnVTodvcLuzUBItoz2xGMnJL8NUU1OsP7s7SUXL43atoWs8v96XAwXFpZmIRhsRXwnU1LRKS5448vO5jZbXWERV99vYZzrs1i+7gQDET1Rh/wC1qIM6d2cS3/8AobK/YzENcs+lNaGKWrd/f/o/R1P6p7O7LIr9ZHi1JFrstf0/jV2u9i0oFNFajzBCBLqyyOVa2vBiWASzEIO4cQ5yv401hS67ynVarGHh43IA5/JU/rPj7LMZnjEXIZqzqmJrKgZhlVVldFtcVjn/AOeDGfMs7VOqSTmN7fb/AOapscdt8ss/wVfsGMPYsri+9duRwV5AFW3siN5dQIv5WNmMwMXOay272QrPHp9tW8fm6F5uSyp0ZiIQXdP1GtNYNHwORtpUK2rMI1i4yx9FaIfbj41+mf2rop9I/wBxHMK9axx+3Yoa/wDGOMVcepqvp4Cea9vdZjv5OJywT9IRsi7+9/R+kesubabdNg1j9oeQsWn08Y41x2lmdOOdPqCpiVoWZVRY1fuuRPxm3XjRyxm58mOygWVsUqXLUcEJ+utYPcWXOVI2EyhnQGwU2MUnZmC0441dvZuH441hY6Zj4WMxgWYOXwVyfJ8T/CAT8WOZnMeaDH+C9xewBLjquopnJrdKy3uGzBYCbfIiK0bCAK01BHcWIMqeoUAPmOk9c2cj/wBUdNYFdsk111jwK5KPjxq0sZfIHWOa2OpaCtQa1zbYooo0HF4f5hhNY49VUvPHgKJZFE1xLvSvsVsFKvWf09TeQXbKrN0mdP5WKJyD+xUfS7+9/R+hBGlloSeT2Jn7n2cApxLvDxKrN0pbPGoTWytdpulddRCQsIrMSMuK/hV2DLAkGXXBKCwCv8l4g0+sOP3RNhNvefMCMYQ2wrhZVjmJx7LFPkNn5TWWN+3r9tfbYzXI6+x6gj+yifjNcxVn+X8MxrLA+K4Dx8hdauQM8W3j4sC6Bs7UvoGdXU7RX2iAmW0nya+2wLdSpT5OR4XKgwn28jwoNfGQ2vR5iz9VGdnldeZ+l1HjKsExFbUY9l7nBQcn6hyX2tscKreyke1fcYlDidRgA1a5hXJ53I1sRf222VUzOONDaRs1ex/j5+7trWNvHZ/c/o/TSQ4209orNq9a5yY/4D1+m8SmxD4yhW5GRuQitdb5G+Yq4ldewZfWsbMMxs6/kNirWPFLZ7Y1H/8Ab8gePl1tNQwFIE8JQNtF94KQCfhcTXywW1V1YEVe36RfZMTvUn2hIRZjEb7D4+w6AzB8/wCOoc2PgXDM5ZwnL9eESLONQptssQbELtt7qpaN6Dh2aMORWtr+xM3O7HE9tdtCPaLh1ZnSKxar9NsLqyhbqC46lVafuQ2YrOWmvatktZ4q/ptRo4Vx1fpp4wssbBVg5FZM2G63ZJ7sQSzINj+S2sjxWd1/jONlOYfifA2+388ls8f8YTlv6P0rX9Zk2pkS1SkKskDbFx+0P/4q0KRGBRaURQuLNfYdzaI0XHksVlIGG/wXs+sE17RhuVrHLspDOOLgLx2i16S3jrbxq9uG9/Ft8g4t5r8N9TeOxo9QxrNNQhzY7TbJzuR8UsT9rCT9h2evIR20X5z9j8gRYg1Xrx/zzmLT6ocgIqVU1bL2Z2AtZaKugFa1IurnybHYma5jWY+wbMLdbET2NY/NdYLtI2orBikNNcpWpNbZQvhiqgyvDnip+u+o2vPyhGIzjIXyRdq28m1e0Xsp26rifUbfBVjFi/C432BfjZPMc61sY0GPt8tc2tXL0qu/pfTsf6iCp5DMGWyxo+ZliuENdY/9NT3SMM1gE/lX1nRhaXZFa1ibnEftp/P8MdZ/JYB3OZtNoCDNl15JnFqzRYa6x5GZkTDbZ+xiNiGL8T4g6O0ZTMRDNcO3z/8AT8Yvf3xK65Y+Yczb3dv3iduS/i8RuNTNh2KArka6qkyY5wv7ZVlO7EtLFCfZPxJ6fBNa6zbexW9VrBblftp5DnYZpsZrv1D12NYWg+FA1vH6ccHi/peLZkTXpz6GI2kZMxuvskHpKSJy7PNfWu5XPlVGlZFt3Fs25tmct0fmD5B6D4Xl5defjb+krFW4yvyuQ9aiu+vSaeq1s4HxxcfpqVw6lVJbtyDF7HxPHFXeaVmJSdrFM8fR/cb4+xz5BiW1AVcezeiDpl7CpOVx9l4blOHp1qIepr7azWMg8bKZ/PycdN1F+SMLqTFlphmf3HWbaTtmU/uLgxz0Zt7fEtc1tXhrHrJNmzkVlZgeLx78PsiwhpjEDFKzyFMWwJHYr9vxjYwiCH0jEeNhOPduOWhcNPURnCxVsedzUMlSTg1fquZZYWssYeRH6sxG/Jvxrb0s/u4yKwXJr7YhKnPpyD4quO7M+iVxdVt+moDyME2a4eZEYksuc2Mf1F2PD/T/APx6uw8rld02Mtw6SbHQ5K8TsgnxTxwKdQpnUGwgzP8ANUNtVvwbK8PUPG3rYI3cpXeez2IwqvVsw/Ct67QWbA1kT4JMOzEY2awRcmHMu2P22m3YOIuFm20yYGhJYVsSYZW28OVAw0X4zCfVfm0iurkl1g/GtiscNkqVnaWJcVZmNTerRcgBiYvwo94Kzaz8ciLSTPVEcifz/wDNW1lXIxOQnktbGHQsO5SheJUZdnNdAo49j4sVfLZoM2riNhyqm1mRljkTjn1rGhLdcmzysqF3Ybxl0nkisEX6WTa34TbDFsxTAvTNpPHk8sar/Sqra62n/wBOqzkBpcNSWn8zjkLy6DvX7hl/ENmfAZVz/Jr3V6mWyyxfFtpLFy9fIZB4p2oV8RHNsrzjlU+SVPvUIvz1EbSbbIw2muIucYnUVR9mUwL3/kcRY3xX6kjH31g6nwVQBn7StdQ3c1ly/tUflcfK9oL2JSxsWrWNWnj1CRfS+tY0XoIGE29R+JxDieTUcbHjZfVmMyIxiYY+uFx5ORdtWMhVbCKqzUIowKvpvHLWWH1WsPYyBp3qWLwys4NlkWL6rnZLrVROyyekH9slkhOzqrGvirpx2MM0xPxV2nM5Jpf6b+9x+ef/AGP6X01xX9R8+X8rRyDOg5Pr/DerJlbMYi/LLF8e4HWJW7KwbJu/KzKRW96m8V9jPvYwwwy1aaSuxTVYpevhJpxl+J+f2rGwVto53b+RAO9xnJ3ZyZtmMMw4IsygrbZW+38D7sDPkMma1xin4cnLENLMVVWWlK8apThXGEVrDUzUExmyPLG9guRK+5Z7RUVY35FVypYBGWeYPGpG/H0qa4b2CnCMAZ4x47m3r6mugXAFdPknd1q1hEsB8asDCs7ww9rCcosf3K4EySy5E5F4zUhEIdqbWNIszozNNmroSpqOFAuYx7bsrRubfp/ktrVeHx+Sc3/0qf7/ACT+4tjItdgR2/KFY+SONo62a7fkufXCmZJm3q0VsSxlwte0Wj2Wskt7DUtNTlq/HF6jENWfSwWCxepjDDE2Cz+3Zn7Axv8Aw+f/AArBX7DOxmfsolgKorgwHvk1h0p/C+zRURcXP5bLGa2wFi3k7XkAyxOmYJLKEKN+CYM/ni8E3pX9O4qVvw6dLOOyHE8Bet6yJYYWMHcAaNcBDZak2swM4UBAQHRmEbkMo4lH6eq1tKznyWNh03x5Gm2WfqWH9vJMz1X0nItwANrFbEDtrs1jltllmP0F6bOfzUTUKzNKk6urVeP5y9dv93+kOjzMta0/x+Zj7agjh+/HZS8wFDNiNmOPbZVmTF7Dr2MR38dVXl5BPFJDLg14xYpAauWLotXrYto49+usZjhYYTsPt/HWP4mYIR9mzFbM1+2IB9hB7SzXjW19v+SZFaa7Wcu3QW2+MAADYoepVq1jNOQ+j7FjApM1yvHU+RnlzmWL+o44GD5PHUzl21JnHp3j8QyyixUWmwC3ImWwnscQ52/GfT+L2xnTPoZZT1XdoXZGq1OC4jqSPgHqM2KmxZcvpFzHsV7CUezGpOEjqpHIhU7jpT+QUl0E+sW44R6q/qXHfi/ErXea+7r1B7ThdCoKLLkMIKTPkfo2su8EWny12ACx28Zo4v6u5mcsLMWXhWZxhEybLKXI7SYDisiUuKSMwqU+yD9v5M/j7Y/8H6isCCMvMGfEzn7ZgfAdPIFTFfxC2Zfd4KrrDUPaw9AM65K7K9tcuRnjB0XQuus98r7ni2LZUwwX7fQoLsOdC1lfDWqfo6o1gom6mCyuWMjxtSww89Qyt7NZ4pxuJ5yhyJyAwrrsYzpk/TrnUA+Mg2LOxTWdi2M38g2vXXrCvbKqpXjalXx08rs3nFHn+p3/AJN8nO2e9ybFYz6m21nIbWn+pxjvxdcMiNv4nAyU+2Zxn8fN8LFEya1/HDGOg3ZNB0BW7oASI1hsQ2108emxLZeFI8glo3mPHWqmXKsVfT8JW6s1F58ano9QKYqxniw/Yf8AhjojSz4jNlR8DuFfbqGyfJB2WrJNuJbctIN/sjb2LhWr8tiltocQszrWjObFK2L3MHYa46ScbkvxQn1Gi0WcxIeR5WrzkHxNQxdrL2d2b3oDeTkVlCnuLl1s8h1b3ldZxx+GtrMdzg1oW97rFsRGIgvxM9D+40t9ac5r8glznkHUCL1FNbKtle9JaBzRQehrqPodXtb2TmflG+Q37lc5J2+oc1v2/wCpwjm3yaWcfBXwo05lKpcT9icReRX41LLXsYzLDsZg5mYXgr2q+pbvxOHabqtd5ZXpW9m7flGdlnStZXrNmeKApXyY8hRVbr8piMgeIpT/AMOpZn7YXFwZ2/x++JrmeImMNKahhSxnI5Kceu13FgTyRqzNWrldwea/uWUlIqWZwPNb5CXOYqsYMJPzj+0qNlUsFj2j4qci1a2v5Nda1V3tmAnFYDDkOzyveipxldd2pxrRwgtWS72Nixz+3/i1esqHdmyP+oYTaVtu11iotzoqKW5L+NUHjnYgCgLYTMLsQ3ibYrTUDx/p6ePgtLGiGH5C5mx2/O7lPvZ/UVirMU2+kp5fqHKXKcmovTbQa4tZaa5XikW1+yzWfhPma4Bxr/P81N4hzvjieHixeQsbkbFbH1pbcXWh26aAsK4DK7CjNyNXVtFrIM71zCJnrE/nqDGXXUWDrbCj7fE1gU2HIQNeiPcWSxrPX9Q9tvkWi9a9j8qiqI3vK+Pmd8eLyJ5Hht8sVW8V9YFpjbGawtkVFnsZdy5INVhF1dTJfcSsSgVVWLuGbErQeVrHeaL40/dsp4/jlz+nGbZOUjC6XfjtlAmrflG/fvKCPaKrrOSq2f3XWvr5mFAdgztX5HOM+NcFvU+04tfmvY4LExvvr1ybPBx1r04jnZ/6vC4n6y36bwaeHVbXWZRd5KeWAxsC18Jfx4La3N+Pc7Wax/lsl8ibZC0lqOUpwpnrAqeFB01eZqiWKnjDdOJ8T4hzmnOS3S3hbRdW8CiMs16VZ2Ie5vogAcf5fZVJgrEW3KqY8fkoJbZ1ZyS7H81M+VrHsFXXK6MYqV6+omyvBn9NykNjZ0CWB2satGKbjyfp3zQ7GztMGNYdU4zFrbA7eN/JujxGMWnSLXZe1HHXjhu18ZKUerXu29dhmwwvUM6WbLVZZeyx7SSq6tviVs11edI/I9Q2kCVie2mywticSufT6hVSxjPNovwRP4+p/uvzTpT/AFvpHIHH56cutJ5TOMNbNkNeVZeQreRT4r1sV4nvPUwQzID6Bo3stdxVGUFNWEZSY2JXWj296dBf3Mu+rlo2CjKywfjvG6JUMFNnHlfIUz9QuAVaYXbUZK4hGpTCrr34jPGZrNljKkDYljGyNZ4k7aKAk+QBiL8+XSCzeH0fIsRPnQIHqgYTw5bkVhZXSVaxhEfw124csJxNhXYK802as7CG7Deb2H7h20WrgXOaqa6Fx9gSWZvR13rVjVY08gl3IVJbdY4tdUUVO5sAASvJFeYoWqbZVRNleM+IBpOkjN71/tcKrri2nqXelY6U2DUXgBLDdZ9Rs2s/r8xtztZVB5xFNTutjCy/j3jjPnSh9uP3ocpGyXuszFUK7YmJqc9xs7GzprWlLb3sYV7ZCGVrEbQ5bYLgPG9JgatkS1fGC7Ce2y3ZZLmlfJDKnKVoLFadTyKI0a1YLd1jM4JtRZ+tZQzu5VdGKjH4w/YsIleJ65FSxSGdqVmnjs5KfuVKxnWl37kKOSWVLGUK/WlNebbLB46+OfE37YZjZPJ5Iih4KTdZXUtEyd//AA5T6cbjkLwruQiseS1xZWmV11aKAoUgO3u/bv8AhBjGh1YHdO1Vn8eXwQfJrmzhVC57I2Y0K7hiES0/scd/1UbWup23f+vW1Z4RWLbZfBXV5LE0C27ca5e/pz5XPo/znsNvY2psYAxdtvaYGviHj08guYSkoyltYFxWFKTORjAZdptXXSGHkdSYepY+sLDJPocma9AYhsbyJcygcjFi8iwn9UwX9Udf1DqBcWYuYQzwJAPbWa5mAsTEHzr+2e5gGDUKrCVsVnmqNjGCFQyfub5IiuAEbtfkMpFOc33GKEd2968EGnFsp8aQkMMDU2JPPXG5tAjc0RreTfGQRXpqZbrnjVpCxjLNSpVfdmE/kMWXIWlbsWKsUbT8Y/QVtJQnt9LC6v3CsZRAJy5yOLdfR9K4nhn1F/DT/sOG23CXlnx8RijeLwp418e9nk5GPLT6cr54+2gUdqk6QNC2J+c8YllQ0APiWveLgFgbEYbTJjfn+KuCYwYwdRs6tnx7CBQ8Xqz2gVtslrNhhh0wJhJadOi4jdwL1DrBPxTyo8YnAjEZUrjvAszP8vHZtx0AXc2luM+RbXVPKTHd3SyzzGylqlASN0ThQilJWdFdt3tTSv5nUDGLcQgtffzOJ5gGe/yqrsJZfa53ZEqUrDibYn5D5h7bpoDtP8mEBOW6XAWNYTAwDQWidGccKJwqf0/E+ZZ1Ne/5v6iEJRwmUV863y8n/YfTLFXkKqpz3ZjyKOS27ZpstXevk+NlsGJTaXRiMoBDhBg2r+Rs2nk1tFwM8m1e2ke7yTWbTWGWZVu/Hn1aLkTGY2QMlp1Ne9p7OXpGlfU2xOnULltdYGmdIw0mZ1CJ/hjd+4O2M/CI0H2VDm7LIGt2uts2ZtY2HjLpMaS1rAmy5URqfX8Jtui7NY1jIMPsift2MFIOtmyg5GzfkuJkiUsgdsZZn1qyoP8AcrJWOJ0LF7inaAaxcOy4MKYLtDwLgLeLyEXbMUfb6eq28loI8+D8hk8jfVX1psvCUf7FWKs14slmpt465flLWYXChVSyPUti8CwAINnOdmHp49QG0vNQVbKvVFPjXV51G6nrEJ1x7Z9Vwze01Dxi0Y4HyPsDrGcNXnvMKeqk7ss/FlsEsZde4TNtTsZn16womRlvk7RszrGnuV0NZOMNtqzFVKMtVy1JUXPkZHGRHsfychq3StmJ3aw+RtvR56rLulCh58s1x8ZbDfjKwWbKuQpAatljT5JRtdu1Y5xCTjb1/wA+jCZj0CnXJxZODQtScj80s0fncdVmZxazOBQKq/sYRBjKE5sbzcvnWf7P6e+y2r7V26JQdxZwg00VE7AYmjlbd9xlLyuoNFr8cOBF3axPzbTVfhRDjAylexhbMwDPidQmGYIizWePDawnDeQMFVsD4sYBWzBhPt001hmDCzKVJxj1yI3Z2g4PJdTx7UbsL7NMaRceT4dXKWJb+3XY3krJ8S4cPusLnOTMmHYMpDVZ2TybQ48sXE13hxqxKuGjEqTZuG1Cn7GKogOZ+LLiH2I6BUGZMRe1xM/u2KKZZ7GzPl7fhr+QwhHqP5P2MaclhVxMhEsfyP8A7KuxqnfW1Fyrcd2roVLHlae9isLrCt/H4j+RLFwF2gXSbm0/EOEmGyWB+yjB1XZlxMKDnLhW1yvl/wAe4gyhBivFIzdfmcfh8nlL/pjiClt9ZXmaBiyoZpqPCUhzqvS2dz2I6JOQWx9sZnGoTizyahTWVatldTq43mcKrHyqqE2dL2a28uMGVIr1WRa8mvQFRsNcQ19V11rNRuw9QJ7PYwJr0zBXltYhxDhpgzvED5IOhYlpjrcidkt8BSkH9tstGVg1do5ksHtcwLcmzwcbh1+/BoZ789/P2H2acq7z38+3/a8di0fjWO/C454/C5FeK66tF8Aa211NoNdfKRgwLbPYoErDL9tUULnLKWmJtmfx8hfxU7zLZdtoU1mTpmaZjZn/AMuBxP1fKssFUe+zbmObrGRvD202MMYKRXZiXxSrKcYfCTohgZYpgzOOxTkhQWKGakDle7fghYPHs9w2CcsnTlmJXT3OXt/tnKsq4ljeW2xmNgzZPGzyuswgANZ4msYwesyfGzF53NcjE6MORNfaIQsXONAJ3s35jMZTOouUXyerdRLn4lp5vHez9RUkJNltNYqopU10q2TmGARpy7vHWWFVdjmyz/aI2r5BTyeSoXfsWtYiG+zQNvY++vGtWyrXRkrOVSazbQfpnsg49Utp8VgH2zh21jKBGIhnjgsbLTXvO0sPp9EswGM1SxOVT47KeQ3h/JyrbagQqcHo/tkePWN8QKJk5cHBJSEbyo/qeMzMIamIueakBVM8f7mAWVf26wLBY7CvEXO2tZULNYzdj8dvWv8AEL7GzZvGTBWkZVnaztSfsCJsJ5BqPwE/lcmDEPUWKGEZSJppNvUejdwHuwRFzKa++IBde0VRDNo1y5LdNcb+R9QtAH+24Lh0bIehw7oVlI/fuzxbrSCeP5NFaYGoGrL+NOHtE/xZRdTZ7QwfP/zFezdzPsw3M8ZjZhUiMu84lh49ww69icpq7Wb3sJ1lcssmodMCalVUAIE0Y35cbEdeRvl8M22s4/ItqazmWZbkPqe5jSH3GNRv6gJ4dv22SqydTc7t3MmZh1M27wZ/lVyAspb2awIrOI3U6m/rt6gDXBifj8hsqO4i5g+B6Ht4MZEaMWYH8+4p7XDDCwq29SziV6cZ/kN074jcgVz9VU1/Ovammxv0tDuXf/bcazRw5HI2tqb9VZXHtreO+6ZwpLslR3rr6RiA9ZlQg7ms0KNb+cMx6vifnF6GSTrgFcBtts4YqoqKFJx+Q4azlFh5rN1aL1LFHjOVK9jGPsMQrmYEBIsZjYO82L7YGFpaLiJtvZXqVsMrw4uUvNDKAZdhJnV1+caQ4zt42ys/N14XJ1NNiR62MVf3N8TMUKF+F1VX+YzJnYeRmxK2Krt108wDEXM/llyOhCrQfi0ZHUf4Z1m2HU+ux3q4vlNVIMIjAz4lobGxB8djXBCj8+8vb/uKLP1PHrbzJ0ofhKHtQoVOZZ7qjLx+V7V2CK2JTFgMNmsbDQsMge4K4buazbVlHvCpcStsiz0X/HX7rDE/tt8s3TYmZqYAYymKAZ2APlo20UAT4pNoEVVYaSlCH7IKmV4SXN5LOtq28cawRVBjYWIrM/G4acdX7BYRqszxqqMymePE7mAg+R7uzA2L49Ztqc7n9yK2poq5F8Tg3CalYv5N8KYw7XLn+Z0UczWIPZfScNTqYVjfNp/b1mHuP1Dla8b/AHPHt8F72LRy118f6jz0CKhsarj7zk8MpONcXoVsxSfHE5DAfqGM3YWFu/HhQBr6h1Oi/CuVypGVJ070aAYjAPBgxlGPYFj38xp0kJ9vyhQTUzQwtMwdzHQOo/xXuWKBPGdfDqFYTUGMxVEXs1gt49HVd4ciMntrqpYeOwlp9Jr9cftmPjymvZbcaqJZ8RkVlx3gRfwObX0XYVjOmZwOEeXynZaDyG9f23XtGJ2mWBVZYu4YaQZhsCzPe2ZX88XFlvy0Ms+NJbiuvjbLweVyDyLP90rkDiMRxtRbZ4qzYlQxY9VIsssliGrkd7ahpsPs0ZZ+MayIVsssqMyDArBetmfsjNav6p7z4hbqtS0U11xbqrATtaMLNxF9ht2fy2YLkt9xNvXeNB6zMas7Et5NlzjEdsQ9nWFTjfd/hdo9/YuVgVBf10+mWuOVnoiXqfK7qnGsaKTGJmwisCLOqwY76xiYceRtqyuZ9CnJYq/IISx6/Hw7v/6iN1T0O3VbA2NgxfgnIaoZ1G1WC301YsP2ZevmczkLZyfqX1Dzf73jX6QBlZbVFrchL3t4dxl3HZEacV2JXplUTX7dwwjFanFfiZoUrDWA4YjIxFOIWEC4GZVKuOOUU4fBSGwvw+SN6Sv7ZOV23P8ALQKZrGyFwYGiudi0V8qVLwnFZznBgUqfymgYJ7PZd2jem3QZiv8Am64Nms+IFLSv9pqOStyZmAjNYWlwQWDO1ogXsnWK2ybSxRDBnbZnZVAXg8r9JyOU3rgGw2i4k7zxmMfQ5lJCL2z6BSQucjHUr+a+Qa3RhjP2sf15fNFEZxRU52f/AHq3mWY830wK/NSpll9AsHMrKyzOK7BZWD1GOrNgLnRM7x6wkzsNe22FneV+O/GuoH8K0C+/B9Lysr9OXqUeoFFwSUtX7YH2PYjMcIxSKmtmOms1JbxwWFpqNTlYGMGEQkvEyj1riWgWhcZsGsYjb+esz5ijEruKQ8u1Ve5op9NRAx0L7xVCofZM6T+HwRj1yVbb3qbYMoafrnVTzK7Xe/yRcqwJ1twkfE3nkBs2c2KpSagHUSsTOZtpK+SoVXVl5vJFCplH5lwdv+A+nfR/FyHQGcgWKb7PLH6NP7IVsQnMZhlp40lWcjDRjkWellmIzGYhyYixay72YhIZuMwpuP5cn9t+aCBcpNuF8jLgDUKCCq7Gbar3HIMJ8kH457YZhrDL8RmmS8LYm/snz2kFxRxcMhW311hUFu42ElTBxMEQ9BvYDBlfw0HtMaT8kAAXVdWAMeY1hUz/ABpfB71Y9115XEbE7Uuyw2GDMOhLMICwsXJjLEzny6J5A5DW7V/UGQlt7eTfp/wX0j6hYZ+qDTk4dWbEPYsu/Y8f7jdu3svxGYxcvP7b7K0/wmIDtMFfsFwHVVOcWWKLK0YWpyE3pr/c45XauzO//wA7ExDj7YXYexbDldldX6VwR/iGM+J1BAC0FWimKw18cGiN6xWaY9whmOwFVNSs6wVjK+nYHxH9pXmEjJYsu0+YBH7gs2e5QxIXZcsItKtaR6+2Gz4/ynwf8VJMs1SZM/gdz4BbE8gVqTkxRL+QFUkk/wDA12NVZXyauYu2q6rZLCkopaBRFAmIvtNOqvzYfuoq4X3hxABN+2IEBOpASxbNyMbVsc8A61SgajkLo7r+6vvNsRsZu/LIz0YudfyRcTOYCHn857s+ey4bAZu+40zOtDNlSdmdxvaY0i9uwGfUB3Cxnwds/YJkGZGGzM6J4tj41jVxW3jLF+cNtw6vLyOTWm9tJrC+wx35IrFIGxOiNoihofWZ7OPD+Z+nsHvu43jlr+IMxdv+DotNNqVi2q0Mlqp57bOhWhyMhuoH1LFcVx/SdBvmsYg+RMbrxOG3LIqrrnJqF9Ip3P8APHynKDQnTk3KTXbX5eC9jXH1nYVmVhWdB3XPJ31n+B6Rl8UVY2AGBmhjfDYDPq0Dehxr3AvrgIIVJStWSHYv5FzmfBPtHrEUeqqSEGJd6SvIUzZtyVSp3MsYIE6aKsZvHKav0XGuVePTUjinkVgywk1p2qdRtcLjK4b7VorRlmm8XhvZZw/pScPlfU+SlNbMW/4bgcrxvyrDyCLUSnXUpmdGDP2IxNtFmY+FVc4/xi/2eGNeGT3YN05jKouPZVrUR1vrur3qrby1PijkNU1L9pY2TDnAYzYFSDOgpYGHEWxXTUAHR6tjmbT+Wbte1ixFnqwyZ8qv5balkVo1X7fhKh21tL4bcCs5WIWzYe7WKzzOo3DhmYTyiWYnjij9uptBweP+nqoXEH/ucixwS13uCzKD7ZitOxPgY2lf4a7RgAK68Fuf4abrje//AA/Gt2gJESveu6xQ3H/cTUoNO2boDths0x7/AGHrD8cS3ycMWK325VKWC9w7Vld+Dfl5X6PdWLa7qjdw0O0/IFlC67AiGUcTzqtPHRn4tV0avwTYGdMjV7T3rZj6n0HcUkQZhhm3S+w177gbWbCHBrRNZWrCGM3TMxmxzgxnGBqg+JYojYIq9Z1P/n9P4X6iJryuVy3a5tVqS9yJbhaP4Ff7nixNpURG7bqCMQUakLW14qW+83N/xPE5GZfs1ATA+lW/+/bxtFxownRn85zHPXeqkTBgEpvNL/6jut3NZXBIisWH+VzeMBgZZA2yWfs3cmg8flWVlYq6K35DJldXm5OI4yqkpfyq/ftHr2MVcTU7AxtpjKLF2sf9FzZq4moitqGnbP8AlO2nzPJqPIWXY65ychTtHst8uDq2Mf8A07nzNZTXOLQ3P5XKvzH04vGoTw1LLm2XcvELeQNVucGYWeTdNulYlTkStg1b36Jybza3/F084gVcIcg8D6Vx+G9zKwfGpBVO4FgYZx66tsrTaE7r/HVcWE5B7hbErzOA7KjiKfCzqGUL5U8ZDNXoAPtw++bGWMuZysKnUXOQ4CMACuorsH7n+FCDkcmuta0fWcxCIcAq3epH2/yMyYNtpuSPiDssvWioicflXT9BZhuPZVDiamaB7ESzkWM/gpCrwqePV0GN1vMeXEbYE7JUBRthVE8ggrJOu0ZfWxitd95s/wCOquel6eel1V966np2xPVYD2pDRWGOocZ1gUTb2JbGYJ8xvaVsa5r40psXk0mvqokG2stOVWtwZXJXuCEiU8zZdsy2/wAau7s2nX4pFwysgrS5sBBPpIJ5H8WDdLAr1ZJoAn4zuM281/bP2PtMiMYvUTE4HDW9mztbWLIx81IHtXX3o1xyvDrTXh101fqGaz9RZ60122eRlDeSn2fIZrExDHMyZ9Mr81bUhC7LWt1+/wDyCsVnGvpsrtAevx2VqcGd58n7mwM7EyfHnMP44JInX2+Iwn+KdSi5eJzPkWV7BG2jAq9tSKLK7RNTHn4r+ov12eATuZxF+I+IDuy4B4T+Plq+Vd7JyMvHRQVSDEwGnrO9B9s+v5farqN/b+nFj9NaXN62nHJvw1+jM62V8KjP6eU1HkOX/VCtQJ9Rs9iclF3r1ErYB4a8Ka2J8dlk+jcJ+Px+ZyU485PKbkN/yIYqyc3z3WZ11DcbqGzLCwZWYxNY3z/BxOtF7Pbk9wKWg1IceSv6fy/L9rFOVYOMChnqaqWUaTqanc5WdYIDRc+NpgRMCuzsqvr1HQMKeYBX+szGu6cTY52H3/naWAwzpp0hWbDH023rEuyW5LHj8asa3pSKqyFRlpXk3WZ5B1Cpdd4lssa3kOfMi5LJ8qRCIBNRBWFln1LwU3XPe/8Ayi3xrXw2zBhAGE4iLbxnXVTD3DOhO52DO4Rlwpmcx1O/E5dfJrIjocqwsRT4JZTiMrM3ss1JRj2p9mAisAv8WHC/ku2sMyfH8xTmf4jLfb8ZmdCFfs2RG7ncHuR+LZ2Fhz/qTFDzrYGPIc118Kqz9lV4+97uGioqqz5bl8k2PZjxWSv4VQY3rApnzNe+RyBVW7tY3/LZxEfMZSjENY307itxPp3JFaJjc9+RsZx3BiI5SZ+22ftoDGYo1Vy3V4jod1YPMGqLrbOXW0dbK1Ksy1piO37TNsR5p2qfEyMbYgzExAuFGTM9dw4moMPxkCDE6y2FMzGWLXLLPI/8V8d77qxT9Prop8U/cs5ZK0V11BEV8Tlcjxxc0Svjhb2p2mmsXKw5MbEF285PL0hJY/8AMrYyj6Ry67ONbyRLCLa+wzOFnUb8u8QT5nyf8f8ANc4xK7bONZVctqSyvaLZ7GsZb2llLaXL4izMyrZ6bkzVXDfh4xkrPZIvYDawdzJM6xt7qRGOo3gh/FjkmdYJmOtta1Vq7a6L+YpYcYUcb9Ot9ju39qU0qkdtV5XI1Q5MTNadxG3ObPIy/t2gNK79bL+YT/zqO1b1c8XRm7P4sDCSj+TSblIr/YKJ1kgQxsTqDZWoc8VqrltWWVhxua5gMGqKs1SPLqMyyjyFVCz/ACO02m0yWbbSbMUWzDGwzyF4c6ltZsfuepoEJPR+Fr3mFChmuFPBZ1PIZ5Ui8ZfZlX8K1HHCPvObyAk7KEbXXNiWuTb9MRORXZTqtvU5b6Sy0v8A9Ar5LJK7UsH4wrGU4sslTssrXepvSZAjYMPU2+3cH4vaaJxuWlojLme9MSwOCnt2Y9K2x/pzifgGsxPJ1kGNhgB2cba5+wWAjJ+e4tm00jdTuKpmipDdK/p1rL+pp4gr493KZnSmsHaaPyFGFX4nJtFUbXJ5Fr3002avX61cLzv9M+n18QczlVVnkcz2/wChZxF5VgK3o41MtUrLCTPp/Gso+nchc2OpERp5AYrmV9kzJxr7V2CtePzWIqcOI9InkKTpoa4fyZa+TP0cs4rVJ6FRSVGhg/FlM9lhxHUxe5/LgrFTWtrK5Utjq3C5tkT6fTUDyqqKynL5Up4tXHlvJLt3tUg3WP6yzmV0ynbdmYv4fTHsa8zpG5H1LAt5Flv/AEdOUyr5kY8F60stvVkNliRrA9ZRJqdfwDEofN7j2izUQAYW/S2vlo1fzLANWqasq5nq4akNDVcs8tiHzUXz9Jx9rfp9d0X6YN/0T7Hgv4bOByTb/pnL8S8PnfqP9M5H6Y/TM2J9O4tUZ6qA31NVC/rL4OFuUqrqFvKrqml94KBU/jzLXKvqVdl/N59mVC1TchVoCR1fyNiuuzmpUlvKez/pdPJsog+q16JbU5zLI2yjow1lYA5s4Sea016uqZnUsSu2KbENHJWta7a7VKxlE8c+IOvsyq8/TUw1EQC9YW5M25EU3BzZyJ5eVAeaYePynn6NYOHQsVQka1Ug5e8NHIulddPHhOYxwLCAnIuVU4lVlvIHHXyV8Maipai1w2v+ooJZy7HP/TyxY8XkYcNqrLpHszX4nn0b6byE5fJCMz6o0LRWBXxKbF5A4so+oVWQRh9sale5gzLieSfqKthhpiEfc2JP1VU8rmH9U0/TO0TjcauNcQEPqR01yqbuVsyjexWRxWLRZZcM3cuulb/qgMs5Ftv/AFSu6yopznE81FsQ+Mr9UXVuQC3TBsCFOmEOVa1w5ysTyVIOWdxyEafP36jNiBtotNRh49U8Nc8SzxLFAE7jtiBwq3fV7g9HNrsobmU5bnBBY1th8Kq9B0n7CUWulMt+orl/qHIeE5/6yGIicmyuDkKYGrJ3MFm5ImmVPFLvw/pDvyLkBeyv9p7O0tdBXzHx+sE/W1u7cmvxcrkJr9F5hblm+rO6zYYPIrWfrKVh51Mt+p1RudfdLuPb+oXi4uUa8XzBOYpU8W++t3PMAR+bc/8A2QHBTlWBv1uSvOqLnk1Mi+812VrEZ1/UBfM7y3BHIQNXxPpw4FSU1Vch+VR+naykMjo5KjwXdVWXKnNsN1tG6B3+q1x/qBaNzLWLMzH/ALYL7Vn63kbf6jbq/JZ4eZmxeea0H1m7T/V7GP8AqST9egH+pN5G51jz9Zbr+pujMzf/AOm3/8QAKhEAAgIBBAICAQQDAQEAAAAAAAECESEDEDFBEiBRYTATQFBxBCIyFHD/2gAIAQMBAT8B/wDrfkeSYhsv5LwNvhEHje/gTx/JXs2eV4OGXWRscrZ5JCpiwqG626wOqE0iU6Ym6oT+f4xy8RyvkcsCbLs+y1ZihRbZ/wCf5PFp0NCb4LEh7X0WMTExsv8AiLOR7ZoSMLbrJCh8Gq7eBJiVF2WNDT6GqKY0Ln0X8K3gv4GWL7OS8UzHQ+NuMClR5s/vahr4KIryHookqdD9FsuTqhtoTv8AguSSdYP7LyYPtFZsaKXAkNdidCyMsWd9IaNSvLaihrakITGXn968b4R5Fj2+h8GDqkMovJZ4ixwWd7N7JtZP1pFu8+j3sT2Qn+8bLPL0e1FZODs4FGUskotPJWy2W2OzH5kWL9vmyxlliKpelljebG7LERWCcf8AXbgVPa+tqKPEytl7Vs9v6IQchaaJRrgT/aXQ2+jLLE7Gyy3zst2J5G87x1K5J6nlhbYF6Wyyx7L3Q1sjTVLb9MnBxyv2iGJ9bdjY+bReCxMTsvJd7ZvA77LL2e1eyQ9JNEl4umJ7XvTENoSch6bW2nK1QtmrVMap/sW9robQnZ5JIk7ViaOyLTVMlQmhNFPsXGyfZXqhCHK9r2grRVLJNpvZMorazJRpxKJ1eBOmRla2ZqJ2cY/YXtJ9CWDukLRjWTVh4qxfJJ5pCsbYkxPGyKKWyL9WR05SJQcedmRk07Q9STGV6ssshqOJLXbVbUacqZZydGtHtfnb2RL7LdWRlUskao/yH/qOVKmLizCZR9iR2NZHGS2va97LIq5ESaTjnbT0/LkeiuiqdPahxkjHrXos7ac7VC2ZKNS/LY93nIlg8VyKclhE3J8i0/kVIvsboTvksvBpLso1lUsCsaspjxu2L5I6yrJPWtUjJpNUI16csCNOONpJKVejXquSXBGVMTtXvqVX5XtZZZ5IsYmJZsTvCPFpFPgSdjTPEi3Fn6qoncnZaPL4M7XumIe0ZOLwf+h0NsRCdKmPVS4G23b3bLwR021aHFr0vbRfQ9mk+ScWvxvZjdbNVyVtg8TJHB5nkKR5HmeReSy/fgisCVqjWiovHoin63tpSp0VZPRvgaadPajJGVCd53mrX5GxMlRF1EcvJbssvfPpRX4tOcViR5wonPyd+kF2JE1UqW9bUcM0pWs7OKapk9Nxyi9uzRlar0kqdfiY+Tjbzo8/JFb0jHot096KKK/BpxTyfpxJx8XRGTix6q6Lbds62oQzohLxYsqyxk4VlbwlUvSeX+R7Umiq4PooafRkXNllF4P7GrGrIw+BaMj9GQ9GQlQ9l76UlWS8GrJN+l1wN73voTf/ADuzUj45Gz7ISuOzHHB9fiolyNCwIeC+yxyEUISPGyOh2xaUUccF7yVocfJHg+j6KxgrahK9/J8FfO1GRuixDwUfYyEqfpKNqiUaMcGg+n6SVS/A2ut2hnAlRRDT8lbP0U1Z4vbFCIxbIaaXrRVLAhKsFUShaGnHD3ycFbcCLrbvbB1vyWR4wRdxEPbWj2UQ/wCr9NVpP3ZZYxmSmlkW2mk0YSJfI9oRsjFJC96Yv+t5K1TJRaeyQ+duyrKGl6WXe3ZhvA/oTNF+morRQiDtb6ysXHtJlkRlbSk+BcVtGTWUPUbRfQhRyLBGPbF6MvayKp+k4+SGsisoaEtsl7fW9Ci+iSa5GsiGaHoyap7afxvqJ8+7+9ouiW19FdbNbJ9H0JWyKPLNi1F36tXt0L21Y5soSrayy6LMcIZZYiBqV452fxto8166y20t58Cvv2f2UJEmcjOMnBZ4/AkURR0LbycRTsT9OqF7TVoRZndRscMWi6Gu0NWK62jqUTm3gvIxn+OvXVX+ojS53fB37Mi+xOyQkPgSFkkiLxW63ZQiL9Esi9uyWHQ/kY0Ij8CRrJKVIsRTK2eUUJDNFejJ/wDO2luzv2e0XkaVCVodnHBixvoTFsnWy2uhCbXApYyK2V+HUVOyQmWJkZZP10kSbbsujLEq2aGcI8Snwaaxst9T/mh8mit20d+zdF2LkZGCWWSgmONMdNWi3wIYl8iV4PESGqyzotdEVkjHsQvwM1RjG+hLI9qRSFjBZQ+SytlkSxXrrcbae+osHfs3THhCuzs5jtqu3gTrCE+z6E+i6IqxRjs64MIu1RBei/BrcbUOrzt9bc7O2f1szHBdY20o59tV29tJ7s79mkZEmZ6FOSJarao5HFWeNYPpjHk002qHCQoNLI42eLIQb5Krj2v0e2qYG9uB2YY7KfRkXo2JZIKl6t0NnRo8bvgXtJCsWWSsbpVs5Nuj9NvI06PHOdkaLp095J9EUhF7r35ztqv/AG2pcjO92LBYvn1gs+2o+hjRpb6jqIuPZ7JXkfBaHezi0OkeabplOsmmk3kzF2J2vZeteiJOkN29k92PByVZSPpbVtFdkEqsTvj0eMjlbsYzSWN9SVqiKpe9CRJXhDVM5ZRGTeGSVvAoMk6whJrJF+UcmlK1Wz9K9rGdC4NWfQnkvdRscbKyLZ8lljYiX+qsXlWCFyyhcW99SXQhkcuiHG+tXXut58HgqE3wOzRyyUFVkYOSyS0a4G+hprJGVMjK1+NraicqQ3tdFl/BFkEa3/R/RRSGmt9OHbJRtUR0kuTxWzJzpHLvZkVkhxszW5SX4uUPnAhkXTscnLB5UNqhUSzg7IN8ojNSX4rPolNRRKV5ZgSKGi6E6dn6tIuUnbEOzFZHhCT5IQ7Z8IrZbTnRJtu2Ky9o5I7MlmX4oniJ08D+Djk01nB5OxybVM4HfI2yMmmKf+1ohq2X6c7WM4J6qWIjk+RFfJ/Qx8Y2khCwX8bWhWyEPkfAhbNpZZLUfQne7vgSIoW0nSI/P4Ex8CHa4HGmL7OjTk0yUkhuI2WWhxTyeNZFaI6jRHWXYppnkJljkkS1kuCepJ8l3tnZcFMikPmkJ9kbbKwKVFkYNigl6PUiiWu+hyfZeBLGB7NkDT2bo1p4pCX4E1v1ZqNljIq2PTfI42qItlropilTPMYyxNnkzzZ+o2OTLPsTGUxCfztgafRlcCvsbwPkwfq0fqn649WT4HJl+i2ZTIoj8bNJ8jzL8KLyM4JJtUhqsFn2KTHKS4EinZSaHW2WZ28hDLzuhbSKPK2IZ9bNqhxxs0mVgeNrx6raOn8ko1tHAhk3SI/k7FzZqt+WRMWDPJ5dFop0eLRTKyMjFsem0NZONmsCXyVedoabkP8Ax1WCSqVPZKlvV7L4KM7ReBtXSLt5FQ1XojshVE3gjllbI1Hbr8i5yPbUbqhLNldC0ZUSi0xfY2eXRjoYsGnAaVEqv0rJwcmhJVW2u05WhLbPW3CLvA0ls63rszYm0Pgdr0sjJolJs047Uy/FH3+eXyfZoZnnb/IS8bMbf0JfJb4Emaer44ZL/IVYHTKXJ0XZY0LDsjLs85M/svO10PZDTQi8DZZ0dbXjevSKtkNpSaJty/PYl0PDITcXYteDRraqlhFJjS6Evg/ss7GJZKyOzqi8F7P5OR3eBoTpU9s3tyQilkSJJRY3nZFliVi08E4+LoYvSEcEdtWdR/YUUuyce0O+j+xCecjxwVkT25IaTY9HB4/JjdK3tWBbv53X2WQkmJmpJOWChekaI8Gs87LZMRBprG10rY35fsWLjJKOcDoiJJoa2i65K2/x3tqKngaK2Qn870ixse1nGC+xyk0L2eGecki/a6yhavyaknLC/ZWNkhNIoj/yNiHQjg0ZFmvG+BtD4F87dCfQ2hMZgvpF1yLah/QuRcUPdOto6bkOLTzu1Yiiht3Ql+0avDONrpH0IRCJOFog6ZhoeUTjR9bdYFwVXJW9D5EixbNZPHs63XI8kIOxJInFOOTorse/l+1rsaROHwKNHBZZZp6qaNTVVYE+zRk2qe2rAY6P8fTvLHppqjVj4yoWGNWUc4Q4NHRRQuSi2f3s9krIRKNWXS9kv27YxxGjoswNlmnqUxNNHJqQyNZP8eaS8S6Rrz8pYEyPI2acaRVoayXsi2WRj5C0ok4+LoSvgjA+kSlSJO3Y2Ia72S/cNHHJh8Ek+jopn978ZNHUtbSimjU0628m9v6GnyPHBp6iSpktWKWBvJZe6NJ5Imrl0iGnSPpC4wakrx6KTeBRr9341tKJXQ0MvG0W0aGp5Kj+ikzU0bVxKobK+S2J5Fs/op7J7ojOTwKL5Zngr4NSdYW1DVCtiVfvpSaZSeRroplmNoScWaeopLeempZJQceduEKxn9liP6FsiOnkjCjgqic1FDbb2boSb5/gGrHpVwNSTyQaZOPkfp/Io1ln2RbTs09ZPndolop8EtNrk8WVRTQ0xCTFBi0W+SOkkUf0fRPUUSUnJ2YSLfX8I1Z41wScjyn2XfIoolEyjT1sURknx6UuxwifpwP04n6cRRS4KH9l/Ao9slKkPUY5N8lfAo/xMtP4FcWTkh0U+iGELU6YmmUUUzyFsiTrkSiSmkPX6Q5SZTK/jWkz9NHgihpsuSI68kL/ACG+D9W8EZpcn68R6yHr/A5tlyKYlX8vRRSPFFf/AF3/xAAtEQACAgEDBAIABwEBAAMAAAAAAQIREAMhMQQSIEEwURMiMkBQYXEUQnCAkf/aAAgBAgEBPwH/AOWrNxYarjG3JSE/WLdlst/yN424OHlleFb342WhF/xld24lWKsrx/HV0hO9/grNl/w7ZfxNsSbZBNLfDPZfx3vX8I1uMWF5tezbxobpC1G2J2rRQsLLK3sv+CssorL3L8Lxv5av6SMnRp3274Xhbw8p/u26O5Hci0WztKTGs3viis1j3i/Bq9mLQjZXrO4sUV4tid/uLwonaUJ+kNMTzWLy5Jcia8GJYXjWV8DP7E7/AGrdF+NEfJiwzVdT3NOW9edYrN+dizOairZLXk+DSk2rYnf7RoWa+FoWdTQ7nZDTUcv4GisvwoWdeTcqx+NJLY09Tu/aMXwJfI/Gi6F1ErE+5Ws0Vi8tpK2LWg9sa8KfchsTItp2iLtftqLrF0P7Qvv5G2NnoSrw1dTtLbexBVHfDLrNZ6ibWxZC+3cdNUzVh2uh7CexoSSW7E/2jJa8r2IyUvBfLWJakY8kZxktsyjGSpkdKEd1nlleCxPTUuSHTxi7ZZZqw7olD2QnTOnn/wCWL5X4J3iW6on3XbOns2bzQuPDuTdLxfh/ZPk021LbGpqKHAuple4mmrRY2KcXsinmsXvl/RwI19Ptdj3xG7NOVq/2KWXCLdsSXCysLOs2lRe5py7o2/C/HU6Zt3E0dDtdyx1CfdjQT7NyjXm+6i97RBtxtlXmxLNElsRe5OKkqZKLTorGhd0Rfr42LNeyyy8tlCwsyj3Kj/mlZGPaqK8LNvC8TgpKmLpYpn+Y1tJy3RHppPkSSVLKK32Java6kRknxh4rHUw/9IWFJp2jT1O5X8/+nPHyWJ5vz1JehtqVmhNyjbE8Vjujx41jqIXGy63RDqa2ZGSkrWLxJWqJpxdM3L3NGVSI/XwvxlvKmdqi9sV+119OUt4i09S6ohDtjXhqP0SdqjT3hbLFhZ6iHbIsjNxdo0tZS2eUdRF33ZRpPuV/NPTUiOmo7/NeLwn52ak+1H40/s0590bJw70LQl7KSVLz1Yd8aHadCTI7GlqWqzqR7o1ixGgqj8z8b8PeGKxuuR6sF7HqwYtaD2Ra9ZWLzxjqIyfAlvTNCDUSjjCxwXj/AHHU6ST7kVhOjTl3IrGtHtlQxEJ70RfwLC8nihi8J9Sk6iS15s3b3KNhpGjOpCl2tnelszlF+Kx2rkv1izbNeOpFSjTEhm5pz7XYpWrWOpja7l4Qd7+b8K8ZT3pD1u2VMvCTw5JK2aus5bLDZeEy7e46W6O61bJTt2Q1XFkZKSteKeHjnzWL3xNVIfImcnTyfDLHuVnS/R5tFYflqtx3I3OQs3S3NXVc3/Q3Wbzwdyok1+HSLP7NObiyMk1eGyjexHBYvJ/QvDqErvCLNF086sannRf5RcfJRWGlLZigo8Zsm+516JyT2XA0VhoS+ihbiRKVrF7VjS1O178eC2H8DJakYvcjOMuMJY6pbF5Trcg7V46hexclmhKPb2kePga+Jn9n4f5e0l08k9hnor2MTof0eyXOULGhJuI2XhLwrwfBq/Zo2pbCwjqv0349M7jWOo/TnS/WR48li/Jl59jHhwjJEtChqnWE8NU7Jbvw3LNCXbIlsIWKG0j8WN9rHm8amlfBp6aiL+xiOpf5ayijp/1VjqV+QRRB07IfK3hrfw58HutzVjtiiqRJ2qKw82Lgi+6Ni+hZ1HW43btmm24Wyh/Yn4UVjqX6yhKzR/XjqeMrkh5MWGXix2IrPrDFmST2ZPRqWw6jyXeKK8EJ7Gg7jRHNE49yo/5Xe5wqWUcCeaPR1D/Nhi+hGgrlYjqnsXiEW+CHxaupbqJHVknuXtZv4t1udw36YpJ7I9n+knsamrf5UNGwyxD8FydO1uhX4LDLENexsXHhJpKxu3eGIT2Omx1GLOnm+4j4sWGMjtqFWQTUaY1vmveJOhykMVrc5K9mpLbYSyxC8UqOm5xfrKKzQ8LbCWOol+Xy0VUcdSvY6xG/RHyXhKCkqZHTjHjDF4TkluxasD8WLdI70tzvRqaqithz7uS9vBFeCVn+nS8N5o5FRwJnssbFuVhD4NaXc/GEW3RWOp5zD9Qvh9nLx6ssXJeddflsRZptVUiTbY7KKaw8WPFY42QjRjUBZWLFihixQjWnUdvLp427FwI6nkbOTRVzF5WIsfOKPRaeKLG2bNUyap1hb8j2LFux8Z9j2L2wsNGmu50UkqRwMXnRW+ZSo1ZNuhrwim3SIxUY0hY13+bCNHTcV3EePOxje1ie2WqFsWLc2HszqNPfuwh/WLL2GWf5ihIRVMlu6On06VjxeJSS5PxIrkW/HkkMclKXaSqyW2xLZ1np9Kl3PCHsjVdzxZpOTVP4vQnuLDEyeooENdPZlUbDVqmaun2sofPlxlM/sTo0dPuZ/QiihGoltZqN+zp/0YsbYnhGvq1siMqY5+kdzL3EjR0u52bLbCGar/NhGjxb+JFbULjDRRLTUtyKfdQ8tJqmT0nFjxWdq8Ej3Zp6MpuxJRVIZZYmWNJqmfgxbEklSGKit9hD4NXX7dkJ+2Xh2Lk0dHu3ZGkqQ9ysTlSsbt3hcmmqS+F4k9xZkxRTjTI6cVuiisNJjW1Mnoe0OLQ8f6boSEhNI5VI0un9yEl6xRWPY8V9Yr7wkx0jW1/URc2xteh4jFyZDp0t2PYo4w2ka0ts6UblRH45cEXmSEb+b00x9P8ARLRaOzfcaO1i0pPgj0zfJDRUVsMR/WbRIT2KHshPexq9yieoo8k9eUthiK3pEenmyHTRW7FFLgoYqwiRrvcRGFukaWl2ci+CSfrPOxD6zItCYvgv7NilyUJI2LodeFZT+8qO4qrD6a3dn/N/Z/yx+xaEEKKXBXg8tkpbE93eNOTjwR35+GSK2wjiRF2UbHavR2/Zwd3x3RfisPwV+zuwk/Zea38myXUU6RDVsps1XeyHwI0Y3Ijx8S3PeHuiGH9llmzKV7eLaW7FNPjC3y0X6xqaiirF1Mr3E01YsPNllrNZtoT8GVaNS+7c00PZHdbHyM0I7fG9hvbKjuf1h6ummRaatYrx1tVrZEZyUtxceKeOpi+UezSTUKYry8f3lWsXl7i5xWaJQT5FFI15ekJ0WuWRj3SI8fGxrx15dsNsdNJ93bmso1NPu3I9M07eLZeVirW4tOKKFfA/CxNY9iX2ceFb+ctkasrYzR0Y6nJp6faq+V4WZQUlTH0009jR0uzd8+aH/ReK8q8makm32ob3tEJOUbFHD3KzPXqVI0598bxfrw1p+kS/sf0dPBt9xFV83DGPdCFh+ctWMXUha8e6j/MLDxZwWbl4edVNboa+jRg4xE8P+sMd+h/qs6ZPtvD4FnVTUrY/s7e50jTioxpfs1h+fVr2J7JmnLujuP8ArxooV3hi43Hi6xS9YTFXi4RbsXGeM1ezJdP7iaWmor9lRQl8PURuFlbNHTT9eKLGy/GtysKyzgq8WNYnqKLIyUlaz6G8M3Ev2TXw68/Ro6juiUU1TN4Tpmn+WdEZJq1jnxSKyxfRReLFuxZROairZJuTNOb76jljxvf7WSI5eaNXSblaNHQafdIZ1MKfcXas0NT08I19btVIWtK7bNOfdG/FNMebLEjbCLGzWmmSbSr2dNp+2MbrN/t6L+GcFKNDTi9xPtZpz7ljqIN7o7W3SNGHZGnh41pb0d1Svx5EN1yPqXexpz7lY6RPW/8Awbpd0jSg5Miu1UIeGJV++Q89Rp3+ZFrhkJuLo09RTWNvWbxrabb7okNCTe4rKKyjXT7diVnTqlbNTWt0hJJd0iTbds0oUrwsbfvn4IeOp0O190RP0xSaZpa+/bL4FlFYY9OC3JzTVIVV3McrdyOn0+590hlidnH8Gliik1TNfQ7Ha4E9ty/s0tetvRHUjJbYed/Oc0iep3bvgbUt3wS1LNHRc5W+BJJUisK/4ThiHir2ZrdNW8TdM/wU6ZDqXX5iOpCXGa8G0S14LYlrN8Dkr+2Ok7lyNt7mhoOe7IwUVSLdibEv4Sin7ELw1NCM9zU0pRL+xfaHXsWo1wxa8/s/G1D8fUHr6pLVk1+ZnevYm/8AyhxrebJal7RNLScmLp4pi2VL+NsvElezNTpVzEnpyi9xSaO4uLKiNISQ3FGnGU/0j/F4IaMpEelXLIwUeCiv5Jq+SWhCQukgLp4p2a2h3fpP+SQujf2LpI+yMFHg7b5K/wDoz//EAEQQAAEDAwIEAwUGBQMEAQQCAwEAAhEhMUESUQMiYXEQMoETQpGhsQQjUmLB0SAzcuHwMEBQFGCC8ZI0Q1OyJGOikML/2gAIAQEABj8C/wD9XX3fDc7sFHsnfBaAGT/WFp+7n+pNDuLwWudZpcvPwqCTzWRe5/DaAJrlH77hQM1Q08bh1Ey6iPkp+ZFzgIF4M/8AeJ0MtvRS/iCTYMGpO+8fIEiVycLhV8uoz+qa5z+Z22E2W8vu9FegWm2kEjoFxDbmgDbquI55JtXPwTokam/JOYZM1iZTq8770uoa7m1H4dU/GYhEcZ33bqFaAGFnDI5nCJXKWlp/D4e0+0R/Q5OZ/wBPwKERyfFNn7Gx3E973WhP+5PDdpkQblVd7MbmoQq0yp0H/uSjSp+0cRzPyBtSvuuF7OG13nuuNz14mkg/i3if8omvY863zJ6oX6p1KH5JtORtY64QbgTA28OG4CjKuOydETYdU6d6dl/4/BO1MHNSTgInMSK/BNFPLb4FF7zV5p2WiKJrdbeExorOStEzAEfXwdwiJjyuIoE3micgWRkidgcI+yiHVhE42m4Q1SAZIE4wtTHkOFqo8jHCcj9VDHOY6J3VOLwz3kKHsP8A27rjSyJlxWriF3GgeQCFPC08L+gW9UK2TDxCS3VJ/dQbCcrII5dW5TacoNJTnUxytUVpeikzRQ2SQhattkGN8gq47qTcbqYAx2UuAJ+qbWK/ELPQJzhOm09Fq2oJTW1k9VSBqg38GniN+6bV3VQwQB5RCgkzCrH7IXmBVQKkzJ3MLhyTVGqhPn3WJ8wIaaypBGoo6uE3upbI7qS2m/8A2vp4bS52wX3zo/K1a+EyHTVxwnAEw4VzVQ3laakLlIfA+O6OnT+/oquYG5Mrh8DAGkGFppWt10PRcoPRaoDfRVsEdM896XWl0xEGFFZssE1mllSg2Tb9f1UmLwEHSJ+iDGzRta/NRlomSuHpJa4i3otNBGf08PZtJAbSymT0Oy2nc2UzUjTGy35hHqva0MVDVeYrZHT8JXPZRwmBhdeMpwNZsnWDiN0BIo3Kc6p0rUZlO18NvLtQlfdGfym6r/2nrc6OGHQYuUW8JsNNzF1FTicJrauA+Kq4xiQpdHMT6KRHM0C1lqz3U1oprPVdM0VLSpigwmiIdWTNFf8A+KBrIoI2Ts6Y+ajG0oVIFcXWmum8SmhoEmMqIFJCnckrmkyZLclcrSiC4zvKpSfkp9V5jMVMLt1WENUgTssxAWn1RAjrRaVNIwJXf5Kn1Tj8E7dXInG6bO1a3K6uuuC1uXBsoh3DBiMJ2mkbKlemf+0eO0/yY+a1mBTl6Kc0dzI2aTZGQTNgVc59VFa0VIWqCReypcWd1TnAcmCB8lSvUhY6o3vKkwsIjEyspvBbt8F/KBj8RutQ+ztgfhwtfDq2tFTsnY5rSvP87qs9FFCqnmv3KAJ5Qqtv8kJlaW5sNl1uScLMm9FRyqqAKk16qabLeVzD5rf0TWNvBqo3sgWcNof+JO6t2zRDO/VVBB3i6+8r1yuSSNjf/ssBopbUVBlxrPRcVvA5RJrGMKHcTT1heyYTzVJOVpg7LPqoF8GLIQoUmnRTnC0/AhUjcSia7r91AIlCDH9WFjZRbqqn5Iu2yuNvov6riagLmVLui4wZnmC6A7qaFRA3VwKLUI+FlzGA1csxN1YfFWM4JKsdqhDVM9QtJA1Vmq69lhQfUQrAb18KV3UU+CH7rFKTstVR0hEaiwNxuvojMkTN1lF8ilhN1gG1lBE7D+65eb/sgF728Nt63hMbwdTTFN1uaCGppoBEdlpZd1ZQJmmylkGB5iub1XPNVOFT/wBIlfoEbfusLp9U3UaNoK2W5KlfqiIqFvIWmvNS1l5oY8XTXGBTzJsF7/ygLQ4QTSPn8kIqu+VMwB8UaGtlv1hZ2XLbKv0stJiEZHNmlq4RMmTYLvW6gT2lC/eVKDQL1VzF7KgI9EBSO6ECZKIcQCXSsltkXCJWrUYss4DfVNgdqLTSqvNcJxFDgJsihrKhwr+JqnBz/wBitJEiUDIkxVUzle0EVqVB/wDanMI2gK8Usjn1R6WhOmRHRRQBasG1Faxm9VmLQRdAeUN8MdZPhj4+H6Suqmk9lpIEHZcPUPLZurC0/Z+FpNpAsE3XzFqLqSeqtzlNvAVKHsh+6/Vd1jZVxXuv7pxJLoR0y5Q9pBBmqbMTc0+CmvqtSikW8IMdeqcqArqp/wACuq4uvePVWEzSmVqkncndA6iKUpdZpui2DS0pvFdOhzituhKg/wDYmp1TwWwRuFSJuqNIG2yh0at1SXRUrV8G7qwPqnF5JhGxthUaNZ6qaA9kZdbqmzXZf3XLZZ9Ebq1FYVX9kTTT9VT08Ir1Xb5psQtRrvRVucSqCRAqhSoX1U/JReL1Wq36q4nuuWuF8rouc37nh1d1KhksaMKjihx2NvR0YU1+Cf8AIbKkT4ZXRUj4qiz6IQmtfNeqioTY/wDSmpIWoUwKLRXTETuvbcNxP453XB4QdPEbw4j6lYlanNp81v8A9hj7SOG7RY0um8VjtQFJ/dMpWresSjaU1tDugaQuU1xpWhoBL6GQmh3YtTqdiRYqad1NHd1LgJPyVlStFcKgPQyiu3ROvKuFP6WQtVXveils1ULRqg97j/ITTBDNNE6QK2Q/VQJ+C00UYUNla2x2lHmGpU+i4LGUnh6z1Tfj4cVuNE/Necr+ybuum6kKRdc1fRZKxC62UmKW8ZqekJziZ0yG9f7KtOG3Az1XC5Y4bOHLupytRcHFzvewNkO0rTKAAN4C9oIH0UH/AJx/G4kxZtbnxD38nC3X3bPWE5j6tcva8J54nCNOK07bpjmnWCLzbKbSrsgfNAmRFk2KiaDdS4h+0FNmOayF472ThqMHqtNIGIQEQbWTQ7KcwUV+Yny9FAIrOECAqDdf3WdlhQFhViEZn4JrKe0P4sZWZFCYjumt1HV84UxX6JtSFucUUGXTABiypMjBytqqZptCEei32qmaRB4fKQjFa2RbpC4pMeUNjqT/AGVemVt0WmnwTjSMFXHwWnZFtQN1QGBN1WZzIWwWnO2yphQj+FQR81073Tw3nOoU/FZFhIcRkd1qqNVgtvRRSqLGW7rQ/mcKctI/damnUzf/AJprJA1GKocDh+ThDSFrlt7Sm8TiFsi4iU4kgEVI3Wl3niyzkLS6IIoVycUcX7Ma8OPdlaNIouadDxIcoFIoDKFPe9FLYEpopPdCwuFJgg4hSIrNUDJNRAVVyjvRa5JJs1YC/RZum/RXosBu65ajwrPdTSxrk0p/nVPLuG5lZdIQIilAVyQQtW/huNpT9XkDpH9KPEeRTCrPZWgXXqi7h9tO6k0I6wv5rR+aZQaJgWMZ3U5U47KkBFwsVSKKCZJ+ah04N8qd+ikqcWuqL+6iulYHr4ZiyfxBNPe7rQ2DTSQFcQPDE7IcLgirbvPvE+DWC7qd1PCkt/Dkf8oHfaOLBPuhMHCbxuIZqEI4JBxD/mpPG+73AUBjXza6pxjr7L2r+bVn8ynjcMxEDUFpAaYrJHzUeY97QrgOnzLSAA8GDJXEIMmDVcED/wDHMDe6az2mqk8ov0CLWkACzp/zogCcEu2CI0jqcFUq+5/RHWARdYM2VCrJ15FRGU4mGBu5QmDSxytDQSDsgRLje9oTQ2SeysB+qg+ipFKrlKrEhuF3oSiN5hOaf/JOBned91EDssdoUSOhQiQNiFHrZSc0vZS2PguavoogVr6r0WNk0SPgv/KFuR8lUivRTTv4B0iNiqZVjqBEUWi581MLllEUCFh4R+iysSs81+ipRFzvxUEZTg2LUnBUPINZoIhCfgi7Aqapwz+qlNe5vIyZ+C0lpr1ytflcXRG6g3/4/wBvxZaz3evVWMd1qFBsuG54Dzw26WymOPLqAc+t5UNvFgLIAUih6KSLWooiJK4gFv13RbBEGykBe3+yv9nxh5mYKGgyZ5u6D6fuuI07W2X2fmpAHLlN4TPK29K1TfZNNYzJ3TXgEDiYm3dDmLQbjZAwayBRDtUKHRtMLMEUO6GqJyVSiz1WaVUUiyisKHAdFNfiphR/hVZQc4gCdlqq6PKFzfFR/wDbc1S7FBSq94RumOMzhUnmdCqR1Mo6j3qtNLVogNxzHZZXtDRozCdMeaqxCP8Akrmp6qc5ou1aL5oGgLbdEOWqa1u9aKvy2TiAJNHJrRlQK7oOp6qSI37IDWCTkbqkLr3VLRVdkBm9MLHSqMiFNKLV15k50iu2CovtOVT3jhcwvdjSqVEmPydEA3mc25Cg/wDGQLrUXTxwfLpkJ2rnp9F1jZBhZOrC1cXhcM83vXC5ZOZOE4YYQIButAeAWpvNTSIKzcTX6KK1tWypc3XseHzcYmAAvaHi8MQKAVT30YXOrOFWGAHlTXTW56oMY68uqFQc153KdcRWAg1jROkTARDwJF5TPtDDUQxwwdk5+is16KOhE+FYnFFj4qs2qYWRquoEd17PTJNYmyHtOPoIoNLKIN4fEJMULqSUQbikHCusVmqrBVahpkQp4bZnCA+d0646LVUnebKZENutEQBveqdYnunGvwRsYOymoNKosaaUivxlNqIAsawVSNJ8NTpXRUgBaU7eb7ouBq2vZRSw+KxAMBU3krzHRq1miEE6i70r+yhlh1X9P1WKO1LlArsEbVrbw/ynhErHxU0UGdlFLyooDK1WxC+qGVymNUr29Rw7ETOnonOAB7fVfr/xQawSStepvG+0PtoM6E7ivbqB92U4waxEYlNHvi6BFdBloTINHVXMSBWo+iafaDzSdONlXyht8lNGkTXVX9Fpk1hbJzgetAv+se373ic3ZqdNBgBCxB3XMJcziafRQ2PLbZCN9Ta/5dcV0nlIFM9k4MjULmLIcrmkukQKxCD28r9oTuG6dPEsdtk7zaS6ykzM/FFrbafmuuSundYG1V1lOdaAgW+biTJQNa2VI7QmOdGttCd1iJq7qnaqA5UUn6rS6lCSjEEt91NzFeVAxVXPwXDYatFS3de0Ey7cIEzAr2VRds9AoHLgSLIseRLWiTCBYyP0WL7IBsT3RspChub1U1N8rUT2RybrFhqMr5rdVtuhk30/om6jzkT28MLKqhCz4UlZ/dDwn3eyhoE4hG1KzKkrRmb9EKTxDNAVAZW5KD3cbSdmfuuJomwPZabzbSP+J1nl4YzuvZcFgZwLEbnclRm3deUNM5KY27hmboE/IIWkGy53G8rV583QFKUjPZNLqkYCcXUFSQTdVmYiALqC0MBmJFk5m/lXD4HEAHE4fLDvqrkRsEW8KrhRcPgayQJc4/iKMgSZntsjTRyTQ9aIBjSPaecxaFqPEJZN8BSAGe1vmFyCB3VIB6rzSwVtZcpOcJpkhy8hA3lctlY1GyqAAq+o9VwX/kj6reLBd1xDtH6oiR16rymPwypaAesrqtLo7rXwjAsWxZbeiiD2GVWkY2Qspg+i1vNsAWWnhgQEPgCFomKZCawyOm6a4RM/FFgObz6rleJxlG5hClVGm1uijvQZU9a0WlGe5TYC5qx80SZi8YU5U0VfhKpNNh4aW1KiRKNoVAbUoqGovBRtSixPeygWNwtI9eqpLvVOfxJDWNIndQ7htLtEOnC0kmFOyLWu00MnYL2Z96wUN/8ASLXX/wCHbweCJ5IeNPlHRaHEEttH1RLSQ367oEgajWtoRbU9FnUSiYzTqpdEiCmmjSiWjyja64xmI5RXKDhAdMkrTUzYk+iaGkjTaThNdgCLprxqlhMaMpwINcTaENIHC4f5f1UDiSXO0lxF+nZHhapJmG7rSZ9oK3vKcDIxe6q7UA2A2JqE6AA4incrUIdpO11uKanKXE1oVEComUQZ7bozJsBBQIsFpN81TtW5JTnGegGSv+m4p0zVtfkqgd01rK6qxK0hxvXqpyvdf6WR6UNVywq2yv1XK6K8xiU1uomixG6iopF/DIIsRhcphmnRGy5iYtO/dHiGZNbWQj1I3Wqx5Y0hWDR9UZJc5omN/wDJVZFQtZaafNSagxhScXrZY04oiaVNCmz5hVC62nKmvg3TfPVNMHNZsnZIEfFd1mohfWV6yQjeRlar5FLrujGeq+qFieyGqabJ/tPJw3aiOuGqTc17+Eboge9Rf9QXsLm+Rv7o8RuqRQiKqtHY6ItNx/wh4pLWt6m6L/asEDNuybxOIAG6TyzV1LJ3B4g5Y5CcdV7J7STYN+ipMA3PVEQO61CQCtLZA2Qf3WD3WZv6JzGxAN/1TgDsRFitTW71am2RaIfgDdQ6pz3Tz7MOxG6bykcQ5lFt8UF00idj1VI1tuAbpsA+oQIElwiT0qufTmaWV92lRWOyFjSycBkSAvZmwxunDP6LltGTZa5M9kXUJ6qWnUZoiK3umyQ8D8QWomhuN1T/ANK4RNDSJvKx6BasZRvOAqwQo2umu1eagWFGpbnss2oIsqf+0P3RNEbIUqJPZCKrlkfjeE0nVV1d+6e2s4bhCtd4qo+SqDSxWpptlTU7Lv0VQDsN1S2kU2Tg2t7GxQHonX5XdpK6nCifNNsIxIB6rh6J5nQaLW2vcLQA3QbOnCaTGknTX9k4CJsKqkjpC+82stVI2RcCJ0k1wuLMT7dzviAs+P8AdDsmcRtS2kbhe14Q5XY2QpUUn9P+DADSQva8TiauGBQN+gXIGNbq5W6bJxc8ai4kaQgRMzFPqncA04rKtO42K0ASRf8Az4Lrkgp2B0oozJaFLQQF2RBJB/CUG10ONiU8wJaY4YWsSBO9kCIMYhZrSN1qFPVcouJWnavdcsgGk9VomYiOq+7InqhmRfVhcs6A68qmoAcripD537qBEZ6lFwmuFWduq0pu3ai0gkH6qPVV2lOGQ2SURTMBuFFYXMQIiEb2khfnx0Tj8tkYHNsE4RqAMXQeZLS7TKjHVVIn6otxTK6jwypExK2jCm0Iur0M3VG9jK00r0Qbw+Hqe41gpvtD9nZB8kyvKXge9P6JzQSCeqja6venqvKZK0CDiVT0qjmq5XiZkE53+Sa5tsL0+K2JOB4avcEz1Wmv+FFswOy4jhiYCbw9RYGAF0bFOzpPu46ygWkTNViBbohHqYWqsCll8tKZqq2ttsynsJ5nHUP1/RR/BS3fw1tkj3m7hBzDqYao8T3rnr/wLeGy5XtI18NtG/nRe4xIworXKmndahpZOYTHMFWkLjaajFUSZHTZAwLfFam1sEC2egAVZE9UC6WsLiPVAiSIgTsvw46FdXxlc0n0VATpj0TXHkg0C5o1zhaZDr1wVpkkiwTRqJ1X7KxTbjTdME6QLdVmYvutNRWoWZCADgFyQOsLyiDsbpxt+IbBBroBFSiT8YQtUpzqimQnVimP0WRHROuTiE2DQn09VYYsFzQv7qB7tFwiXc0Ub+sJoOOiNwQ1VqKYQ/ZaZGkfJZ2UekLLjNoWc0VSOiLqWQ4TZJOyMfznCp/RBjRUe9uiHY3Xt+FQe8tBAWmP8/deYnevgWnspiy+OUJxN13WA0ifVO3wuerrWuo0zSb/ABRFC1ueqF6n7xxspDgC50/+00GVLobCfpOjhDzHfoqtJJudVU5vAeRpFnbI6/MzE6lp+Sa4EsIiu2yc8ACKEDxz4VnwcDGk1vYrUDzLW3ynH4T/AMBxPtXGu9pDBYkIkvE2htgNlPopG0otduuX/wBL2kf0fupp1UU2gKbLA/DVDmBLbQtoFhhTWLQnEHl2Rt8EJiNpXrQzVf1RQiybFSbkhVvlTpN8VRhlcFRi8fqpfV0iK+VACJy2U0anQ02lC2ylaTIqppy1hCcLT85Q1QA010j4KrjLq3ujbXu1OoT6oNuRKfIn1TYie1k10es3RMnmo3otXdVlVIhbTELU2pC1fqiSRpF6puqK1gLT8FpFJ6WR0xTewUfoqGIosmcbrSZBx4VHlbPgaYQe2AR9FxWPkGXf/r/6V+eLpumnWMqDdSI0K107l+a5h6KB8UIk/oFLjPNYBEugablOJm29iuediE2tWWKGsSRuVMU2VJ7Lh8DGm/TdFvBYGtb5UXcU1xVV7BN4jAGh7dDuilxk7hW5NNdyhI5DTiDpgrBBrO4XRYVgoVZnaF9FAMxSU3jW1Y3Cg/74cZ7fuWm34uiYzXOmdXUrVRR8oQpA+inKkzpbdS78MADCiR6LG60OJjZP8oYDVbdlucFNOeydzS02cQqOpeIuqR8VRwrBXKQTgdVDjXoLqJ79VWKeZCwAzPyT2mKY3WI1TaFOc0UizZknC0EHXW2QmtaBIdaV/MkOrRQwKw6mU50eiBrSyDcil0WvNLgypkUWqsYHRVoVjeAKKjjGaWVbY6Kak9l1wiKSuap2Wmt1/VhSLLVSYjssWVYBiLoC7TiFS0IKQfmsj1X91qNNTdAogMok1WkUQZ7/ABL9Am3EWWfiuWOiivxUVRfTtCoLX6poZnMKwm/wUiK0FLIR5fzIaZ3/APauK9VG6GkHsAqNI4fVSLYhEQebhQ1BGM3MJtd1wmRWNSpsFrqd6ouEaxcbhO+zmp4Qlp6eOfDJ9UdMrme1rfxFew4R0+y5e4/EmsaMU/q/3umzBV7tgm/ZuGNAdMCLMH7oGDG+6AkibUVFNT3QYyriYC0A6gBNrlRT1KGD9fAAi3m6qGsJP0X8o95VQbz3Ua5A6K7v3UCEGQKqAv1lUiiiqIbEbBVXS3dQXekKpNaGFqgQKlEInUbeYrNKgrmp+qscYVahfVZU0o2lVSIquHrjR9EXUQ8sRhB1QTcQsW+C1On4rqiBa4WCtRn4LTUdFhTSe/g2LLltnKN57LXqpGUQ6d7KNVbAoERKc+ut0Bey4wII97dV4gH6rVw2niOFnPTuJkySZuVqqAcLl+qFuq1UVEHCNQUUO6+UbLmNys7LmB3hxTiWRg9VqgkTTqoDSSPeNlUgvymzNES0UwEx8g8Xh/PovasmDjZTQz8kOK/+XcN/GnOdd1+gW4UQDugSYJXtuGTq93bsm8bh+R/yKz4nZTZSEx7PM0/+1cez4gkd1qyL9f8AdwLrTqbDRzty/ibdhRE6jWqiq6qtAUNXde0bOr3f3VSVFNpWA/vKIa0RMLhcMe+YBWkiX7IAukwtPGn9kcsdBa6FOe60kBGLX7KIQfJhbTYEqrh2X0QMCRaCjDgBupO1kIcaTqRbp6iUYju1EHKxPZECTSqOsg1tsqTqbErGqN0byuWIwJRqZ7LS+BiyLSCJ8wlUIjaFNIPVQBaLqmOiN/iqdguSCEDQKa0EFYVcWXseFMZKlxLzmXL7txHQhHWRNaqbwid00QK9VhHT6K4hNIHyXNPQSjEgC1UG1qtdDK5o1C6usLFt10FVDYPqmNpFa9lVhgkBwm8poa0uNZAVQATY7ouaSYjzK6rT0VamyF8r5LU2WlVGIC1yKqLdjZA1WmSYCxH6osqcVNkWPMs4v/7YKjwqv7/wO4bvJxLGLOUDUeI2853XQ2/3XtoHteJLeFqs3dybwuGR7MNtF+pQ1RAUAfPwoL7rTrpv0RAjRaFSINjCn4qQYqm9KxKYHXhE5hQQCFHRcDms8/BbG8qgP7qbtNCpr2VytccxohJOfRUCpE7hcwn1RbQ0UX2Ra6rmuOcqHRT8OVhVonmoJzNlBgmAi10xMmiEED+pCJimL/5RBhAyJlUiO6AdG6xZGpgZVB2qtNP1ThIi9EIrOYWI7puoEmMo51LYkTCohwmRq4hACaxgEb79V/VYbLUYAIVQT+i0mJyhpA6wtXSy+5bIF3myn2nDhV/+QXdC0omplaqxZa6Ej4JtzJgwFzEBtjpPwQLxBrlTIgXlDVAbNZK1xHCNpvO6cRyg+XScLT5ttSBLAIXLw/iqTCGmDXm7Ih91Nfj41iq79VyoxVZVKneF3otVBHxWoxy09Fqd520eqILp28GnZdFpJFQjxPebR3XZWjauf90PsxdpDzAdt0TpuZJIRYuxhStO91pj7x8HsMIFwvdRm9FWFJcarUIATeNtMocRvEEeUdfBrR5iuFwOH/8AaoqE91c/FZiyvPyUwL7qwPVF1YUUEVk3X91Bt2WqmwgoPdpbi6OqQfqoEwFkrJ26oktH/wA7Ln4T5yokDCrG1QvMe0LliZm60HTWxGQoFQVnoooTOcKhP7rEm9bKbqLWUXi6PMe601C1lokBRWN4X2Y+7qClUVZNE0R9480C4sHJ0n1V69037Ow3q47BBrBYfBTRVFPovyO8qpUG9VL4jZNcAOIZ8uyDaz1wncL7NLyJqRATme2aHuirQUYNpowXU6q7bI5LagboNJJMcziFzLU6A04hGIpYKikkT33QMmsEibrCP0UviT4O04tVUn4rpZRXXsuWVzQqTaqiPmu1qqeGeV2ECLOqFfxjw/um8T/7R5X9lpuTiVq3/wBwDx3+zB+S1s4vD5eaLI6S4ADmEZop26IfVUBqumVqmB2UAT6rStWYWIWwVab0ToE6l/O5ooIThwGgOirzc+NFP5tlzQI3+ixCH4MhRe/mKbAGoUlyI4QGgWC5YP0ARLrEUO6ilM9FW3ZbIyv+p4n81/l6Babu3J+a5KsyFqAnMk16qxlVA+CiIM7LS6fU2USaZXTfdFwj904kDcKs6ttlbsq+78k3yh91WN156HEXUHKi+bK0OmdSkmHjzjYrErm9U7iu5XkQwbDdRhDYdFxYsinfBSpN2Jza2ooEgRVGKpnA4NJu6LBHhtbpaLBalrrIqm8QCJoRsVBqcnwnTe1VMmBYKkbqDJmt1FFhXFEXuiIqVf0hdlT/ANKpssd1FUeidDq2suaCVorf4KkyaKJoaJ3BJG7f2/iyoNQVpHmaZa7JbsjIo6f9v7UtlvD+qYGurmN0xgiS7USfoqEgF6NJJsuovVea1T1VDV1f2/VcO0SJCFf6hunD5wroRNt7qxjZQJmqcduilG8nopHksufzHrZQ3hiZutNR+LqoIp1KmkFam19FyGN1ygDsppVOuUdlvlZjdR8EKXWFHFAhTw/K63RcOTE6tPwK5jZQ7aEK26rplS2SLWWhv1QdMyrf1GbKsR3VTHogd8oEPH5lqIAn6KsW3RgwB1VVzR0opE9Vz8PVtVANZw/6omE6SST7y06RJG6gkwg7TyubHgW+Gn3nOoFNAsdaWQBzK4s44X6okYWkhZTqA6XCsq4IwjMI2OyxZaNZBnAVJAoh9JujfVUwqzS8ppqJk6brU3iWqu3RTfsFZGL3ohJr3UUkqNLfVEN3XJP4UGik+9sm1WsS0gyvagX8w2Pjn+AAUc03WoaWTyjutQxR3f8A22phgt1F3Va639VSdQsoF2+WN90RQibppIotMxNOy1Ri2yzSqGqs9FSvQqoIChrb1TRTqhE9RusfC6pRflKq0DeF0NUdNIyoMwfMYyuaZsAmxQZWqTGyyCbmFSOiuszeiM2nTdBx+Cr81BFkayixxraUW0+KrX1XDqfuZH/kVJ+SLYdzZi2E02PZOs6Hb3VGEu6/VQGit6rmlzsBNFIug3KnefRRPzXJF4kpsVB6IOERjdRPW6zsCiY+KdQUqo1db3U6Z/VAR/ZW8y5Yk1XM6OqHD4jueKdVZHUdWnCIkzFz8yjQ1MwFoqNwrD9k0mx5HH6Ih3qqFAVphObPMTLh+iAtCMxvErVg/NTSD1WQqYF1Vd1NIC1UaB0U6rmVqb8Fpgkhvp2VcIz9E4kVFugWmYipoqE/BaWaqErTQTTsEJBB3RvtELUTQbpzD/LfEnYqKSuvhXxkk+i/6drBw2aS5h339VIoHVeAKAqP9ofZtmL9F9p4LmmBzU+aNcytRlDGICqOqd6KSe31KLa+qlskbKwJ3lOFiFCEzAWegWoCVOkVqrSey1sCgiv4UIBqoEzmE76omairkxtBIA7LUMyeyikikqczZE0EYXmvRaRBRvC4bvh1QBIn5LVHwXLMr+XS9lpJhtqBfltMqZRa6YyJThT1Var+yySg4/NT8IQiyt6oIGsbKTYUsncwcNpopMHNlcxCwJXLbdcxMmsRVBjeGZ+anicNwGJFlzAI2OwWih9EXU0jKu47SVqqopOYKmCekq5ym0+Sl8ZwmtgmkTYqBw+KXBUYAw3dNVFlRRT4JvKBtRcsFNvVRUhUI2K81BaiFVxOCfeGrh0yP7KrG1rCljiybSFLmO7qXR3BWd9U3RfSeygQtFafNAxewKGyLKU+Clp9V5pCLstpHRDiXd5X91j+GqEedlQpEaXtlpI3Unt/s4Ca328cONXFJz0HwTnMGluANvHUwdZKwY+aitaoNpDKeuVDYp1uiTU7LVB6otq6aoxEm6g3uhK7dUTqiKqsWWVOcKVqmHKd1p3oSm100WNIsE2WwZVviowi4ebdNcydgFUVbbKLpsqyJN9k6fgqNHwVr56rRpvS6gCgxCF9XvSsT3RkCbGqJb/7Q5ZKPRVJd1AQLpcZiyiFpVBRfupNggwtRI+Kp8ZW5yoiqHE4g++Ir06I4b9UWmHA4he0YfSETabLzS/6LQSSL+uFOk1xsm8w3QY6+eqFuuIVwJ94iypMtqRkp5u+nLKJMjTclVBIWG3yq12WF1ygDMagKdU6JC1fLZczRCmsdk4FwH5ZWO69oxwltbZQc3yPq0qimaKoitOic5x5DkbJzXQMjYIW5rlaqRiArSRYIh1SvL27LU2Z3my0tp6ppNxR3VcThVLXy31FR4dfCBjwwpR4bvI+vD7zUJ1JrB6H/ZuY1wYCzU9x22XD+zsIknW79B/DRaoo3m/ZF8iVpbFeigTKrIM0ohYqigqFMI1v/B2U3K6myOw8KqfSy7HdVVAtt4VTVVz0XXoo63QBdMLTYBcprhEG96KBKyEKwSZcV5cr8q7qlljtKFf0R7wpRONSnpWihXmUfksR3XCy1okUv4SsJxxLfqtNJIXQG6a0+iJrWpO6N6qYCLjzQjqE9YQDGHUTEtElSQ3hA4JXPX3RTCgOIiBZAGKmRVaqq6xKg56KhvRUIgKFyquceBb3IXE+yOvOphVbi9F3RhSPgoMiLLVXT2U00lA2NSYKhvla3ZA/iwgRCoRC8pqmcQESKGvwTftLwNcmmETkqUWnKjx/M2o6L2lmPOrT9VJz/sQN0/hnyA6j1AR4hq1xvF1JgUgBWzFlNh4uEc5sh8KL8mU7TLGCwapDyRbmKEWU4CqLo9bBVqpj5qsSjthGMLCxVZCxHXwqIVCoovNKpWfBxgWiSvRSSui2UIbhRhVgZXK7siHekJpnllAumL0XQ0ClSb/VddkMd0OqkbWUXPVCsAVMLABlEuvHwRiKSJlM4rrSRO058MKs6R81w25LtXbZOlpAFjNfVXJi9FsMqmLrfssVyu8LVNey1cSDxH36dFAWl3l+i5o18O/5gpHN2CueyudRPuqdQqIjZaI5Q26OmOwUQPLaEHSeqpFRsrAzcxlUisBSHUNYQ4zLgiE37QID7OAx/Dywdwco6GEEYlVgE0soqBCjSJ3iyzE2WDHzTWaZThJn6oD8x/i6eB4GRUGLtKcDb3f9jKcz3jT/AD5IucIjc4Q2AMCU5xHkgVVZEfJVM8vwTQxvMaLlK0cQEtHyTtH4QmxTdVml+6A/ESowqzHhsqofNaR4eZbxVTYL9FC7ogGyB04VK7LVm/Zaq+FQqKyIRAotNpurZotIcLqNVBkIFXVZQoT2V07VMzYLVqrsoK5vDPooMhdFYkE1GUDUwUS7I3QZxJI91wXJxWx1UghxPVOmBSg2UGO0KPdX0hUGdlpZkQB0TQ+j6UFZVPiuADYvAMJqMLouK51A7hkoRSFU5oYXlGjJXLJPZGbNzK+7F7UWQ43MI6ohuyl0xJEJxbH7BOIJz8FjotFKVutLv5T6HotJ8J8fNULTorpNDZNd+OkTbfwAbFczZBu1PX/JQj1opcfNQlNdq66cFSyrTWeibNyou5f3WmUFK+z8RlwS0khOGgcT87zJUf7AuFgixrSSDFE1pq4gaiM7lcgiLHdVI3tdVKz0WoSI+qrj5rcbQsdt0Q0gbtcuctgYaFUAdENt10UAImPCYQJdUp0cyKh4oPmtP4dl2R1Umq/Yo6QqmfDV8KL6qkz4dSj4DTlQURA9UBlV7nqhJUjO6pIgYXKKKclStVJvHRWEKyBESogVUR8VyoRTZTQCApaU2/wQGnnuRF1FsLUrUih3TjjvZfhZ0uU3k1QPxFOPCB4Tsgm60Puc7ohya4DmbBnZa2fDZQaKQ3UbCU/2nLxuLytb+EdU/IWtk0xC0ulON3nGyOmWs7poc0m5JXPHeVSRfCAHwQZLo6boav8AOqkigUuobINknFMrUf53D5Xqv8NZ/ZNa6PNLXokTshYXpCaIHNallSs7ZUaRLazKdp3rVeznmb9FEyfHv4TdPoC1v6+AP+w4IAcSa+gkrXn6riPo5umAJrMVkr2YcOW52Cdc/wBRUmEdNIwhHf8Ab/OqmAoHwU6RIrdSD1svqopKgY91GbryzuVURGyIhRlVuonTWwRUKlsKHWKrzFRQTXohOVSFk1iiHKVVS0RS0oE0lcxNNqHwim677KTc428PLZRmFAQnPyQDU6ZGm4K36LqdlHRGVfuo8D3hYCgzPXKt81ilV+i1SBiy5uGAVDoF6NXfATWZcQJlNaPVEiaKd07h/wD3GChWxvqTtV+hWrh8oIqgNInoaoxykWJqUy7jkyiNZYJMQg2jsIGtLiFqAB6EJxcZB+KdqsbIB1TiqmSSbdFOdleTkKsygBEZJFlvlSSZOFrdThcTzI9ajw/Xwr4aSEOHWcOlT7hyt8q5FlPXw4TrNdT0IXUfw3T+CLEgrQyBF3GwWnhgwz/YM4cgaDqb+3gC+YFkziWmBU5U1B6letE1u6wBeFokdQvylONj1N0Nu60+ij9FfzYUW7qA6ndVU7WCnN5Xz7K4FJlXFdlAmTdUhEjmJNui1cO3+VWqGxNxZdrxdUoBiVIjodlSY6FVgAY1IxAGKqvVZ+CGeyoCFJMQiRNLrS1skI0mKLyHOrumsgb8ybxDN7Cqb7Pl053KOoVB1A77LU1ok7Z3Ue9tClza2had55t1JsvaOkZWlszKDpAbIjou9JnKLYPdUhdV1B3QMu80hTRvRCMX6odfmuCTEB6psowielU8mgAqjEzfsriVLp0nCMZPxWtwHMs9IF1mcmVA+Mr6qkHFVyx00rnuRF0RlRWBlXAunNkhsQEDtXlTYHosK5DbrQ7zbI8B8e04VB1C6LHhjwhFpvvstD/M3bIRbT8tVXouUD4JuU0gc4pdM4ltdfC/8FbJrG8rOJT/AMsJ7TIipRBx/sOvh96NWjyt3RdZuDF1FImbKQBRagZh22FI+q3nEourKrEtWTPVGZidlS5+SrJWVItsFn4o1EBTcH8KxKAOT8FE+bKMoVg4pdBjpkHm2RY0eWiGoVHVN1TaYi6AM7pzKiYl00TZJ/Zaa/BNqQMndS8+rl9zwScyh917sc7vmvM30rCjXxD66VXWZ/8A7EI9q2OraKn/AFArfUP2Q/8A5BDhWHsRB0X7EoEgVsJXBlmnk9U5hqSIbJstb5gWkItZIlVkUhASaXQ1E4guWOtFk1vNk38WFqjV0K5YphVlpwFitqIkzT5qAJ9UdErp0K5QWm9cLnpSrVqFEZtsMr2bo9o/m7dVD48xiCpkSm6XgM7poAk97KBip6qvE0jfdUadNpVQe8o0Mm5VCOtUeYGbhczgtGqdJ+CGmSYQL3X3UhwHZeUmVoFap0XlC4nKZtlN4rZOijiMprra26vGpHh0VMrVUPbVa7AGrYUQqTIqm9MSnAyzVTt/hTmGaVFfDqpWfDVWVI91wcjp0jr/AK4YwS4qePxDGNFj6r7niua781UGv4A1f/kaaFSxwKYHsOoGnQJzormi/qP+fqqT+yrE/VfCiN5rnKx07oVM7ynaZB7poIOT3XlPREFp7zdYItKc2ovQKCfkhpinvLBgVMXQHmrZAubG5iywc3TZzMIVgDO6kQDjouYkR70qohmKXWqKbq5IhVcIndRwuBP5nGAo+0cckiOThrTwuE1lb3Kq53xWFEyobGpYplYpZVpOVW6M2Km+ryk7rg8QZBMzaqdrYHMF+i1sjRFwZC1UH9NkACJXK5tPkpPEkQKRlQeaAh16qs1+S8xoqRuuoKibXKvNT6Kt1B62Toi2bK3qpticq7Sz8wytUCRhtu6Jc7W51ySmkRPQrE7rVFtyjqc0tPzWkTMLasKKdFkA7Cy02UZiiaNIoK9UNjXurlYp8kaClbqgEmnZaHVOVT0CFa/ROafmUG1mbJ2IvWy4fDeebh8ix4YUfwB4FDSFLZMjVK1bYQoZtKioATOJQMnm+hUEV/hiAoMVonTEshndA/6w4zxXi3p7n90bN2k38IcA4XqgfcJGqsRC5eVhiCDYf5CaBUGvfCaxgaYht1EjehQdpt1WkTW1V3rZG/7rtutLjJ3hRX4KmVkrTSiiv7rHwWo/VR0wKrUZCB0V/KV1Nhgp3OHfp1Wkx0MqKx3XMPRWq3omkEarXsn8P7KA+AAeITytQj7x7bvIWY8KQtJZByh+65jClT1qCtLOFV3RAhs1lAVEeB4W+dk77O/z8Mm3Va3V9owkjbZFgoHUjBVJDulkdW06mii84qIsuUwO+VP4jReYwi3SRpUV7IfJfthQI6OR+kIzV3UIioAv1XmisKuJNkdUnq4J2yamzIMbKtkbV6YVzpHVdOhUsjQbBSIpSYotLphTQ+qtXvdarD4rVqFKQSox3VqWXoc2WnV67qDqA1QVWafRAMEyDe5XIA1xwcoEUUAEREIzQEZTfzR6lNg+OV/bw1VRBsU/gkj2vDkt6hVoTlN1A9117KIk8PG4Rd7zYDv0KHjJR27eHHb+Lh6vgjmn+qOGwS42C+6DGgjlrMgfRHl5xZohxWqwPp6LmcU49BOwCGog0pRQ3mDRbt/dAFxVRzXXLTZW9U407KGz1MqKXqMqZ9EOqF/ghv2utADnO/A0StTuGG0tNVXhluLJ16fJZm3KhcdFDCSpMz1CnydZWI+YX02XLPxunOc6DZHi8Vzh9maafmQZwmhjBgKPHCsF9PDujdUIWkZV0Ou62/Vf9Q2zqOG6dw245VMRpUFHicA8wOkhRw+EBxDum4OViNoWpxqVymuTErldRSAtNmmPRRYYK1avN1uib9EIk9VpdtMLSIq2q5SIzRUlZ1ZUuPoqEhYrZGZnbYLngTVQyZzS6pFei5ZJyd1aOigg0tVVhUBEqfCrRkKGxi68+ahS2h6oHhE1p3VXS1WnK1aqrT/5TC0RGnIumui36rCHh9PCMKAuHxxg1qnNb5DVvUKhGmxKpNIqqSSaySomQ4OY74T408KLC4Itrnh/FaeFwdQRY64/1OJxyf5PCc5aXvP3YDQ3en7rNBErSGERgi6ipit1pMupM9N1MmslcTiF0GI77rVA+KuaCbLOvNEHOtQoW05MwoqOyiD1cMqsoTA9U10FcpDepwraRtk91YLngTS6PDAiKQs/FZE2WVpNNyprT8RuoMd1TyoCf7r/AKn7XIZdnD3WmwwBhG/hT4Lt4dvAKBHht4E+iin7rZMWv8S0NAEo6QnNIrOEdWaIs4jtM0bxYt3UQWmLEVWJ+iIkzCilLKCKmVITS5s0Jg4TdQDDHu2WShrn4IxEZkqsbr+rARc74beBz1QDWkleyc4tAFlquooHhahyzndQ33bUURdOpQdE6coaXXWoVWkt+abnY+GQSrCnRUia+qbbU6l0A45uVjupOysei1Dy01VXErSdXhn+CTRSFC4ZyJHoifUrooAEOp2XA47fdc1x67rT/h/iadnhcU1nUYgrU4kki5/1HM9poHEGmZpdHjN8jvKSFFxICppi5O+wRboDgakgrkE6qGBYK3mpJFU38Tr+qAqVNM5usKPcXLXInCdTm3U/GirBrMKxnfdTeBRB7q8wJ+FFIqVXzFNob0WoHzCSENtiFzgy3BCF94XLMjqoZ6ncrQSDqEq218ofbftXl/8AtsWpSqU/i/T+LqVrkO9FE+qvVN6Klh4FydT+ycw1mijmcdXyQvNjRANm6ryn6oishQ6Oq1Ml1YiFBpA3XNwy4VpN1w3HyhtaVPRfd2zVV+q29breFt0UuadIcCZOE2IMkBtbpz+I+hNtlcx1wuU+koHVBMWXlOh1pVDTstNT6KggNpZQ0FXJNyVcl+26x3RJIYVyoavQDCE8o0/FUA3UH5KBCjATTPNvCa675ppQ4d2cRkVWPGnhXw2lcQ/JZE4WmtNlOoz0TQ6RNObITC+4bHw/h2XXuvaTR3N/rO9rQTPDBWoRFVpkQMogxGTumwKWiU3hDcNTBvUqjgFMUAE0XkQJ6eVSXWryhVn4KgXN9VDlJPdQ40fyz1wg33hRGPqtThARi1k0VrMVym/KqHKUBQacBOJAgGV7Uxyo/avtA+6BoPxLVE7BQtI+PjT/AEtWAj1RRTRVdytSgRUbrRNF/lV9FpnnAAD5+SBEu5tsKQTVajBh1BN01zsXG60RBO60kCGUkKMINmKQZQbfEz81LadFS+TC5SUPxNyUdUBjZmVoZJjpZFpI046J33g5sBea1lLnRbNlFSKrSQD02soDjIMRKhlJMlEnz/JGk8vxTYMKDSOib+yhstrVczPSV2pUrVplGhHRTPpCyimvP0XCdXU3iAI+qj9PC48cJvQhSexj/Nk/hxzBVNB5itVipwXRG64/Am/3gP1Wf4Y3TeGRXhPLXKepr/ptYLuML7RoYxjeGGAO05Wq5Nvldc2M7rlIY0hRAMu+K0iTOd6ImDYuhGo5d1QR0VCcU2Vb2hc5FOque8KGgTkryny0VdpX9XVVwqeq0cRpIFjNQhV3wXI3Qyc3KzXqm4i8LIIXNEDK5YEXUmOau9N07UY+zsvBug1ohgsFLqKQbrFFFJ8Z/iG1/wCB1o8CUdXotJuumFAxWVS6CgTW1ETJBCLXmHNq+cjdUr0U1nHg3cEgprmwQawCuJMCbItp8FqrfdY1CoWZ+iwfVQwkfJec6kHVG6iZlebCpJI3UwE0mlJ/woA3AiyZq8u8LM2klSTmg3VfXqoghwuhY1TiIHSVkn9UQZ/dEXbKOk1WrJUAekI8oMdVnUENXbunF1Ob9U0u8xaJ8OiKaBaFLpX4BlUHxTpuVwOJTV5D1UiOyaYnputO919m4v4uQpw2QusLConuaYdYdFBq1wOtAge9/p8Afmn4VTo1OLuK4l03hXvlGZAP0XLLdljuU0Mbysz/AJ6rima8oCd1ci7TyLTYVohA+a5YFFiDhViSqzTAQ+kqt12U/NcxjYLIjAK1VopoR0TQsUXJAH1WmBOXL/p+HUvgdmr/AKXhe75juomSiPeUrX/gVto/hi3hqbXdah4d/C6PVSOyBXLFPDsnO38MSUSsJrmxrbUHfoVIJDDWpt0UNcZwFWZWlaHTB2VZ0filUmuYUSK2kJ2+UCM5m6xHdaX09LJxgaiaBosrXiFVtFEx6IBgqc7qChuRB6oNDTAGXJtviqUJp3QZdUn4LrlOdYLUZi53URX8qj/9sLS5g1fVatJP7qlQNwtTp7JwgRqFFIiDssSuI4AwBRN7qUV5T0WV3VfHiMwOYf5/lkaGN1Gq3S6kEA9U8tJMP3XtfxgOj0QuvXx5bhHh8IefhatU1JFwhhpb+v8Ap8D+pcKpLiwm34qrHVS4kR1Wm0ZQdPRSa98ri1yMKYndZn4okAcuJVAAYCwYMLHN6L9E4VPpfwcDHos9l3ygDCxSmqE0e0OseYuTaCT+IIh0iLUREXqKKNI2uvZ0L7nCc88Xh+SNTjBccon2rYeSL/BMcw104XtIv4ELVain5SptKqh4/wBkZj2bzPqif1UK9fCFWwRhFTt4QFXwqpKNk7hj3jI7riOAOgGq1SRHzWsOr3QNeW3Ra3NHwRMgfotVDnVlc06uy02F7Lmhc0xsiHN0RcRVCwAp4Qm6+04VJifVNc8UtTCpIe35qlhZatAIRl1YAondKFRK4HBYdMmp2QY3y2CIFz1TYmiPErIh89EchZpsF7Nhh2CrCW3LSjaMUQJmfohtumjoT4Vleq0hX8Ongz8/KU/hujlNlIN7KCPinVE4X2cf/wBLfp4ZWfCF9jOdRHxTuHaKjr/psd1RZwwdLBAXLFPxKXO+St3WgRJtRO4ZxmLriISa0qSi0jso0ER1VAafiQFY72TiQSENQhHS47Aq9hWqPMAaZv0U+vZRuu/yRbWvVOBAOq6ttmy112shEla3ENDetl7L/wDJxKuTPs3DYNHDU1atOog4e0wg08RvFZ2hFn2lzuG7GtHQ8OkUM0KZNDEQv1QO66rKvfxibrmusLr/AAdB4YVMeDTt4R+vgIWsUIWoQ3hP5nHVEEXUPqdSY1tGi5cF95BBgnoqzpyEfxA7LOrDJVc503Wl0QOi7VujZHAPzU1PdGg7Kaum6085BvRXg/RToOnKzpFQuY6ZGDZZrYALXQ7VWqHkBvNpCbzbJjpNFK3RXEDmzylViclF0jl3R1xT3pXK2RuSjfumBs1umtBAJyuE+oln+hhUmQuJAuA5N0iHAVIUnFyiDB5NXZcAix4Tfp/DK+z8T8PEH1XEEQ00Hw/0+EHeXUJT2t5RPmIyv6zQbKIiFCv/AO06hnebJ9gEy0000WnVTTsnXEJraajAFFXF6LUZn/LLVQkQbqAQBeIV5PvDZax2qtUg+qN02mfgqRpBuoJI2hHS8UUEmqgEat1oaRBy0J/2/iN5GA6epR4jqk5hY+PhRQi9hHD7ZTdXDxdhWuQVTsuyhdvE3Poobhc8Ruh/kqYVPAbFEBUJ8KLsuXxlVsuJ9njmnXw/1R/NUIcQyD7tFfzVVBJ3WrB6rVXmqVSI7qagC1brfZFs1GBZVgT4Zr1UPAgdLLlE5XM4ao2RvGOiaXVIMUWkgU2XLFeiLHD1RYKavMVLcKpg3QAnUKeE6g0oM1GfmnVJT6DqpEh4tlOcZLzeijTE1spYJ6Smm5sB16rhj8AxnxwpysfwQuEBNRBPb+yt1otNgCmRAJavs8/gUqfDp4dWu1KYFaW/0w7YyoZywKJmqf6VKuVq1HWSZoi3hzpThSpWIFD1VQI7I8prW91YiUDBGyl3wQc0mcpwIisN1KHzHRObdhtCxF1y5z1TWyYmJU1g0mIlY+Ch8xK1kwKaRthanS7M49UGe8TRs2XA+yNijZKyjbw71XTwhwFMrlcQ6hbF08Dl5tRE27L2gNHrHjheYz0V6KA2URkKFdQV9F0U0nxO3hTwl3wQLQm8Zsa+EZ7qWzpEOH9P+FUiRQhZEVCLCCIpJXPMGoKEQQa1wjObLzAxWy6KWi1FWh+i1l3s+H8yh90JGSp26ymcVrYmsQuVT5YkROFSQNlqgDrN05tKinRNkUGyN++y0MrtRatE6aVVORwyF5rRWLrmInohcvuqVWg3cpFmxWENBKDn+VcsVsuGx3M2S6IvCPTx1fL+CiisqEwQY1nHQKabWRBamWXBH9X/AOx/icIppK4VK+zbUf6bO6Og9TC1eWpwtVa7hUvM2Wp4m4tcytVAXCYjHdHQJOpVBkBcwneipMi5hSZ7Sqgxf0WN06gnCvXJC0ak2nS6go/RZB2WY7pwN9QUOn1KaTLkWseOahcuPxWvdpbQdZTn0E0rsFY9lhYWFj4qsQNgqK4lagC3qtL7OpQUncI6TIFPDCurldFDPiqqi/v/AAEeHRW8P7rKpVaU7chQKFvKey5ux6qZIO8qLvHW6N9lWtfgpaTbeyqRp3VL3UExAlM4X4zCDGUDfA2siw1LZKi3ZS4A+tlLiVDjTdBxkibSq+qm+ZTtsdEA0knNU0GQGu3U6h2CqDvMrO6JrTosz3WQrAwhymiDX1cTQlO0xytj0lfPxyp/gkoIX82y/EOix2lMYZE+Y9Nlw+oM/EoKP4HOquDvoand/wDTYYDPceRunANAbYFQnlkB06BpvG/0TbR1whqlEzn9lmiMxNar8QPTKiBGKfJG+5g5hUOp4+aEgVmq6dQq/ReWhRdV26rPxTSSJNAbQtM9+q09aDeU3Ay47oARoHmWgHGqmFxuJ72sx8v3XS0rbdaZXTNVjrRdOymTBVyB3VzTJUBMbH8uwUNdqBzN/D9Fy58OiiE6F/dVVAaBapEldVPhAWPGilGfRSbLjtrbXHb/ANriGPlZNkABtd1LmmbLkCiim21V7KsR8URTUMr7wnS6k7L7NeufGETfUx09Nv0Ruia0wuUBpFjeeij3hQnqnaaYlO1zalFnsiXm/VOIzk9UQANlDawrz0U6/wC6Dqj9Ebz8PVOGbwU01pavyTpEQN1zRI5oX2h34YBPVGV9fCUFRTT+DPnH0WsWuYxsqiuyDqWOKLhNOOE2fh4T/A7smmvlGU/v/pnge7xB8IVhsjH1U6uq7W6J1KNbNk/+oVR013OxU/RWAiTACrKaBEjoi2AfVe0ZMihE3Ut+CN+0qFcwuSDF+i0uueiImei1XzZTEzSEHtkgX0qAcCgwvs/BitNX1U06BUj91Phj90b91FVX4LzBdfooP0X3Y1A3C1sdJtGR4dEVRTVOm6qsKW/Bf28KrKlSqeHqvZ5KinqtwShx215YNU11KUNVNKZJutLu9rK49LpvIBjUQutt1qdAn8JusI6n3ra6ZHuHU0WTTMyFWB1RDwRtuVDbtEf2WnAvBVSRu0FS2K7YWprgSb0QdhNAl00CA0nu4L3SOidGd0YqU4NrWYJuoMThacuFBCcIEaURWL91FKYVAIRpzHKc4OJHa61kV4jtSjbw6JsRXwhR4R4Bv/8AZWvQLbairG9lpr5TSKWWk7fp4V/gExVqjZu3RO7/AOmftT7vo3sqGDc9FDZ9FRsjMrCInEGicCTB4g5VzOHZcsysCLqNQpgqk9wiaRFRC5Wi1901oPN0KtEKY+AViN6qIHxRuNuq3XlB1EatRRIj2YM+ira56rh8IsjnrlYETJnwlHf6+Btsv7KTIIot9l5T2i6wRsu9uiyuG6wNHKykmeypQD5qlQtUrPhhdlNEHidiq+BGfER4NO9lqTdMCF8kA51XBpv0TWVEVBwr17rNeq4gBgEVbCpNVgHtdQZzMBf3UIvZScYQjhH1P9kRpDd+qEx0CgWF6Ifi3U12Rn6IcRsO6KgxtZaHsIPEnSJTYJ5hzDomuMA/hK1P9yCINU2AJOSLKfkvNDrqDLrwpaJjlTdEoaluAg4yS6RAXD4eWtATjRdFQXWmaDwJQH8DO7iPn/ZYiN0LLhuyWwUGTOkBvdVVF13XfwDS3HlRa/B/ZO7/AOlwuFhzqoQBSjRsp1Ct0GyJIqVDAY/MoiuEZJg0WqJ5z+iJYQ1u7rL2Qfw+LxL0BAAXshDoo5zhdUY1vYKWyZpBC71QFfMDdapXeyyekqsHPZdRYSqRXzVsrmmN0YIkJ5ybpzqS0CsJz6kBvxWaMELJ6LC+i7+H90d7nqgP18IptMLlWltYygyauOyiaKRlVoCqwCoM1oiD4Uv4dE5u/iZCwqWXLdVViqYquGR7yLr6TUbr7K+h5G4WRsdkaSdwiR8dlAmSIJOVyWGNk0Seykx2X9lYiad1fmyNkaE9FNa4QtNIlRXqmw9pfscqdB1BS4FaZIBURX3uqHFcBqxSZWp2nUAJOyayp0xqMJrH6Sa824QaGin7KlDmqq2XBDmpErR5UG1Pqpoo0GHVXC4Q8nD518lifD6eE7fwSUSTsmmTygT3UTRQJn6BSPdjhgbynRdR/BNUftL+KGcOJdSSncVrdE8Pl7bp/f8A0nvHus+K4lSYwtIoOyd1oGkYUGDsrCq0jVJp0TzxGlzAgxo0s2aP0VKPd/MIyU93vN84nwMXwnBkgOcaaey5mER1UGdIysj0Ue52W3RHqqxG61NmfqvzH8RsnRBM3TgalwnVsjX7vTgLiGKiKws9FmFSPj4ZVlr/AFVjPdZ+K5Jc/oFzRPeygWWqxPy8IhYgLSVYHo5MvPXwosz4RmVCz4wVPjG6hpo0JwpzCy4EeZmqs7FNPGeJitFNImiBIBmqkBaTlNPvAbrXWt1MKYq2T2U+kp146oF3qAsdHbL2h+SltD3Xs3yH/VHRpgmbqsGMQmy4A5qnnicQztCn8XKV2UtcaKNAJrFbrMm6wRhTF8I6oHWLqNq3Ud4qi8YEVFlxftLrk6W9vCT4z6eGeiFfCixWU8g7AdUXXA6LVU7rgxXiPeOJHwhOPX+LitbcfumMt9y3N07v/pfaOJE8vs47prD6AYWmk0ytgJESpgGl5st/VRUVuuIZoOLCdG1EPVN2eNJUUX+UWovAjiGn+dk6pkOvKAFzaqP5rybJwFTkoHTMW/updB9Vp0CNJXlIDRsiZ7ybpzKSZqtAqCLkr2RrqZTKcTwxtO6rwxItVaWtI6yswpr8F5jPZTUqwk/JSIpdf2Vlq+SdxC7U9ptt1UqCoCxCldUPoo+HhPiDlUuDKjO6hdVpVfEnBammsUWhrdX3j7I66ulCfd6LuE2ObaE01rM0oj5gZoNlKdzE+ihvrVVcR0hVzSMIao0XkKKGtW7Jv1lXzK0ucQLSjy81qhECdN6oONu/1Q4Uy3phNDZn3itLoki3VajNVt6ZTjR1jIQLvTopYOs7qgP7JsySTKFxC08Pz8Q4K4XB/CFVdrdVHhACOoGnjJU7dUN4/v8AohddbynikxNF9h4w94afGd/EJ7fyphIoWfFP7/6X2hrtg6Rj/JXEgWgClgtRxC/AHe8ubtddjHZdlxTeHha/N6YTJdMdbI/aHuFKcMD6qtkXUC+8gA1cSfknaKH8K11HRWCJcpwLJsVnMKWOAKoQuadBWiQJ+adp8u03TLV/ZObSjln4X8ICmTTC6rlBnPVQ5NnVTEI3+KzkrlYPZi/VSWtHDsAM+GopxQ2yr0wte9CoUrSseNRMeFVn+CMdlITWma5Ca38JXBqfJMjq5Ogj1WogkZUnKwWbbLllTVEb9FpAuqXLaCPL0RoaBAj1qjtK55JkChupawyCB0hFzs4RpzITWOqdyiuxVRmyEkrTpGgfVcoJHVWMWnZVB5rdU50iRWOiNqIEAELTJQvJrUqAwTvNlruzhj/0oQaJX91FVDo6IaaeqG1yoHgMqK1NU4CjYuP86FahjdAekytZ2oF9j4Uzp4lB0Nf3RHVeqhth40T3HAlcMz/9s4tUp3f/AEuPGeC7MKsEi4cVnsE5rop8lA4lcmFoJ5RVFxUieYn9ED7RrWkSQVxSOLyREcP9ZXBiBpAbE2Uc57CJ+K1E+SwBsmSeWkzkrBGKXR1EBcrjp2lUvSKqpIjdAajEwE22mwELAzKbstZj4LK4Rc65hP3OxQsY3RmFbuvkq06LSHOM0gGy0Vm9vkiWEuvi61GY3TuG2Iy4lNY08vlQbVUwVROkDlyoWnIQXVdFK7/w1UfDwr4dkG4TQe8Jvqm35WNp/ndOeHyWxIinomtFIWmPL7+6caLkoMiVcxlRWD0UQJuOidUuLorFlyT65TdMJoNRpldcwq0jCOyESuaJ1UR5YwSg5wAxa6mzMrk5rrQ7h13CPDppmU7WDX31qpW1VArvAXKr12QtDet1rkc3lE3Wt3m4lVSCgTJV7+BhS5dFGPCinaqn8fE+QoFpkKkk11FXghpERdNcXYNuynxAXp4cf+my4bKU4Y/dE/6Wl0c7HNraye+GwT8Vze9UlatV9lzU3leiMmTCb0cmgyf6VmTeCmiSPS61aiTeykk1ytJcO5WkTf4pxrbe6lonm3VSs1rdDmDwgynUSoMARiyIJunRM3TczQr7NreZnGFrdOr6KkWtC5iFuU5snV1ch7dutho6ayE5rG+WwwgWcWN2FWOo4HMtTCNT4bFrIMFIwBfqgFNKrNfAbDwP1RL7+Hr4tErCgn+HPgStRrVA5urHyR6lFrTQOj4LiNdqLqadOCnXDh81IXP81IEialNbMh2UHvBLsdFyQcrU6HbkKuFYi8GFqt6K6ET23RaZnFURSVO5RDpkkRqKZHFALYrGU3hNImY69VPvjy9E64wgaj0RMVanWkUssTFt0dHoITbyMSocbXrQLSR93w0T4C6MLsosVhTjxgSnDJWmKsAA6KvDgi9EKECyaWzE0EItNtLtPRR/FxCuJgMoKf6fA1W1LiOFQCdM5UEGVGsuhOkVygyPgjYeqzM2TsE9UMAWLRlVPyU7KdrGLKTMnqm1Bi5U19LKfWJUwCRghS6JVBP6q1T1WICqJKETPay6prjAhwOpOoJRupUH4rlWjdMaXaoaObdabnZQ2nda3RIsqiPGPmsr9fH1ULt4SVrUrr9FqVjXxCzuoXRN3QmSS/VHRq4YjVXUm6gR6I8oGFO9amytTqhpGkGlrKXUIgASueQfdEqBPfbqteot4hr1Kl7DJNei5mLNKoWr1sjzQWqHXVJmNlNJErU70XmpZa20JbfopEQoquaoyFTyk5T7EE1UmFFZ6onGUGgyRcRfYIud/N4lyopRT4QpWqigLuupQRlUNpf8E5xIqm6BtEoc19sIXMVnYLhOFGvl3/8AiVCgeGKo/v4aPxOAjdP01HtDXf8A0w4XFU3iXZ2sdlrqX2ACEm4Eq5J6ok0Cc1cUnBmydqofzBWC5SQeqcKeGnfqhUrmd7qrU5O61l8tFKm6D24otQBmI7qSQBNYGE4SYvOyHNX6IWrVQ4d01wmDum6rjlPhpUEUPhqAqExnv/Rb+FbI+EKcyq+Nf4RK7eER2XVNUHH8MLicWcfAriGaBjeF85Kjd0BHTcCjQEZNuqmnWqioF+6Brq3i6DSKtVbq+qt5XLOrVP8A7TiWE6rxlVnR0oix1c2uvLRctNkJb81qEEbFSfNJEKoM4bKnUIOAtDQZZWZVG0EYXMCR3UmY2RhontZODedyiDTqtRcZ73R1N5e11LvKyvf/AD91I8qzVQey1Y8KqEVIwoWNkeYDVTsFrgTxnco2aP7/AETOGMj4I0EvNyFqoQfkUwACbeiBOGuP6fujCvbwt4Qm7NBdPyH1RM1LqD/UfxB/KDYd1UsdEOmAFpc2v7I1B9FAmV0XEbNNMoSRJzC5pkn4IfNfILy+qhGMqN+qFdEZKxHdQxtsrGuJWsGprdVwaVsokAWU26qYEDKLtRPcp3teKD7TIFjgrr/AIVfkoUjsgJ9fHHwVMZTIMeFPCq6KP0U+B3v3W3hKLXLmqN1I8em6O65scxQ1AzGo03/tCpNE06MaS2LqwbKLS61uq1GTzVEpwEc/VQQFIkQIVx8FWe0L0ujeblanEVvVOhhn8xUtOr0hE0kViUdWDUAKQD6qYmVgYCB4dP1UughxtKjTWJNNlqY0D9EHzAtEqCZnKfFl7Mw5qbwgTpF9OUWuADneY/otIxlVii7KPdHhCwppMKN07pZYXs5Nau6N29U7ixblFdkdRjUBIGP8ouZw9PVB7wRBjTsU6ZJa2lPmuJxHf/jA+ZX9vCfgqKZXVcYx5WtHxqg3/Tbw2eZxgJn2dmmGskmbuUNgTQhRteE7JW60hNrQ0+Kc5wphVrC5cYVZWYPRZpbwG2yh8RhaWgbABVidibKjy535lGmRZVlhPRVC1EBw3QGAoj5JwpzVHVcPifjHwOV26rv4dPDr4Un/AEJwPHTmFfxnwPVE1Tmbprfmo8IQoFDzyDmd2/ujqdV51HoobOrYJ4fBgcrotCFA7IpdVn9ig5w1flcoMgGtFv1he9E1AQME+qtZTfomivxRBiFeCaUKd7XyuqBN0X0hwgQumK3WD18KZsgXzTCDhp04kbJwH/8AktOqNqqhBIsqxJWlsDstTqL2rhYzH0H6/Dw1jy/VUgFRSmVChahdVHh/lFywi41Av16IgnmL+aLStEUx1XLE1DdOE0l2oixj/N1mtJnquJQjUI0hcWxd7TQSOiF7LPhRQmtF4lcZ/EJJ1iT6f6nBJoJj4rhDiNd/L32ohpYBMeq1tnXlTbogPiFlNOy6GymFV0DKwfzytNxgyswv6eqgRoHRadBAcI5boR5cBNZStZTfrstTQHxZanRXIwoBNc7LmpKPMeYXW28ZVYkHBwuN9nMe0Dpnv4zRQiN1q8KTHhVZoh1uo+SjwhEiq7LtVX+fhXxp4FXglSVpiioQWrYnqo/FD30+AWt0y7mNU0GYz0Vam0wtQk8MbCyuJ2dlajKsegmyuO0o6bG6La5UugeqDi4TO67i6BMkmpJKJba6kNAduRhR7PlPmiy0k5wVqgPGoQXKjW1uYRniH0KpUkbpo0/3QZpMqNMFAEUvBRmQYsr0m5wm8FjK2g/VBgdQZNyVVwQDYpRZ7KimgX9lq8D8lpnF1PoBugZn8NPn+ylwBgCFHljiAh3Wqbpo4nm9RhDhtEhsgwnWm1QqAjURFVw2O85Ot3cqN1dQuiLnTRHW4iGym8NjKeau6dJn/T4f9QRe8mWuc22x/uu9itVZFey/Vd/Hhl/4UQ2f/ErNlpg7lRUFNtWygxPZTupgmtdJsgBqg/iCkuG915qKbRhajE4qrSAtTpp9FrD53qqzARbUHsj9p4YgisbjITHsqw9PCinPg4b+Pbx/v4XH8H6eBm2P4SVpyowuTzBBpuo3opFNOU4v8jbj6NUO/wDIrllcwGoZhBzobMae6cCSAF5o7rUz5qNIpmE5oI/q2Wu4sUOK6WtNmtN1/wDT8P4Sobw2tHRSRpHX9FzR3TXQyNlABM1rsm1vdXpeBhRXepupkAOvREBnYqpXPMdlmSJuuhqtVZutNJGZXs2wIEu/Ig7ifzOJf8o2UNJ1GwQbSuVo04wpinZbNHx8Jhfp4EbJzzHxUHs7tt+6LzMW1JwdyaaaZXtTPIJ02r/n6rI4WnS0Tdco94my9JFV3mFfHjLlRApzyYgFXPk/RO7/AOpxtMV0vDosCFsqYv4VUIpv5SQrwdyqVtULkhaGm4QtW4bhD6SoqjqkDdcsgTCiuykRS61NYSzDsKpKqbq4gRQhRPL5bKJoDNQpq2t1BaLiU4gf/wAd/m/L1VLGx3VY+HiDuPDHhCzP8U/w18JPhSY3Rf6qFQcyk1Q4fDbqOGjJ2QDDrIqHbv3WmaX1blBrWiRuVnyrm/DQblX5vzGpWthJetVQ0XVM1sqAUUwRhcb8IMBaQoTQ41DtJrcLRxJ1rT7QtB6XTnV7larLp+JM0epXPH7LUJPotWmv5kNU91ST6XWT0COQeqc65mAIXtuJUTIj3j+wU0qv03WkTf4J3NJpHROmJ3XKQ3sgflv4SbINHmKj4qTTIUySKqLEwZCEWDrYXE4LRvBjCLbxSuOik13CnfG64HBk6nkNjaT+yoj08Buq2Q2TmjKIwKf6vAd+Lgkf/FYVwPRQLKkorTvRcZuaUQa6a0hS2vqqRTqgA6hcKkWUl5iaacrlA3X9lqrEwQuY1tO6F8yvb8anAFh+NX7QmAgVRgCWmo3QtX4rTJPQFXBJuucGNMrlgTBPZOaZjEYR4LnfdEywn3Tt2XMtTagYW6rgnx+v8dRI8OWI8Oiws/wacn5IRKr4ajfC52n2jviwfuVrmKRHReQzYLlNN4RgmB1+iqAXtF4uqcN51dLrQ+4dMSskuUlUmmF13myHEbZ2SVKOq1lw2UH3mqpxlSJDloqh7SHEzIQBkmbrQyBHVNdMjELmhRQTZfeTaQp09hCzHRcrjGQMJo83FGNkOJxSfZfXoOm5UxAFBChSLLzeFZlFlfh4aoC+gRLponOnkFuq07q/rKbEaM0uogERWDZAzRrM5T4BGr8JgIdI1FNZvS6+z18r59EPHqtvBnD6ifqV6H/Vg24fEBP9JoVpJGy0xVVBR+dFSVK4Rvqp+iGn4xdOaZMI4zKbYDdyq2a2JXKBU7Llrg0VPIM7KTPbYKrBTKaeM8MBYIKmhbuFy0IqCnPePcJvsmkNJAJhNNDF4yUS68LWCZhAyZsQq/RObfYQoIOmzS4+ToUDhbJzbeFvG38UW8HR5lW/hLSO3hVW7LqKLotyjxHU6br23E/m09mCKM6la3ONTInJ3WqJbpqNlGFygqTGZOycLwofqBimpRWBS115gCAvW66SKKw1b7qb8MmXUU64HUInh88ekFERrceU9OgU1reiFC0twFxHuIMDyhU8ueql4oaKGwAaxlF7WlwzWyg/yy6LqC3WC6auUNaKXE2QaZO/RS2J6+51XtuID7D58T+yg/BBTC06lRRHzUrHg7KEkVRHu3K0tENtEqMo3/ZebVv0Ty4HtC5GAmgqLLVqH5YvmSprpPXC1bLicVwqAAPr/ByqtSpXZv1QE3j/AD6f6ruFjit0rXea+qggk429U3hvmCYdHSqNRy0PhRNdlpWnQRIkVlasGkDK5Gu6LmkG51I3HWFk+qkmFTy3W5PVOMbLgU8ohcHSGhzOUkrBHdOudXKAhW9wpA8tqKIEAUoi4Cl4K1afRAwP3VDGmy1Mio2oVqqWe839QtwfK5CSqISqn+FsR4RWJWuLeEeO/hWyc67gFNgV0Wo1dgLVx/ObA+73Rc4/d41e+tQAkebopDiB3UOdB/F+6DKhtk5haNu6mhAdaLKTAbgxUpoFQa3+qDfiriq29U1t2jdaaUvRS2VqJmeYVU6r4hMDY3NMKCC0j8IsnNZA9VcEN5bJofExlF9RqVY8vlwp0F+qqBcefsnW0HKDtR0DzPj6IHiN6t4TsdXeEpqwnOwqKoKh0VQdPhBU8SwsEfd4dyFpFAJU0gdVW+5C1eWBVPhhDDHluVzuJcJoMBNHCZpbXF1tgDqi2a8SLYQMR7Ql37fLwKPhqIR2CfxBXmDZ/wBYOFwjsmjSYrZFzSaeZswvZ8JjnR0XPPaLLsJlH4JjctpMrTQRYJ2R2oFQAj8wQLre8QEJAWFqpHa6r9U1thmU7rUlOMuPENJiiFR1JKI4ckCsqa0WeWCVLAdyUXGZGBhatRafqoqIurwFSm1UHSamTRF7Ih127rkOoCp3Cnfw1A/w6XKllC/qaB/BhUsoF1DqA5RpLCKqXEAJ3/Tigu51gp1HiO/Gb+gwtTxINhspIFVDYg3UaQ1c0gbrmwCQUeU/Fa5oOilzyT2uuV507uUuDhSq1S2VMj1ygVjlAoUYd3ogZEC1EL/FDTBM069E4106YDt0Zc5nCF2tWriR7PG5RidTvw9VfUJi9uq4jnAzqpVaSaD/APyUiN4nCDWA+zdQgZ6BA8SC5vlaLM/unRhNlN2Pj/ZSJHgBYBBlyFHDutTyHO2Wt9k3SetlFwrDqIum6ZpeiFbTPZNkmf8AP1XLYBadq3TYIgYWhkhoof8APio2FP4CVGyc83KG5/VOPX/WczXp0sLphcr9bnXctZo7TcXXsmul3wMJ4huw5p+Kbp969FFvRcRmHYn/ADqtTovSqjT6SvzinQIkNqfxBUuVpaKZQdAHSEJJAXlJJpATtUg7TZWjBIN1NTtKdMwHXCq0hkyNOEzW+DCjDitRJ9pt8kdZED6ryj4LMbyhf4XUjzSqg9tkG8wBPu0WhrqfL1KM0x4Rjxpha23iyAUxdb/wVXLyj6KswnMEFsyQSg2CXDARPFhxNQxpWjTQVAZYFVkneVqqo616rWJO9aLn1ADqomZwVFT1Tck9UWCtYBi6ENAGyFtUaaKRYNk1+q8urSAXbBRq9HYQ0XyNlrpPRaTwon6ZVOGcV1K5+C3ONKc0NIeA7UOqbr5mNFv0UPBLy2vRAmTPm9E5mo+icyuj6LmAriV7GpnA/wAsuWDxIgu6bBR4f07rVXxjxcc7K4bq6p3si6Iq45CBmZ6ry0HlQuADebptCAIHZcldk6PO7CeKhrCfgtVpFRKipAgGiDqEmcKvDuoFm/VH+CnhwuCJi7uyG/8Artmz+RDhOvwyRKB4hl3NMYG30XFc7ymGgjfuhjXLo3QY9gItZazGmwXDfWA6qDI91dEcrWfiVLquJoP3WitdlVxp0ouWZveyrBUSSRcq400IkbLHwRD5BqZlezbNZgzZD8Tc7+qmrjXVqOVzcIjUAZi6oJpcBTWTcpsNvAoVt6Lt1TYMRc7rQJEXTm6upjK5Zg4lWgivRczaHIXKV1VJnwDiwlu6gGnhjwqQrStY5T9Veu0Jwc4sjBC+6foJnUclBnlZtk91FggaEih6rTT42U4Wq1aKDHMdlHm9VG+SiS2W9KSuWpsVqEfuopN6/NS8CXXM0ATm7x71TlB2scu4TniaiSSblcN1PROdpF+YbIBkNqEWua0TsnwBUiaUhaMGnZRI6CVMCbHutbYI2JUQAcO3WkTNhK1cUaJ3/wA/ZaeGL3PjELUppBUGFrEhXkq/wK/AN3KG8z9z+gUVLjshfqN0YbE4V6rRW6ik77LTPKFForqByhpYTitijMa7iVAA+PgC6a1vZcOkGJIXyXZct3eHXwfxr6jA7BAD/YcPigFvtAH3TaO0ecmU7hs4wY0Ul12jCOl3EeWaWan5TobiF5NXDLdU5CsZCY9nmsUAZHZVBOwGU6YEGlU5rQGdZRNdIzuuadrLOyN01wLT6WWtxEn3QbIGteq5ZnsmzQNNcSP8hF9CNlMgmYCI/NUzHqi2hn3mo52LhZcMnaI9U25bYVV5zpTjaIhZ2lNfXmFrwVYf1QvqukVAXmMDEICQHbORBIEW7K7T2PhU1XKQv5radVR0jcLc4lOEhsCSYhHVL3i4aafFGGDhmPK0VXlInfC/MvxSgARHVagqEUvRTT4rmAjqVS8XUkgjshyiJoFyQa1gpjcm4iycRvGhGmpjhaESZ5eXmR1NEwIQ5yCLALtQqZO8rnpglNmmQ2L0Tuczu0YTT7QQfKEA2INTW6qTNKbQgbm0uU1DEOGwE6cfqVIq/L4U/wALqTNFw2kzGUKj4ojgsc8bwjr4tsAqeDNLO3WokzeVSAIiZutImtAricI0It6JzgJzC1CvWUNUBcsDB1Iy2izqiBVNLiJRMyoEVWhw5Wi3hsjVN3Umi9s9+lswOpTuExxmLnAyjpowCBKLv9h9nc5tBSG7b/FNa08g01NyoH/nRa3cRsMo7SbrUwCqhk6muq3dZT+DWlUaiSaiy67gWXMZnqoHu2kIFvElwC1OjpVT0ujGcq/qco7hayUJgR1uppIFoU3ZT1WuBvBonGRWvos1Eqw7KJMbLTBLzTVC1QDYkxCDTPeE1zpLTumSOyAMmVqbQzWqpB2XNXEkrHxTn7zIXOBGTFkCOISMSLID2mkWujVrh+YSVEcL/wCKh3F0R+FHnctA+Myv5hVGJzs91pThSOhhaiwMpSqiXVunRSVDoPQlVBhUn91LpAy5RfrgprRwiS6kwpgybDdaj5lzTUZF048QHmMFAidLHRX9UDNqrzWqnPbXIDrIlx1G8k3KLnQNqpp47hrwxOY4CnWrkNPuiFnad0d5qE1phgN+uVo4R/N38MLztHqv5rfip1fJcvDeVAY1jN3L777Q49JouXhh3VFp5GYotVT+qaGgjC0zZTqBwhDsz2ThJrFyhPr1UGBIwmkiSafVVvF5snE1O6vH5pRJEmVJEqIECMqdlx3D8en4DwqsqVpqgxrfKZXH4msHiBumBiUOCCZN6/7Es/C/5FM4Qa72vlOJTuG5h9pWWgxKPsw0TJMYXD4gbzRJfNk17KEyETuh+agWPisqI7KEXUnJ3RNAwKt+yilDN7+Dg2Z2QqIupdc5U1meUrHqUINrKTMHqtcE9t006qLULARZfpCmaJsiJqE0ySOmFbUR0utLnBg3KwIFZVrW7qTNU4UNYUSKLt81LqnvYLaLSsknKyrCULKFdFtE45VCJvZO/dSCiSAB9EdNZ2WKYWmtfko1Qe6pEDqtRaR0cmxAe2IEqpA9VWXRgo6pr8kNPxiYXswZOmLXTXOBgeePqjSMTsoZGlEHVDhpmFyOjZNcY1izSfmUTfVUndAtBH69l+y67I3PpdeY9lqkO7tX8prqQJav5LQYvCH3QpaceiBa0F+KBQSa5laagYBC1ugnAlO3wqzFoVAKdVNOh2V6Sr1iom6mo1IurW/7Lyn4XVqXTnTd1Fq0mBeTdTS9kNWK0Trx3VqCgoqxVauJ5BJNfgmMPm8zu/j1QWpO4h+Ke5zgC4l7kT/sXcN/l4jS1OjhjU+rS73SLp/EYYhwAj6lDXBY7l+CaLcOgNU72dNEnuE3TBJTXNnlymltNdaIyQQpJIMrJIv1QOg6jW6E02qm6PJRECRp6LMHYrVioK0i2K2UUAKyei9bKJEDMIWuhzCSqkbBTbAU/PdTE1VJ+C06zouVWUBR3dY0/NUuequHjC1ugzmaoGBssUupM6xjp4SfiFowcq/RG8q3qjvuppGUbR1K1wBWVg7CyIg/BfpCyB2Vj0or02UidSbE6+y1NNAYuuQ1mybpIMugJtQ6DGo1TWN1kEzOJR0zO0qYLDadlpc0gbqKkZXPO9AiZJ/K02WvSACrEgC5F1DpAFqKCARgrU0eZGWQB5h+LZCLqk9pXLmCr6aTUrKisx8V/dS6YHVRWD0RbIQoZitFqP1uu+SbLl+SkTzKqIaj8kA2d4V75hfogKkgSmvcAzUJ0k1UvbHqs+EprfdaNYp/EG/FDgNu8wU5wEA4/wBkHC4qhx6lxgj4VHw+ie0WfHNKGdBvFkxvtdcT1lF3tSJp3TTaMoiI2rZO4bnWsiaCFcQbGE79rrkmBU6cLlqJ94KOvwUCmxWuA5uQrEbLE6qKoM90ZN+i2NqozZH6pogvP5QhMeaq2G8oTNFDpWozuiCu6n4LVNTSIstJHKjykYotWFQimAorH1VMLNF17qrfmgRNeiosnC+VlIv9ECeabVupEwqxQrp9V+srdXnHNhYv8OyvSETWLICumfmpoHaSvZcOWTFf2TOcOAYOU5KeWR/VFkLkik5Tnyazn/Nk5lAIGMqkQKSnCgilFLvKKJ3EeQNEWK1e1IbpAa1xQecdbqLzYSqk7CquZzCPNObIytIqSswhecKa9ZQcVhc3zUVOyZpkDusR2UOicq0+iz8VId0XNRQKBZ7pla7blOXtX+YmB33Tr0TTTlqh9o4Y5X3aMFC6L3D+lHiTOsD+ENKeTSKLiWlrYb3P9kGD/Z+yyDLVw2gNbJJ6pzdWmXRZayKBzTfunEPoMQpbPLAPdT5slB8HrVaRUWlHBwtVdom6cPaET0XKCdNpKOkEl1ycJ0wTEWunVj1UOo6KGVpDiTpWSdiIVv7qZnZS0x6LJzMqkoUEd1jFCoiT0WKjdSB1hXn0QAmcJxrKa2hxHVTMlcpFOipNbyvKO26GlvqqgtQj1Eqb7ptth4fqiZlcvyCyd/Cs22VvVFtztupMDuVB4ZpkKa1yobml1SADS6Fv/JG84C08Ro0weYIgyHxAoiBxREAdfRAiIyZujr92D0XNMd1pmxM9FDYnZekxusLmgHIi61OAgczuhUVAvVWNV5qZpddRaFjvPyUYwURX4rZpiUHAmcIy0BppVX+SpbZdO6z+yyCuWe0oTAnooWKi6pC3nCpCz6JuqaSgBfUMLgMFuH8ypIg6apw2TqTF+lfDh8IcztgEG7CP4ZTiZpsnPdTVJI2/wIuOf9mHtuFIio/z/OylcOGUvqXtTEAVon6oOxn/ADonlvD1DTcHCaI+8AuhktIBQJPROrboopI62XJSMxZaaxnqhfWuXzCtlkzndG/dGo7KR60VY6dFMEH3aqDFKUwnOiFyTELdVj4qwqnE4TpoPoi2b9UA3yi5Q4mpvB4ZqJuuXizH4mQnjiMArg17q5nqELhRTus0uUTpNEBQ/iDSuUY+C6DoqD5LSZgYVaqk1qQobdT+iLBUkCgyrTxPxKtZ6rRBr8k9vFeaGW+q7ZQ1mSco2/dUpqIrChltmrhxHDhxMbrVqME3hMb5TeE5zZImmU7UYOyEyTbTuprUqoExSCgdJtV26GJRidjATvaaYMDSnSCWGtl2TrBBxIJ2C80uHVOuqzC0UkKD3FFNB/BH+FQZMqtAcLqaLWI6LXWl1mqsDiVSOpKIpTCkXHVa2xponMJEirVy5xKb9nprdDih3le3cTpbbr/GOFPI2/UrQ3P0/wBqWAwIlQ2DMm60PLdwQcr7sQ7qFpkE/lK1HHW61sd2omnh+R9FDvWllAsLwi2TqmoXKRYhTUGzUI9YCdM9afRS4n4rUaMNeyzOMKBTJUGTNUbjTiVkyMhWr2suVpA2m6aDFTEwu3S600k4CccFdIRLruHwWk/yeHzP6oBoqv2TXDzCxKbxTHM2dKk73R5q/VU+i0pwpa9oQNpqKqNRVZlTRUAJ3X6+FJXCJoPaDF1HRQZ8Gvp5T+iikrEYGyAEhwC4cCorKoPu9TTDaIuIaJpH9+yigZ7rQKBboyYBIoE3TB7FQ0lQ6OlFrNh5eyF9rr2bR5nXlebUD7sQtLiBprG6cDHl2UQabrEFY7KjRiCgSAFyg0upqSOiqQqxRZM3ojailf2RbKmR3XbcL02uhedpUUMSv8uuaoCg3PVEmIQ4vDzcGy9o5nEYXY6L7rhlzt32Hoi95k7lc1znohIgmpbt0/ioNTnUDd1V0gSSRv0Rcc/7UOvCa5sViDGcf51XO00jVX5Ln+G6JZwTw5wvaODXRspENJOAnF48tPVcJtdQo7qMLlJ2TteLoFtdjKvmUSZA0wvvHFn5W3+K97/yd/ZDUTW5hUxRQQMqWiuJUNgibLmlRX91AUtIHWFzzX3lWMY3RlUgZRxK47cyCpM91IMhF+LlN1Xr6LFNl/ZZQtWqqBP5VUlSCOybNid1dNpQqIB9UK70CsJ+iN9QymcUUdf1yFVqnBVSINAP1Q+pN1zQp1eawiZQ0kT9EScmnQL2lGs6pvI4TDQ2K7oupApfC5TBNJhExpINOi8wr1RvRXVfMtQkR1XI4A9rJ9QQ0fPK9myYEkmLpwAdqECThdTsrWQr6Kvfwor9F2os16q41eHZX+Si/oi45suxsouBPogKRjwuetFzRHh7Mi9uqMQjCl1lqijPn/h+iyp38dPg99gzkZ33+CHBae/+3PD4pPszyzsofBc0wdW+/qtIeZyU1zyXvXEY4zoM2v1TOI0Ng43WlnwXE4Qkx81pJqtRFPquWRjTsgD3Wr8FB0Kjw9m7Fj1QOXeaMHKHSy2TrVwVBMTlaXRy0uhEwbKN87p2nT6FE0BOy+9mTZ0pprGCmzPwXtW8OZxN03iMs7quYwO6HC1Q1wqUHBrAH06Baa1CcL81StLWkEZhTHrKrA/VQys7lHW7nF0C15Mq1hjKk1ByqTCGpTfqr6gcQuUjS48yiSB+Vqhup7N3YXMadU3loLdU5pHYpo5gBHMQtb2i9QAhEEOsQfipc7+Z0rC1lgJc4vM4yoIhv4TlRpqamiiT1orZVPQqK0ougss0O6lwp81pdqIwFxH0HEPl6LRUxWpsuUBj3eYlNHs/KMn6qKQsEHdVF8rUw17qqzHZeVWus+GTX5LyH0K6xQLY4XIfVDf6rVWhpKzSl04fVRXurQjygj6IAUCltRlT+L6ePdWk7KOKdHqm8Pg14vEOlvREF8tBkxkouNz/ALfSfK+hXseMDnS44H9v3VAGvBlpaV940haqg0MBOIJM/iwNlGSU57QKtIutddXv1WO5QuP6rqs1qrnxn3XYhO07LKi81K7dML9FHr2X97IsvEokYuYUfNNIAM7hQ3PzXdZm60sdAF06GA9TlTQuNjFkWGHTkhcjaWP91cBw+aoSREKFQ9VlYk3TjSbSriuYVY7DCENMqrQZzsmk37UCxfC1Mk/iMIY/VancQaifgVu1vXKofiqeYVgqs/FW+7FI3KcLkNih+SxNx0WSDjdcpkmBEKrjK1BO1GDgBOmelVFS/AaLoRwb7oh7NMX/AETR+irYItBpvFyrxKe5zf6apznGQbGF02UqHOwrnuqSTiUQ+JQwFSoysjqjCi56FYrlYha9JObLECyaHR3hUA9VLpr8k3Y7rC1GFHRDVNV7JtnHSD+vwUYFvAKVxDnSQDstAaS+Yhe1fzvYwcPhxl0cxXs5ozbf/cjhiG8ZrpD8qjY4jDzdkdRHmrzXTjqOjA2VwR0VcLlI6iUMsNCmmuIphavecfNsi5pNaFPlw7EeMPvgbq3zujAlH4KBO9VDZI36qMLmcOwXLM3shW1FVXr+LZf3VzBwUHOg9Ed/Cqx+ymnwVgNVFuG4UulsLVcFY+CrHXThdDiFmRjdVttFlOO6qtUicLUAImLrpFwhv2TYjsjDY1LyluxUxB1DKbxfaGGiJ1WX5hUJvFII56wETpAk2nbdci6YV7CgVx6Kdqyhw2NniPsqQX+87dUVbmhG6MUZRa6fFaRMBVoNyoFAqyMWVhKwtLB1KyprKlTsqUCLeFwqC5NgtLn8GtdIlc0nGrCeNNrHqmz61XzjdahVTgfNOZWRlNZTKIp8F67KF3VZMYXtX+Y0b2/v4z4bIcDhP0iPvHjZam8tNLBt/umcWJ0myZ9q4Tj7PiXTntniM0yz/PguI6gNoBRv2WlucShQnc9VY6itB8zM9FEUOdlaJ+imgnonTzQuVsTkqeHLnR/Mz6bLlmXXByiBboiROoRKl7iWfhGVcHNV36qa9aqk0VluRhbnogaKslUUgnotNaqsfuqDpQrSL7gIivRYPUrmj91YDsF/ZWQNJGJTr/suZ1Lqtf0ViqQvKM3Vh/UmtgBCIG5OVN4y7CxtAWltAbu29U0CABQeq11PeiArBuZWoNMbSiSANRspFuicBMztZONZuh+IDZO4nvUb4tByncOulriE1gmfeqoCrX0XbKbtaVSR6rTSf0WJ7KmVzfVNcnFEOlvDaJkZQ4bGw0YCdpsXLQZHDNJ2UZynEASqRoUaqYouXF011Y/VWE/RDHouq5j1quia2DaYOyHjZFxWoxaU/jcUkHi1/wDFT7ooB/u9M8uy4bfd36pxZyiaTZNbWXeWE9tBpuYuuCRpJiy0FwOm3Re1Z5XIEP5S1VcYCsvKFy+vRVgnquZt7GFqIpYdU1pK1AaW97LV+i1e4sLJWJUTsibRQIxc4X1WBv0U8Z2naT/nVObw2l7h+EEp0N0xvdUruqQuUUiZlZhVzjdaR4RBlDbsqqKU6Kxk4Qbk1WxOFq0mi1ajSwCbLhKkEmcFQJgIbZWAHVKsfgi7US3qV7Ko2UNm8n91z3wF0daMI56SsQMI2k5TuE1sNcLHp4ti6LvxuK00myOodbIxMDotVZyowqZup1dI3WjUFgQvxSgb4WaDdceb0TPzUK04my5r0MLiabairgRS6k0iioTAonAAz9VuOydQtIzK1FB0mnRCcdE2YXFfojm0fD+GBhD7Pq+7HnXsuHGnMfT/AHvs3n7p104C++/VROPMd0AwAFoJcAKvThFut1rcW05VB+Er2JEx5VDqei00m5KpnMLEKSe9UZsFNYwiAOc2Oy1e2BGTKFnAULQuSTOHIGQor0qouMKgElRqpvCt6yj81ofx+JaTFOXb5L+QHHd1U4cNg4YDi0tZRM+0s/mRpd1UyNG0LVon9VNa1WCDuppNgsVWZWeq+YXTcKoHZQJnNVEST0VeX0UbZhW7Knu7BFpiYkBcs/FDVAH1K0cKh3Wkn5p1/iokyetkZjZHVQYMq1PojE9SMr9fAOYYfMgzZNkjXkeDnuNcKKhmGqWuJqpE7VRdJ/CjMNaVSmbKf/lRaW5qtUkjvhUqCm9FeyFSgT5H07Ib/RcPivgMigOydxXD7pmD7xWTNZUQCFpLe/RUt2Tne93TdcgKk6eqApuuX6LC0/NVoy4Co6fGiHCZzcQouDr+Y5cUXb/75o2p6LkNMGUOFMyKfVc3ENPkp1kG4M2TDq+8N3L+nYoH0cGr5LS2dVgoPRdNgtJiPwpg0nflyoklFtK9EGgjaVWUDcC0rqM7IWmdlqJqQcL1XbqpEWvKqBz8tOlfB/DNuKPmE/gfjq3+pNZqgtkdtlIbxH/mcYCj9PA/FZorU3WVNAEH0bNAjUlvukBNvPZNvVNbWSaDdAinovTZcvwQpU1snap81CskxIXKOnMnVtei5I9putIYZ7pwkiJkLTqFeiNz6KsLKrA9VhYnfZYKmgJ/CP1UCaBZBUL8UJ7ngGlBNlpkCOiv3Xp8UbHK36LEKQI6BcpQDp7IN4kOHeq/+n8rbarrU+wFIsB0XE1RpOZQdJEIUUiZVVpdaL7qwAz1XnmPmjAlc0d0I91QRIvUpmmdJwFLzZSCtIMvNgLqXNJefMTkoMb5W/8AAs+0+2D2RLYC3OOiNouJCl2Zt4avd4nyQn3luSMKNIEYhRAqbrmjTcys/G60x57mLLTmkdlDN6mFA3uqwuaVBohNf0XJUXFENXaykQSE3+qahELhcb8JqtbfMwpvE4Z0aqzu1O0TH4t1QEnJ1I36LQRzgzqlc0qkR1KpC3UOBLW2U6CowqQDjor13WCCKGFYzcrTnsqVIGDZVzQCEP2WvFa7rVfV1WsuFMImAKlbKqBpTpZZTgZpYq3hjdN+qiVlXK8s+qcHbLV2PdWJd3uuYi1gFIi0QqNBhNIg9F5ei5R6rbwnZarFdNkZkzai5o6QUP3QbW3wX9kLx1VJlW5LQVgAjdCMUXxF7ozBrdG42C0h4ZsVLuHLjbSLo8UgazUl3uDYKGzrNz/wTfspPNH3c/RQZa6ghagaj5o7LohwqRMyuHMA6ZvbZSI3NU0sbM0iMqHTCkz8E7VFr9FrdWcuNVO+ZRl3hyxXquaZN6r6nZNuhp4hGDOEL9IKBFJFZCfD63jdNe2ocJlOCYd2wVxGV1cPmbRa/MNyfkpkfCi5YqT5QqgzMKTPbZZplQ6g7LTWOoX3MBwTtTfVWoaSsoW+C1VA7KBPqE3mp2VJHdaSD2R2inROa6Z73XNFbKsOgqja9k4isdU4u1VrdUmI2uoilx1VJINhCG5+SaaypHohaDiVEeGaeFxXYKkAlRXZSMUWVD5IUQAcVQNt+iAZIopWMzRcMYddA2AQmyNv2WkyOqr/AO1+yiAZTY2wslN6KKUwiST8F0wUB+tlyxW0qYEnqiYJ4hp/SP3VJDrBsKT/AME3iNu0yi88vEbkn6rS8GgoITnQL0kxKNAJNYFkz7Q4gMnkrlGKxmVmnVXMdcKgP7o8x5akSrH4qXtFiIiycNRmqmB3hDr8lNaKQNgqA1pMKIIBN1Qjc6UASP8AyXMDIKpAFqp3BMTwnRTY+HF4f4Xah2Kbxxi43TuGII8wPTf6L72X6cYCmygFSM9bJrTPVChoIndVJR5iD0KuPVYU0QAk3N1mLq5jBlQLboxQ4OyqSItCk+9CvIU1JGIWlYCBjm2utUCVzCigxKxvCqROAtNZhaakbwtNCtNZ38S0zCpjEpunUes3QctPvUqnCTqF4uE4TGmjkaEeGF/ZQM0XA3NT0heza0uYy4nC1t52RQzZUm1TsmnFSsAncKWxeZVAJ8CIMd0K+Db9TsnPoK0C2Q4IufKUAzz5gI81QYhSf+E1LhcQ1GmWllwnDjECMRSOiMmOGLlBmG0DWlcpbq/CpkUQB+S1CnWLLzNJpQIX1Wmb1TeHExJO5UVpQUVjQQiN10mi/sosP1X3hI4bdveX3bGt7BO4b6asp/BMM4ja91UCbXWot0cLjcn/AJYVUx2Hch/ROatbacThy30Q4k6i4TSsLm+asSCN1VkErS8TSnRajMFAVAEqmVXFlWLHKDqUtKc60RhAUnNV5Z2rZQDO1FAoVqopb9FppS9MKHT2QUr9VmiNajOycZBG0roug6LSHiV5u9UAYlT8grGEbKa9BuvKK2qid4wo2XJA6zdOHm1eYzdYqTdSM9FzTCA3E1WFwniry6dKLBDvtDyAf2VXS+7juV7byz7u4Q4vCBDxVwJumjSAeiyq2WrHZYX8sE9lSOyBmy6rTWZnsiCdOrdN4jnniv8AdDRbqVpDjO4/4cM4nl93oV//ACPux+Uaqr2XCaQwn3rnqpc0GOt1rIkivMFc7mkIfJRSVAnquUii1AFAfHULlbnAJX9l3HhegrC4Ztqr4Fu6H2g+eGmneFj0Rd7UMLKifkmcVtQ4XRCBPmytbo9lxOV64nBE+a007pwJHL7wyqOndaqLdBTFFmey06yJqYC5Y7q17ladiDe6JpvOVJkjNFqp0qppbdQLldBhOdiIWIAGFCOBa6N5HzWBspogsQtUKGkReoVYWnhhzwAPNkpuoFcrpWpwOmhkLU6K4VOwVJKt3RpU0W6mxKpPwVeyJE9BNFqp5Sb3Q+0/aB95/wDbZ+q/6niVe7yr/wDrbcrYWhTdvDBICEyoM0XLFVus0VfivqmqaUUiARFVJdIEXWqPTZSbYH/EaHOAoalUjXFCcIugacVsuUyFQziIWO8qfM3uokzXKdME2sotC2UhlMFav0VTUqvqu96Lhk3FFQ128GFwrqiN8whpBWl9RmqdwdMVLmDoceGjCc05Uuj2vD5HH6FPYRHEHrJQi27loIxbZSLdkQJIjbw1vlrT+EQqcFvSRK1MEEXCcBUh1VyuPUqmLlNFaWXOKqIG1CrDuqJ2ls02Vzsr0Wa0X6hBdFOy04vClsws9Fyzey8pvvZacLTSIhVce0UU7mbqK0VCJNQFJmtAouZ+KpdCyJNptF1EX6JxOJMLhfaeJ/K4QgD8XVPc6rW327IcJt3bL2TPVEZQYPNxJ+GPmnA4MreevhIhO1WWpsnYLPhoE1UtJfuJQkChnmC6f8VpfEj5p1g0o6qRdM4enlfQhNbpFAAKLymtgAug6WKpIjCkLmwuU1K1GSOy0/Jcvqjqypae/VO08DWRav6XT28JsuHvOo1v7qNUk1c8ql91GVwftXK0sMQLkKhpcdQp2Wpe0P8ALdyvTXDynJzsi0/3+CrtSRZTSi75TGGdJqeq7eGutbrWLOFtytOLJwj1UwfimiD+FUhVaR03VfhKxaCVpYw8R35Qv5Ajb2gUPY5p2PhGApgbwhQSgWlwIWo3suYLOwooNPXK6rp28DEx2unk8XzGYbhRUBGZAFJcoa0ujKdatF2UrW4mlSYsg6C3gNbzdeib9j+ygbUsEOGyv/8A0d1rP816LnGiL4MvsOizquaqXxB6LWIBHzX6oBduid1qocbblarqjTW9FFLzVXkf8Zp4nNsThP4hdom9d17QancT82Eelj1RgTy2lSaf1LHSAo+K2VrZhQPqowm1A6LPwsrAwhklanwBa1lQkNK5ZQE3zCdqYOJxKho6lH7Jxf5vBFK3auhVfI75ItNinfY+JceQo8N5dymgmJPVRy+mFCHRMkb/ABjxiyY43BMBGZnsnXDMppdF/LF0A2epchBFs7pxmcKAuHwLA3PRaWcrRZaXfFCQDsVSdKpZeYdgsKTE7wosdlCloBPh0RbbKqgMbLW/kap9k1gNZe5R7TgT6rTxBpjZUjm3KtVRy6Gjb5p32bhiBTVOyb9i+zczwIoiaO4rqH9gj9o49Rjqim/Zxmruydxa1pQ2apcTI/CUYeZyq5y4KBJCk94KH6qIPwWqDT1Tov8ARD51WmaZO/8Axwcw1CHFc9zZuG+6UynXspdUmTG3dDJjC5QI7qBmlkWiP2Vq4CqiW0G0rAGymsbqMDohyjSd1NY7KkbKkEdl3zCxKH2nhABzKzNXdE17bPE/uoK9i+48p3C1to9tim/awy3nag1pOnAb+qgR8ZQdqr2srmRmbJ3tYa5tzNPCkOefKwZKc7iOaTsFX4LAU6iJuIWNrIFjxUWIUTbO62mq43E2YGj1VFC9m6e5XDM+YmsqKdoWaU8BQdlkuOJU/oqKfiVPhKJEeiPH43M1lAzqpWx3XE4BoR5f2WafNQK5svZcJvM9sdG1/sjwOHXiUkxVxXOfvHeZHjcb+UPmp9wWCL3UAWt0iTLugwva2wVgNnJWoU2CJNrwtNY6Lm+qnAUsHIKO7pzoqbSbLVMOWlvl+v8AyFzBuuH7IffAaYcppJdFlEEh1D1/yFPDtY9egQmhCFI7KkgrVWit8rqBC81FIMAqB3VIjeVJqNpUxCMY+ahc1l7IcSeFxDJMUa9StiLFVA1t8w/VF7BP42bhSK8DiZ2Xm5BA1WB7BAGKfiurkTsiTGKALZm5N1BeRI3UA17LuuYrTXvKuP3VRMWlakMutMJzP/zU9cKVDB6lDhU1m/QIcPh+ThgBtL9VM5UhXyqyR0Vb910XU9VpdN0YlU8CPy2XB1Xr9VKzSq9s2k36FfdjldBHrVHhNB1nU2E3hscHcU+ZwXtuJ/OdYfhXteL5FpZy/Zxb8ygYQbXQ2kDJX3h8x5wjM0v0Ctzd7LU6XdV262V56rRTdBoBJTy/zPIMbJ8uotm7f8lIMFNPl4qa2NMSDW6aPZS2ZvUqflsFIAA2C/VRWqEqnhcQobK2m9FjwmPmiaQ1frK9jrHDY48xITuCXBzuHSR7w38NbaPblSKEXGydP8p9+nVbtwRjqE7iN0sZ+M1LuyzG8qawfmqetVJmcKpIjKl8A7SumyiApoBayiw7oud6LUb9FjsE1vFcWv8Axb91ylvRODZ5qlxuU0tFbqVWNoIU1r1VFhS2EIpFbLV8QUNlnZDoqwCvYu/8VVOaKINH8zimewXBtWHRNmhHX7xlx3Kazh04rzU/hCn/AOxw/mtDRHDFDG2wQwFT4bpoHEBi39S1aSHMJ1Nwq1PvBatJkW6FC1OqkUMLVSQ3dHllXgbwoHX1Wp//AK/5WOLLlI4vfRZYFThCFNkHmrY+aHIeqzCzVRt1WVSUbqkkfVRSQpVAsJjuC4McwTKEUdlvhrZRw+akerdkQa8L/wDVSyC03bN0Xjhh0e67Cky/ArdY1ZKA06XDqnVmIopEU6WU71NVgqBB9VnutII0Iup0hYsp+iyu1qLI9fHPh1xKxPRRM0XQ4U0V1sqQp4ZLTeU3y+0zqsiOEOFqOZJ/RM0y59A0TNk1g+847vmi8nVxpgdD0QYXS+Ocz5V7HhUaPkmhtgtFgLLRwyQcRgZKHDAIj+W4FB8kuz1X67qJXKAO6rAIsvzCYkeqr+LBUT5sDK1Ov/zGFzU/VNawajiEG8Ucx5i1BhEa3YTtFY3Cmm3Mpxiq1dVlVgKkUWfDEdleq79F/wBRqALYbpHvLWyo8NbID/kVsRduy5KtPurXw+uFJbJmomNS546DZA11dsIkxVUhw/KuVpByFgHquYVyqk+G6jc7LRvZGYXlKyOipHdG3SimlFlT5ouuaKrHxWO6lUAkqKqTUVpuhHDjsU6/LSOqa3h81OaRytRZwufiu+a9rxTq4x+ScWCXny/l6r2XDdL33duu90ZiBlO0meIaU/RSTLjVwFaLmqysBC4MKkEzeVuQdlBaJioabrVnCdwsXkpzG3PyUm//ADUTRVe32ou0CqgJ2mRuQoMSMyo/RZUt+i6rqor8FhS2my2XovKsL2jZ4heYdwwP8qg5pkHwmxGVofR31UtoT8EWcT/OylhDw2sg/JAXLxqnZagSGZnKAsfxHKkCcSidQNYWmvdaSS45XJCmZ/VafiSqjmlB1DFySrfNbEZWIOypnCN5N1Naqi0jN6rS1Z+KjrsqQo/RSYEIfaCw8rrKjQ3huIc7iO6UQ+zfZm6nm/VanHVxTc7L2XC5nn5I8DguniH+ZxFJq7fwha+KDqdQDZc380GO4WIbfqoBkNiDgotoRkSr3iAFV1qSr007qGE3nV/zoe0w4WK5uXiZ2K1iRxO6mk/hhYvabp0wPWyKHN2UryrZdtlZd1vHVZ7KWmIsm+zD36q8UH9EC0yDY+EH/wBLTxLfiUGoWtsn6pvEHmb74Fu6gATM8xuqcNwP5hZGPVOj0VxKM+E1wgdJrVQ1tTZQPhC0xB7KQT23XTutTZ+KzIvRCarDfC8nuor0KwmwOiJMQ2ia1vDcTV0NCB+1lzWY4cr2H2Zs0jo1X1cR3mdujEDqbBFv2ex83FOVyj1UNQBNqp3GcyS2NI/VEy48Liy6uFpqT9UTKLffYVT47qkJrXaW5O/wXT/sCDzBUPouWK52VPVf3RDeXstQbIC9rSD5d1qrI6Lqsd1NStIiSv8AKrY9kCYPQoPZqLiYc3BVzTfHfwwqS5m2QpC1NMO3UFvpj0Wl41t2yFPAOvhj3bOTnOceG0GjPeKbDaHy9VDqHIGPCIJgqKVNlprZY9StQghNrU17KN1ywiRk3lQ2Fqom3hdlypup4JfYL2fBBLjS1R6If9U9zOFfTkr2f2Zs79Svacc6WfVQ2GcML23G5OF7rfecuYez4QswZUBRkKG0cb9FqvpBfqd756L2uvz1QIkNwqe6PdCiCOowi4u1udRFt3C4R9m7V+b/ALEOo653VHQ7qqBU+Ca3AomcN9HmvZHkIAqTCrnZcpKmVqsDhCsb9EDBHqjRZn6JoktYyvI2pTdQ0l1mnPVSCCcx4SKFRxPQ7+E1PSU01fpxNVzMbxY9HBfdvsDA4lx6pvtOG5gb+WfWVy8UOd3hc3eAiXHRSSHYQd7u+6DC3z23WeXohEVXbK5Kk+7ujsLlAiuvyjdOe51AdA75XFh0htGD8RTG8L7PxOLlxwV9/wARrAfdH9lLy7iO6GJQawDXlvCCh33PD6qQNbvxOWhg9pxNhhA/zeLv7rP3Rc4l77SfCUS+jnYX/UceSBzBu/VaCdUO5f6VqaNI2CgyaVVxAxCsJNlpp/S0rmNNv+xw01AXnxY4TJEGK6kQDfKoTDuqOsHVYiycG8PScQboy6gxKF637qaFVNsFF1PgvdEUoVFlQxN4XEMFvCDRUuqtbiA38U+FRPRcs/sqweywVW3zC5OIOJ+XiX+KnicLitO4qoe7hP8A6wFI4PD/APEkIfecZuZcdSBP2tziLTw6Jzv+rl254dk3hjj8LTMm41d0TyaniKOsEGaGxMnn8y9p9wOXSK0avYHj8IDVqpNe6ZxX/aXl4ho9m2IUBmqPxFUHD4fooaS89lIboG5X3/HLugX3bA1RMu2C+9+54e3vFez4bdLcjdWPwRrO/RexAMnqvZcBkmYk57Lh8dwHE4ntYi4any6XOeSBsDhCan6pvD0Ty1cMIWac9V5uY7VKMUnrX/ss6YIOCoLXt6XUsK01nC01pdTEtv3WkV6KaGihkkzRHhO06vdiqipDvmhe5WdRxCaHM5u917bUDhrAL91944cMCc0PZB/DeD62VFX4qoB65V//AJKYjw5gD3CkM0n8phcvF4o71X87hu/qELycE/8Amq/Zwf8AzCLv+nrajwv/AKV//wAl/wDSH1cv5fCb3cub7Q1g/IFzcbju/wDJfy57lcoA7Bc7gFHB4TuIvvuIOE38Lbr7nh1/EbqqlVIACib+VNDKRUu2G6b9p4YDJMz+WKIurVxMblfO10+xLoNpiFv/AEqnL2v/ANoSTJWjivI4Zp2WXdVrEldXZX3dS6kQm/aOKzQ1s+bKdDmgdpqqOP8AdTRN0yf0URaiEiotKZzF0uJeR+i06xP5uUqxVPDlouvReavUKwPZyqx//wAZXnbPdUg/wXCrxGj1UAk/0hcvA4nryq3C4frKGv7Q6PyiF/L1H8yhsBVRK1FwDL3qVDI7xdN9sTJnzXKY/h8IBzeJXVWB3Ra/+WNR6VXO8RsEC4hm2oV+C+7aSfxOMfJQ51NrD/tSWOhcwB7ZVad1LAZFe6IM2yEaQdwFqbBkRKaKnotNjvKpaJTeWqiJcjzB7juFyAsawtltazhcRvF4JGgwSKqJPqP4uYiPzL+Xwz/4r+W1eQLyBfy2fBUDR2Cv4e0d5VH3bekIOdy02VCT6LlHq5auIHAGgcaCq4odxJcxtmiiAbwqcTh1k26rguo7is5R1RmGDZ4XKXOP/wAQqO9n/Qq/9s0KvI2KrLey5HifgobKDGuBO0qvHYyKmU3SWuDstxVclwm+2LQy8ZKuSA8ugm5wuK4V4vFcIJ7pwayWNZ5puv5kaWzEWUwH9IglVYQtMGq0MfJDk2tNgvYkHS4UrZEaxK8w+KmR8VV4X8wKdVOyoCtDQb0a0J7dBJF+i+zfY9YZyfeEb3X2l4Z97wjA6+i+zv4TBw+Hol4R4UFxLy6yeXva2cTP0TW1fptqCoQwY0C36/8AckhS8l9Iq6yfXiN1bOsm6tbWtaYF5KpxwPSITaEtIBMZTmE+c8y06wNThMfII/eHcGLdkz2zw/m5p+i4Y9mPaOMQ2ikF3K7REJ/GJc/jaIGjEr2L2Va3U500CbxdD9TjA4bTXouINBMNnUXG+y4M8BxDhLqrhODOdxrWkSuI7hMYNPE0yQuJBaGezjSB5ivs7RqLuH7wFlx+LxIB4m7h9E00ltBARoTJkyVPKPRS4yf+7acR0d1q117BQWcMn8RFV5WAbBqHF0febgoNZwmCHapqo0NvNyjrbebFfyXHfnuo/wCn7y5a/YcGYgCKBVazsBC0jSB/SqcQjtRczie//wDs2//EACsQAQACAgEDAwUBAAMBAQEAAAERIQAxQVFh8HGBkaGxwdHh8TBAUGAQkP/aAAgBAQABPyH/APlyC6MnqPruCbGYuGEAnw/uxBTRFQ0wB6/9J1oyRlgErB1v8ZGmSxkPQjJNopHV7YKp4EhbiqyBGEosnmsVjSEcPj/7HhUFVAr1wJrs3jumvrlimAIJCLarnAqyCWE9YYRPr75KCNONOntH4wAijsrHVnq0IO+8BwJJmXkJ9O9ZCrNRKAvyp1vphJ0SCgUh+XWp1iF30XQbj7c6e7kxipWOfroyVEBimi/z65S0oJmTa3q/GSfGLJKX8frnLGEJQ2xMvGQqclNSY4/NGBk/qdVT/wDkcReOl1e+Q5UKOmkd/nJKBhiJImCNvqY0JLR/hlgv6OORP3xlcgJpr5cliHrFf/SCCse28kHRG1MSfOEkRAczZ7ulEfTIiJMyWo4H1qsWyQBSy6cbiujipJgqSZd6+I7aywCZAdezy8EXUsBdp/DJsGzoJOEtGmIxgUzCoQ7yMgKT0En7d5IKzs0QD889+mLnunyn7nxiUgiqFovvDx2wBFIJws8azekxU3UJ9fnOG5wHX9KdyMHk8hm8kYSJloVSPfJVgUuon7ZEPtPTEgWL0EWSX0rvgSY1DIsfpyeBJNSgeX09cFkkhuk+nf457oZqJsdj6axmZYQ09TW4r1cWOIXoEH5vplSUhMzjeEOArjjBl2FSH5PzigCOSz5P/nQsKIRJPzkqEipMxpd/GMTmCDqr6o983+pDc4DIxOu/uTIHQARJvddovFjV2Ual/BXExWKjOUPQ3HsMehkglG2g7fGQSGoKCXn64rDISGma+dtf3FMkl6hMeaxgF1Ca239MNRNguW764qLZsHXz0xiJV2JKf09ztkwkJIO7Xvv0M7rksMpK/ib9svFBeBYj+z298ZNQIE2ib8m8UUNUgq8fnnnK8VRwB/WGDQA0jV4lUs5PCmmYpxg2C0oAw8caD64rNUNywl/apyClyjTpQ1617fOGEMSPJo0cU5MykSAkfnJKzSHczf8Av6xYBOIh4hnJ2KF1OsmEgqetGBzlDssR+TtjQaQlKddu3tgpLR0PyR+cFJBmOf1MFkdiz/5eX3cEuArfiSxa5dGACRjaE8Lz6BWTJAy7Bsc5UgiIHmK+Fy5Up6uAWvysuTCE9NNHVkylVsn4xFCs2TVYjahjRRija6hCzwyUihgAMeb3hNSCuD7TigRALW5/3BhxtKKf68bxFCwAYTU5upQBtZ4r6dIMkkRJJoI++DuYFAWaj8mLLCAQS2wfC6wSyCg8l7+jLhNqXMwO/eCPR75YkYZsGT9mLwD2hJGGCfafi3H4wUIGjfs4oesQlaqHdY8MRE9175CGbNu7/b+8GC3CbWH50z6mAhKI5KD/AAwLW4KwzM/A5DdRFqYfw1kHEFArR95j74oeZHabrz1wA6DC2cuOQJn3Max+oX6vfDWAAGfOMkNtEQmEv6YqJviE150vNRJBYmA/WBWQJYs35WWCQ3znx9HNte0j+sRgI9z/AOTWTDvfFYCxMQlFfSPW6xXJUBCpRiKJWy9PrZm6hYcCw398hoB1ND/b+86xhkOAIBX6wISuTBoT96xYAUJZsM0JuHdP+ZSS7ItmE/f1wW7Ue+METQRbXxx1zSKmZ1eozVMwEbK1x740NIgpp9G+mDWWpQTv8Jg9zFCNligMA5/bbX84jmIPdTkhB/U184KGcgTZMeOSxOlgSGyfPTFM0LQ2PTXPsYmCBdFpH+dayQQSiUYlJ9SnFlRyPz184UUh7eJyQoB1N5fm7/eKQYsFQLf9ykzg789ffArpRVoY89caZOgdLfxHrkARQxNk+DkSgPqV+fpk+HZboTAOUE8rHABuNmvU++AYokCIOcbRM8KP8xJkvC6hs/GEaXFOifzV4V+ALOTWFaiTUo3iRErG4afouF+4Cnb97+uWJc5lNcfT0yJCe4fhmv8A5AkZgWfj9J+mM6CQYiEf1wiRbILMQfj645rGAW8f3ECdtIhDr3/mycXEjSKXlP0rAKkczz5ODOMJCeP7gI8+iJMQnlYUCikK8X/cuXJWgGbt3T+4SIoVBAX5OMmVVFKxNFA0Op8nIBUupzTCVjK9Hz4zdIoqTkAFLWPOmNZBsnHq+brB3pSs+rKJbCCFOQlWSHE3+9/jHawkhO0nn5+k5BaJ91WIRQ0nJt57ZZFmw10/zHUs25FLYbRPhOachMXVv4xCbIaL6uO2AmImApfJwgNjDTFvfqYLNd4S1fmsV2RIJ4fj85CGzYNmIMiIAA0VkiNqRXm/tiZCa2ZF4LBDCo3GIqMJSdL+uINl6JhJCiSYtqsCF6xuRJoOQyg2ry+vtx1vHXRADJtb2MiN03ePf3/GFMJBFCg/S8n2BpFTO3tG5y9ORQR8P/i4YTegyAgja0JjjKCiiMXSHr7/AJw0ignZ5/cLTy5FZDvbHLz+HJLpTbpUNewZCQLfWMDGTJL10YwObTLM+f5kANAHqusE13RTt/mSI8fQRP7vEGgWwUB/MB2FJWPP7cACKBvorEBQgSInb95AUFSFR8sQlIRoemNgKTQpmDz5wVBiroo/zOIQUnnIs8q/UwYgfkYtUDJnS4TNbTWST+/DHIE9A039cndIjBqHAXOlRx56mcmJZW51gQnW5drfXAowgAIu/wBZISbRWJ9MmxG3VnEDdQkIMiMWhg8k1l57hgfKwUWpBQin+5BjMKp0jGg2WDvk80DNIHnJIhG1Z8vCQNTB9f5GIbQVAMc1li0CyLDLI4d8P5hBlCqeD/BzaUNDSzy8DqNUjoyAywqCJDrksYEFJlP11wB6iB7TXxWBsVE+V+h+cdyTbqXC4G7keOe+X0omKL/+IpnIjlarvh9mR3ur8fPTGoEstzx52yjh0yI3X8RkRpRVZX+fT3yUMKwPX/Z3gl6AFsf3IRVLIq4gft50xqEEgJt8lckso5T6H1zQaaHeEjvioZpj+5MamQIGWl+uCZCcIzo/nFJeHHAx/Mg7gUdMM2iQNoH1v95AXUeI+e+Ni3QveCqBAmVzhKMQkeHBbp6hORNaIHJ/mdaCOGC4AucmN+Kt/wA9eMkaJRbla+g+o4IwShCY84xGKnQbm+P3gOUAu+WOJ2KHXD08chl2ZWZi/vlEkSweArDCaD6JwKoTikID0+MqwKU0ceek4JIwjCJ/k+cMJUFonmshZqSCT0xBpwhWv83mhYm0MJaWXJERi3ewUc6xCCJYoTf6yCPlHkYLGomZ0wNs6F1vDJYEbI8cBFmAJCpwOlyJubnEJkMElHwxNUbAkUnqPTp6ZB7VmXIPPxkhMkC9C69+2Saup61jJwSNVeb+95UyKuXF4pqgIefzX+5Aq9R0/wDwsSICnXIcYEinyMlHSgCVwfCkB874DogvptrJCxaXZ8XCYQ6Ulk/72yATeicSknnpiJgShCPEYJOqDSZfrN5NMQSkJ8/WNXktEzdfWoybdCkcsgVO2Qlr7L8ayaJACYCCPz9ccEBwHO35/BGScug0PQ6+oerhblMQqC/DEOSk5euaOkT49MVlqGCYZ9fvkAOS42eXhJibR2PDEUUTCUxcOAT2YCc9IKW030H94pMuHZJ3/ON3cCLMrP5wDxSN6X5WUWcigSgfbZ85ImAralf6Rg4lFYaOIN4QF6q/ePYNMQ2axDKSWX2wQQSnZmZrA+3HHjvhVCHhd9YTnouIPK98ijU2FZKDAjycEYUiyDCmnT1yBIROpVrAwhZdViobBOm/JxDrXMbxTAKC2IhOtCN43yl63GLCcIGdjgXkm3nTIEjpKvwyVI5W5k/mCMGJkUszHm8goSRsLb9Y8cGcRAQIef3++K0VIRJU/ocKYLSBoVX2j85yISKmNK4TjUC+dMc1ZiNj3xECJw//AAgkvVI8D7ayhsUkv498CmRTzZNR6P6wXsC9LxHYEAa353xFCGbK0+2TFgEmzya+cIg7lHvhgpAskJ35OSAhE6pnBS3CYVPGcMEPQYSisZYTrAKpMFPDj7OTVpGyvnq46Ba54c4nGQ2nXxfzlEGrQTklhFx2ZePNlwnJANkD7vPbBEClULwTjd6brJCBCZprJjdw1zbCMWUqzsyhQbFEZ+3nGJG0gAJr9zxhahgFSRE+0zkT2pBwT/mWSaYaZJVRJpCk/wByCVfUUbfx3/j+CrjqJxZkmaiUXihyP6ZFhzYITjDIGCjoHn3yBpYDRznt4ZsyLOG5EzvhulJDGnn6ya61xTpMerz66yJBYt71gMZpSp9caIvq5M0ykUO5xgoBKdPLw2bNLkJ2UDL3YmwvrrDlINB6D75RFJK+j4Yh6F9inEfF4SZyEEwMhkp1gE+mvQZ/ORQiDLCxV/XtgFgSIwNmnrEZDywBrc2d53iDSSJYsmNeuBAcZ6skqgEqcev/AMEE6yDGb1AHZnLqBTdach+8SeVgHcZUIAAQEWd+fdyZ4GSVAR95wmMTF185bRpBWesHl49vkpFWftE+uCQ5HwEqT71hBrsEIg/vt65BJQ64OXfmvfFVwSxY2/jElNlRR4MWCk9NbWcZupI6ZMoo0ErfnOQaFVum/rBgFrEXOzycQNQyZlXkYhkJFc8/fEImZVYo3kpA6JTBSpL2RkBuJRQ7edsjUhbviOBFxcBMYTKsTFmQ+/U/vFNqhquvrxOatoQPT+RmvNIK2nBVoEq2isAMrFu6/eBs+FeVlENmKqO30yARBLwVf0984yIWdTP249c7xG09GRvB4DanAFFJyZxRVhZm8iVeo9hgmS0s4NfXT2wCPNeqskhwadP6yAQSFFL5wTFh0wHqaJrn+Z0Ag1DysmcJvvGJCxKij0rDqvINed8BGwo0wSJ72dK/XvioogCHjzeSHAJI2PnnZu5IT0Wzx6O+GCnpIeH1DvCdDJdWD6q+mQ2cSdL/AB0yYYuHYCuBkwuXmcBm1g3aHx+8RV547mI8r0xECJx/7jgLSOHUPjGY+v8A+AtWYmW+mRcRJAL+7hBQD840KKBrgY6YqvkOv5n94YBHlFUfCMKXKrKT5OKSEgDpSvTv0xRiyBMESO/oYDA3VqZdTx74pTmpV2VfX84jAYme7AVSihY358cZ1MqjhOANhBqjf6yQJKrO9+XiJNhGzq8i+uE+QUEXT/LwEi0AhvjABJZEwTuHb5usjIGp3yyUnZYwbKkImX1xiNhgBkB3njI4zhvIiARvBdyomnB6zZxMZZZDqdkJ6GPisUohEkYJKeyxYWSqGja4gBsLNMXQSGIBnEXbYRB4M23ZMFXOCaYsWGsWZyNvl2fjJhGEAm0z9sqnctswAqmQNxjKYJT18rIMRuOAP2TinrE7if5ipsggok4zEINSBxDuMv4PviVWqJ5bwmxkAjfafbEpzFlTq675YTKJET4/OI6IU0MsfTKkGEidZB688JY7IlDVc4KGUrCvSsRC7EwE+fnBzhzEhLj+/qMEgcRYiAj6EfXlyfMlFMSfyDOFI8Cym+bX9YoNQElER9/5kBoukaYCzIRLNlZaLOiCAT+u/OHjSUJIZef053hmEnDj1/8AaQFASUBhkLdOu1+XGIiu29zeJQk00tejfjkJIuCyn0a76w3WAB1885wg7Arfe8CZDn0DIZyHoWWenf1onCkEKRaDAEUAUqXVcP8AMlzSsV329cl13T0P7/uMBWbJuLPpnIYAVgTvfvgYsJA59ciCowdoH6O+3G8soGRtoD61EdcFMShhR79o59skcLm55azZNCFcnE52B2mD9ZIYhJmHrGEGHkrYmJyS6MpXeRueiqtf7gSm/KdxmyUVLzqYoDBKhcVuO2AskbOHPn1wghCsisQexNYVDA61fT7YKzSCNz9/7jLPaGkjWJC2N+e+skaz064q4gs4H8uKmJNNSbfb9RlJ01BE9Pt84LmUJdJP+ZLW8UiI83lYp7i5S/aIyTruJAxkoNMWf3IiEdyJx9vzgdi5LKLXf7HviWVqKLqv3kEBMouWFgpJles4p2EoqCuPb84gSEowurxcSgUNvLyhVAqUIeT75AfKj1ZIdhZC82RSBTD6NJXGAxLX0TH+mIFNlHMP2wkyQREBNZSE0J525zgtaO/8lwKcvHJYebPrgN+1A7R312nImQxMNrP4KDBGSobafKy5JTEd34IZyGBdNwSewT9MVgPGQSlKfZkVkCq9z1/9SL6ZK+Jtf1nDgWyx8dzHEjg5B6u/2yEVPrX74NBjeiCVLMZI1iEaT0nIDgF5yinv2zXCCMTqfXIg2Mpn1bbj1wFYSyISqN+yYm0hBOHj16GLNMgEj9ovImIdM0fycWUoQbZCr98iUmU7UEdzrPbEl0AKcRPa7Ym2OgkqsiqqaLoPPnDXQthAtYZPnUsL/bnDhJhy/wC4jdPXu9PIwBFA1MbvzriowFAdNOfXIQg0JKjP2zdpYchH6cc4w/CAETHTzWGlBIZwBP275IiUPCPNYgyxHXOnziMSakd4xVEipce2MUEsicSoAaVlwkBchG9mb4pJarNkohhIb16bxiUgnAleHN1znBRtMQGSChAikDebZmzQxmxpNBbc1rklMCPE9cJOodSN/qchsBLIePTAUxI5lPl51akDbCsZDQpZ1TgS26UmsDQpoGh51xgMRaLw+ViYj3FmhGICLWdteVkMBgRFHjIi7ghSufvklCNcj5OSnEQiSo3/ADBW0wcFdPpgBNxagY3gbREwpUH4yyCdtGsABQcc4SwW6YwINJ13f7kuCOJ5875AZsmAxKmIAeUI++W1UGZuGf7iQJkHTD9TfpncPXSR7embYJAF+nPzhg+CryaeMkY9wWitfAeTkw12F5hOGbPgxntpupFWNEmABTb9OHFhSj1T2xyKDZ/58YXkjn9GsEErzKP2wimVYlMYq+1rq99d5QDDHILl6/jEnSEMBGSNakHUcYHJFpX1wjCWQQhl9PWPvi1g4YLddvKnBjxINiI/1ntgrR4W5rJxwhFJ+n+5MtehuP7jvPtkihDmPh9+vTFsdY8v6ifpi7QTnCySO2vvifqiVN5U8TPXQYAILI6ov2Eetep6mJAVXQ9G8AwCANC+fj6+ylaSoF38afXGcMhAOJxBUEABycJZQ4miEfaZ9e+QvIKClrz9TkFUKTjn9ZtikZTEO/1hK0hINxr89caLfXca/JxuMnNySdQPJyQhJy2fzIcEMT6neQUQ9a8NYgyLFmZleDziTKoRUeXrChVB0PO+SeQNnE/eMdEG2RaMUYIUvFdZ7ymCFgwmXDjriKkReRTfxGSpIJJz7/bFzKBPQT7VhDDDskz/AIZUcKmFyhLo2POMKJURWuw+XEFIUGmcUWj8Uenf9Xi0INnNH3w2VBiOmKE+xCkq8MgKgWGkCBr36fjBqNCjKRnBdCIS4eViu4QAc5FCyUrZen45wlUJb9Q/ZOIIlsykH+6wEQ3aZMUPOuSIPSGyq9MpZaXp2+fnCVCQDKenn+ZoZQ2Q6cdNYximIEyQ/dZxOxakFnnaMRC9RjmcSPQhPjrkATZbqUP3jaQ6iMWLNBGxJ/uAFPQZaxNJCCxd/eowIYERgZjEQWw1rtiFlB5RIfTjDndEL1V/v6ZBxlKDTRL/ALz74uk9hmI6ziEUAaLKbdfKx6ESXI386cZsMcmn/wAwECrQYiCVMATxPz7mTDWgvXI++GFWSUtkhEUOUuDLo0nREnzmxSDoAExwA4gCi89k3z1yXmI2sXD8dndGIIgIuxQa9O/GCXNQSyd/COcChAoCB/GSYpc7Df4yIEZ9G8+2SBMIduccmPu0StT0xIAMFrg49V+mIq4VHfb7T7GOcS9rKvXyoxWFlKTFQT8oTirEgqCY7evN+usB1mVCAffY3uHpikCtVqlPvgS5eDR9VDgwIa9bf7yzlAB0vrzf8xIPWJnpH+fjCVkkPQWPtGJPJDyKNd+Y+uIchHIPX5xESVfCNfWcgbZ+WLEU7SocvnfLd8gB7sec4N3lmkgjr3+cABhJFsf3Ie1YUIswsKi0TWBWAWBNVfpP3xQCwJArt8u8SZgTJCMKesIVo3+cJ5sSOqsAKICEnL+ZRRNLdccerFbyANbBbk9t+2NlUWooEfv74PRKQieP7mgLAiiVkjIobHAe2v8AMRYYDQxH6MlTUCC1u+Y9sRO41KvrhJJspTkxTcFwkFYEolWgyBaCDi4j85KQkg30WMsQ8jPSP75zQxzq2xIgGSGtP3iOoYUbCL9LwG+1hpXxyAGzRqy6Pqz3msAQ0IiQKPpCjKGnQKnyPIyEc2oZuMIEGTAnS3+8hIyCUCGfvOIWIOkpQI++RuCe3sfO80wudpoYTuJiV3C4JwktTs8vEREi5nbeAJL0E6PJwMkUsJhXyIxF0FUqI/mIVqISZORgIuWvr/cEJOCE66fnA25jW66/T4xCnQGpmEr4wIZEmTl6o4vf2zgwXm3v6NZAWEbBpP8AylD8YwShWkD1nr34+uQUIIEOftrU4C5rNAA/SKxgBlGHuzvn9YnqQMamt+3xXpjswpIal9esnoCYAoxsEREer5nHUCWdido69fo3hIQiBNVdff8AmQYidlCujzjeEC2bEg6de85Cw15G2E+nLk1Kk7LRPtzljMhDScH39MMFYlCVSfT6euQMGxLD/P50x4aOTA6V8c7++CsMEKG7y+0VvnWBcFADsNT1F/BismYizIr5S/XjLiJM6FYw/ovvk2KsyVr7tXsCs0BEkzSghfU3m30xPMp/jNTpGMWf77YChIFw4KFiE9U4hMGVs36YWNSmVhd5wULaB0/r1jNBxTFwR+sgzpIk7X944oXXJApGAvBoHoGEzkmn0P3l7V22Tn1jntki10NHi8RoTKUwX/MQSAhSWeJxg7QCNQ/n565bMivLZfrbVYQ5QAoC+T75BONmHY4wCDJdyHeFYdvTH09cswzOhn8ZKlJBFSg+de2IS2gbbN9YF98lNPUG3nONMW4RLx9S9YIwBbmEHtkGQU6NMYdc1CA8cbKYBe5rAASCdF6/3Fb2c6Rv8OWIgp4OBMAhlsjDLaJT2L/GMWAsAgX9Ygx2ZsDvX3yX+RsJP7PpgWFTx+sRqS2XS/ZXp+MUGMAHgfmH5wDkLK61GQDwmVcEr3E7zScmoZhsy3VjIJZjMS6PFyQzkICjl+sZqNQ3zBiJbgSsW2/zJa1Js3rNB13FQkf7gdeAak3kEMyRaeu8D0BVj6PteMaQzFAdPx+OmDhqwO2nh65Hy42AYj6EPbnLMIgdkV3g11uqySTeRs5/DAlECJliP7f8xs4AkSR3PL+IeJR5E5/8gRnErC4dMsVuMpfdca4xCLAlHL/BXtkLmlUXTr0fTAVsxTQPPpWSNRlux3+8RvKhVs9fLwECXQ0En0aPYrGUaSRLOAAkJAR4cRWM1YrMAwn7I+uMLMyAw+9nOsIqKiSsuneMkYEqAt+F74zSk7Tc/mn0t7YsxvQBXoj7YooWSUCT/nhgDUKTBLFz64S1c1s/H4JyGLTIKAl+cR3fnHebajH2LJj1nBZ1EEjZ7F87wCwMlEAR+mzc8YpQkUbDg7es8YjSQCxKL96jGRoNwZ81HfHwMjJh6vtOWRxk2NdfnWAqU74IySsKVqi8gl5TKJMXr+xjUEQ0GyRgghgz005RGkzFLQ/D98W2CH27DhDBAR0MURI7seXgQ+TNORWk6YCkQ0OXhPScEqRlbD+XgQeQHFW183iCUp7IxRmLOmejr+8RRBCWer+ZvDQT0Ef3JAulXaPn2wAnRj8H4MAAmiiAx4/bFVAsIqke/wBfjIPTYhv+yx/MgpZhgBklOePIy+tqSjnz/MdYFk5xH4FEvJ6AkanxrizBfhUHqNPZxNQFgrIn94EgBTBpyHDcCJN4i+ACKKHy+tb3hURLpMPjvkGVRIEqP9MIs4bUbZjn26YhohSKZif4+2Kkbbjn0yCBSUoUqCPazTiJuEEUL/maIVOCO+MMpcUXgSaJM8kYQtkYSSY+28kU1ZEVGaHG2OuSPmL7ZG8oFG/N4mQDVDfP6xU1RKirpkBdnWcP2xIbQgclfrEiwikEOH88jIKOgBZ09GcmjVtV0/ODIlGls/y8mmhG3F+0vvlOaCEk7Q+fp6zdWUQaNfbHo21ZEBJpIgu/od8nUUWDk4++d2VIeN4FED/x03cQB7j6vvgEbTUE3EOdnXvlm8MuumGOsgnRXD7axLSJGnmsgMSA9QA/eWSIB7px9W8AX2CYmvJnX2yCgItnYH5nn94mrkwyfR7wfGQgdytvj6a6vQxVUFzvvrr374gl0CAX936yEJwZ2Wr6uNUmJmAVv1/HrkEVhIFeD7Y6R3ANXsoRjeSbsgWK9X7o/F4QIWJbz9j5axuXxmWj9Pz8ZujFqrQ306a++OCLIlkW5+YxWwIFh7X7r0yUaiO+36BPEH1YwNRqMPD+ZKDqIA6t+9+mQLRJNHn2yElXLU19I/zAqoWq+XntishFT1H6GC1VpsP3m1IcWpHh0+mRgW0piIf04RiSLcIG48vExNu8n9vrJgSIhfRnWndgO+x3yTcSTKH+unzkCnkC0O/xiBiOpWyifOnfFcdjQgxJQq0l04RZQBtvCN5CFW+MSS4BJNYBndL58/WRMrRctGJGRsPV/cggcrDwnL65AYWReAnzWIDWuI6q9bu8ZvesfDpkONsqSl/TioyEVVGx868nKERgATIz+T29chZIZQRbcrzkDCOhNQ7/AIYMWRQVKz+/3gIDtLaq8n5yIBbQeODCCUsoAiuvgwRkABDlvj3DLtSgiZn9fXCDnuns/l1hBrwIrAd6PWaffr64OWIJBrX41Pu4yoVxFRvJerM+xH3JybYCKKw/NsYBARSiIiD4v6yWqyygGKY/3JHFgoec4FMQsqlLP9wCK2DgMecc4ua0qot8v6ZKNPDKn8knV42jULHzviixstSv9XkMT8KySOBETb/MutQmxtEfTUYnooTa5H1jn07XJXlpOIGt3PGKKmxjmwA26V+ssptSyY8euUH9Zj+dcRPbBy5mJ8PK+vqFMJCf+IYEoFTwo5zn8V4XY8vbN4dLYh93OW3xHQSvhsN+2T0wQeOfn3wNiEEILfzB01F9b8rjHNAzehl37C+Ws1itZuzeF31kVEH+4IMPA6Xf4wgJSttLL9GQXEBqqk064jAorrJ39o9PdxgYgA3S1+8ugUxJN3Vvsm/bNhjIIgdfj0vBJorFqe78YuRDEeh/O9cXgWJJbII6Gjxwi86jZt59cXknpQ+v6+nGE5KahFEcXr64UyYJUYf9+2Ocshc2EcE+c45gYRAWK+LifrgQorIIiB869MkjyEG1T879u95oEMIqYhZICGi/tcf5hFspVpM/3eAbTGDk5R8459bI0J47e2AmUwYIDrz0yBHDKOmuT1k++AJjbNS/r8YgNAVXpUe0m4++B0TJbET81f0xhhhJEEPOfbHYKE86/ruY1jETYqQfrmMhG2ElXjv6eqlCoGyx7fGClJgvJ3hIUs5Dj+/3JlgVl1zkiGkoPO/GPBhAWN4gSWOu+QiO0gtD/MGEWS0ux7fbNmiwCDhaWdt14hyLuI6t3fbFXoMEPSP1kRGULdwr/IwGuIN7fwyQ6GWr/wBfzgJgShCZSoj09JyQEwBMyB+XpesA3gkiAivXQ+2X+Nxs8SdYwFrUiq91+P3ksZQOXk6en0wkaKrhmhI0p15EzgFWZJX+H1+uAXhe56PpiMnAFPt7fntiQcoKgEh+BfjlyJAyUyZkDzjCd4BzDX9DrPzgFakWEEa+Ym8hI5820N+z85LID9hJLfycYiADRQpJ+wfLgaEK0Gzn7ZMg0nkcj159Mef1AiKfEZCoAzSiSN1564EcUFR9GAQ1j0HKPAqVa8cDryWx1fnBKhIh6r7OFxRgrIrdYSFOcSm7p9WGvho7nGBxpPXS+m8NAZm3OpPr5vHurIUHu7/5qIRGHf8A4UtjAxy9MKrfkBQvt038TjBp5GRH1/eRyACTma7SYekQNzie7l7YbsiTwWnpr4wTdbSSN/zEoXZQgL8N/wC4kqRUggHESETY13wR0QPtruenv1xJwz1lKS/TBAsPY2fF+/pjGIsQFPOn5yqqALVqb9CNYElUEJUKfS8kSdSVu/mp+MScKXA3Iv7xzidRLSr/AJSTzmsYl9VkrVBS66sQtslGBHHx65I1cliRbn0yCVyRAjM36nv3ck67g632/H2N4Qkyxe3t0vrgUQwHan7wC6CWl2j885eZZJuA571lFAlCY4/TheJbIIxF+nOEnfycFn6/WDc3uaiHAYuiMTuc+fjEGaLamWuv4zhjZEzv/awPaiTYRd+/H2xpkEUCSte1rOQAJApAHf8AfplTaEuC5/Ga/KA60x8HztyQ4J0BoPfmvrWsGmXsbLT9zkC0iW2R9euSZcBbp5+cDUCGd2/vADwqdA53UufHaMKBMKcHjOF2TW9/zE3BaUMV5GAdiCY505ZgAOokK+amemIpKQAaKwL0O685y7kAhAihkQsHQGfxmwg0m4Hz0Y9cm3EhzS/GHSLJJr6VkEQaUBkv8sAVBjg+vtkiyIaakjfvkhrrXlTHvusA5gIu2I+m365EA4EafPzknBMjGxz+sJDG1EiP8rFQkwDpP4PjA7QL0PP2XLWtAkOu5PTXfFGTCAyTrXTpesCUG7ZYgN/e/fFQ2gS8VJ9sDbhKu2dvt+MAKTqIslefTAZwgYIJjjvMfY1kSmsLQK7IvyzkKkKSkLwgTKUK0ce/5wsWKepQ/TxwrdZ2Iua97+uSVhQRQR/nOT5GlguGL++SXuKWIEfUyEA5BMsQPgX+YG3PTESIoyITTxiG9dSt4peErLYU7h0/GBAwMnX9M06XjXkfHzmy5mnTl9T7X1/8EsJeDJk1E0Wv2mb51w5DkWaV+cjgrAeO/wBYKEJBAuGMbTnHUjz5yU9GG1Z5982ZUgVGvpMnpkEATFofBkOWEid/X9ZGRnIK8498Dg3IMkr+nGQseAQevz/mWJCLwS59vrkruKC038zkIEtAN+HpizWyRAA79/8AcOIAQxFIj75fYMmNJo898UGqoOziOyQJCo1+MhJuAFp+pPjIdZMnWv1gNWAWSf0r8FmIAiEs0zGElJDlF3523gPuUQqauv7cfGXLQU9Tf0j75RVgh0GTMQTBYc/jIRwCoX1/uRGaDSktr8+GsAJUKEsVanAcJT038lZIyiCRGo9WtYcuO1DjfnXJoZSQkxvnz65Ci2BRMfb7YvDFCWgN4Ha256n9zeNKZVCT1+OMnSQG75/deJpO0KJqfuLGQIkQqsecZAmO1lYTv94GypIIajysthFpGGX6GDEbRCkTz64pXIIWki37x9OMJ2SBglleuDLJDa6W/wCfnJK2A1cIH3o+clQwlhMNBOELLkERnbjAiwnY/rLE3RU7/Xf2xO6USGo/cZVUjbjJFCN91fLx64YxOxTHZ6Yglw9784BUwmNHCjpEIdev4+MAlY3OvDDIpnXdvPycIsEnSkwfjFSdFrgCNz2ayQKSwHHnTtgJK1INN8/f5yAClSBxFe2NyG1c3LPjlOCRUKOXtH8wAKIiW/PvkD6jaaTXzvvkU0AiyBR29vnNDQEN6z+sJjtAJ2EONPTLhcXNcfl39MlEIBGNWz+sIqghkuLyUNmu5umFBMsnDp9f7gcQ6zFP13i8Qx6EHFR9783gy6yQnVv98jACtaagz9yffFFxcEP+X9OMZYilLO+e764pImR9cQI5jnIUruMGVDTUbzdBpfB/O8Y6EN1MN1lJhsHwfr/f/ACJJS9Qj1/E4OhDhfQe3k4wKmGkfH2xEoL5PTOEaNHHOIQFCAmh5ODBmzEvw+mRNS5cBoxIC0ATPPl4JM6SIbjycCqIHUmdP1+cJAKigL868GAxJgFgoa9ZcmatmuA/3zlTYitjWo4zS50yUan6bwU5hS4O/wCZLgp8JxjAmkQgE+vufSMRQzYgP8+c9AaOhl/GUkSQkkv5Wb0jLYVZP9rJUCbESsXPw5xajeAa3zWC7SpoLvjpQ95cg2UEC/B9M0eQMgOv3kyD9V7SUPeuuKKpCJIjzj64wde4TT+f1hdIly+dMnc6IDVJ+J7/ABjIpIgJUh24n5986zDYMp7+cRiyCVpaePvhOZoMyjQfv4yXVIYT06fOcC1qZh7f3VxkilE7q13ikDWkfJ9fnII0ngKB8fvEAzkWHTAXIG3jGJRSVAg2/vI0rCxN+T5OExEoGfP3kCqYbIhU/wB6YNsAjQjNZzAXi8nG7CQiXcYn4/OEAQEqQF/n0wBllRbfsfxjVMvL0ec5DfLCIdZpBQEPDIMaBbdEYWyJeTr5rK2Wx7+OMoOsi+JT/DBr5Ctjb94C9CBdC/XuMEJhZoC9vjNnQWlcP24CVpva5bqtuieR9+2ETiTyZB88MUUJMyFRbi/WsDzWAQ1gmlzXR5rAMarMtcH1WPnAp4IUHp9/qemAsDsaSQv6fjAdAkwybDXG/dyDlTL1BSe6Ce/zlPiggDgPFvU6cYuNUFOMhSFFg4wZCXQ1e/wwMy4Ec4QRqRBbLakPc0YhoguxX4I9MUmCBZM7xErOY0YfC3JfwwjNr9j+YKFDANJ/GcqNQ6uMo/KMAK5IrDnIKYDWiY8/GFML0A9cUiQQI3GWqQKz5I+ZM6hCR6n/AHpCllcjF7RiNfB0D75IeB6UuMohWZfDvgEGorL45MVhsTizkRbxvjCJBMCuP8B784taLlhv8Zoxt8sN8NksHP5xbggBOv31kGxKZHhvzthuFt8pXGSD1lApvJmdpMMsfrjAlbhLCcfvrkCibMpI9/npmxSajwf0yRmGzBVH85HS4KsA4/eTwjAS1L8ntgSDQGkIbySOiJQIv2HOKOBJNqTr6ntgJBrTOhrrvCOE2RonH1vDYbqImC1fzI4ngih5Hf8AO8RwcMD5864UXhDSD/XEgVZm9Gr+cQiN1NvJZxlVk2ul/vIq5O0URGAV6JQ1H6yv1yUfHnbEMyagypb+MT1SgyKJd4QcRonmP4fXEFdGg+ryPbEcYSEQ/nWMNGwSuWaU9FFTztzkkOf0QZCvAiTQazSVVDhWFAFNDrkEJapDdf5/mLLJdvAthmXEK/P1yKMiZHTEurYAV5OSGZAQpr+4xhxAwwyYkY27mp3iGzOgIa/zHgASZkh0wkHkeLbwOKFg5TOQpu6LvEmw2LxjOgwVzgBSBZbr+8R8uCYVQGkt8nL1mV1aMRSyiKdcBqlHNLywJV/MjiOFAwJaPpw4QxCRha0n3t3m9pjBLpv6b4wX3FMa0375LoBRQgflqeeM0OxBbXNfbLKCENCMU+J+MDNzURh4YEsiUEUTBiV4gioP7/OS1A1oxS/R3zjmuasj1/X1wVVkVuYhfs5DUSNpeUZBZNv5m0KyXR3wUSht9SIyCwiUliJfxeUaRYk3r+YzKweBzx7cYutFepv6vxOMPtUc+RktHDZ0waj+JxibN8YpVUiJZZRIlybwuPolt+nXBoFLkvQR3XCQogkblaearviIw7/7kCsXDFSgNzmPdXONdpJIvFS9SB7xJC4FIY8/OXnBRqnOUj16mctqqCc+cGKELdbBorFWIJUBgeDlJYiQSeHr/vUyTqPst5rKFYa4D18nEikNEPjvEyEtBqr+JwooAswzLGiTBFsiKxqr9cQv0UdcsefOJkMQwTEZGYS7SxyysMM2g15WIUpSQbWP7jsgbgRcDEbuPb+4ndBAG/0wt3pgAU79MQmNNhCKjtfv1xJRkFNgRkL1JdJG/quAVoyGi5wiBI0VDX2n/MgIYDAWafXebkYJSyUf89TIRmAh6jH12dsmkSDQ3kB17IYOcOUJZTTe/jK8JUOYf4ZNCkED9KwNjikMz1+8ZGrsCTmXp50wijSWLUBsOGlI5jxyZAesgmb2/jEUSlQ5MisBOxjp5WMmBIFFScplRJeyP77YT6SSG+nxrEJTFxo1/cCYrTDDB75EomkxvB6GMJOrjAiVdBcr6bxBlIJNOMNMOiit/mckys4Qe/XBAQDbojLBcJCvP4jEgkEjZfz8YqndMEoxqAYigJenW8QiXM0mJD2O3pgESSIJeTVh3jT+ZspXQ5yWZEb1iqdFxPkYsQFQnO/3gIFgsO4/P+PXIWFqJaHgrJQJWTp08gyxQ5o7Y/x365J2obBsIk/eJGQ0qVpX1n84xNcgvTc/zjELFxo+jiPTjIGKBVw19j65ImIIp7jlXGmwj9zjILFHgXPw+uCgXpHtfj84ARAolqWUDWcLcPxPt64nuGkGtH2wCQgampwBaDK07+03lCIYHf8AtZAyBNp0v3fnGbq1vtOAYzI4xYcows/rJHvgOSDC3HTIAFjrreKJtidpw7kOsAympPqL6enpiptU4j1evX/toQKtGWuGKWgGfqYEwFi7dbcBF0Muiv3g2y8EN9f3ilbRVNYagtKedY85vVREd9Hx36ZQi4Spi/rMfvAakotowDGQyBpvp6881rFGQkM+fXKQmq6N/N/bA0Xmup8PfeERBhA85FW7l1K/cdcCFgUA1+nLm8IllJ+cCx5YkdmdQJRL1H1/GMWzcGnIdLsMxMR53yZQUtaROO0GlHMuIZmyAlTP84x4dYdADeQICBWndfjBaQooKjr/AD3yY3gBcaMSSQHQ85ZvID9QPQH49cc7lRdDeEATZJ2de1MxkzQRAtb+8P1wa+JERCX9fGFISAldVz1tnKV5CAEhrwxRqAybo4/Hb6ZIg2BQhj7zjChANpNH5euCUtNAMXt+9YUCSJm5P19MFQSibd/mK+mSj7gc6xJfcgI8c0KDZVDgJxFAcMDGUwQBZWESgiTKrJ45eiiCjH+ajJIpQJNbxM0ILtmvjt1vAPYNuHKElI2V5z98FL2yh6R/mEmBYGQbf3gSxQo3B598IfCuelYmGxLcuivHChGSonu/P0woSxLfXAtokjXbDMdoM1nECrMaent+8SZQMhAaj7T3wOtjYU8/X9cYJrIR24ERtAmpn9mQqFQIL3gQt4u4QycsqN32MUgIlA7TiCm7CctH3cRjARZgFGKX6EqiUfv1wEyIJHJHr7+uRyQBINT/ALi5vyyf2wRqwzwIvEF4lGo1jyCQxyfPIyRWhUrA7tJB1fLwFrZbTxkqw7Svn4yhaWH1yymZEsq5JRUiyKH6wViW2euQdk2LMrv9YYQQ3Kslsb4AgEh4erkZrIrX9D7fGSK20uslm94yHos55yYTPqYBCr65bHLw84iaUMwZoMytKr869Y6ZFJMsag/1miHZL/tFeWVoBd5w5cqEjky5urv4xJhYEN4jBKvWUxlxar1ZzWRbhTGNApJHHJwwbLA2xEB638y4KyBUKIX9+GBJWxap9MkNDSNzf7xEkpog2vnmrU5YuGp89MfBSCzeFPRhwsXQ2q+QYFDYwPq/I5OIHkLS4ioK2rXEhZMZOO+bO10hZBPP9w19zwZETGJoDNa+MAdJ0ju979stqXhs8+csssFdgTk0XmKglYJWghMYqwugPp9nBP6CQyL81jJC0Own5Yy6zvMcRiVKAzOmv7kTANBWHp763kCAMkxuMaJVEAkjIhQhMbcx9MADV2OH15oYRmIEEhV6x2jEFUrTtHT13ii4oOGQ86dcUxZTCffb8YJLBzttj9TWcu2QI6R9yaxtRF6WW+npziChGeBa+05alAlh0yAnoKSoo+3OELQDs8zHBf8AmOmEEcMTHO/86YEBQnmcYIi3rt5+cmEAXN198EiMDy6l3y2XwCoav3zZwhGjNvy46uva8IjAzfW4yU60wE5QIgEUiXxyDiRCI83xeBix2glcnAkElFHXxzlGOiO3XEo7aDRk8ZRfn0wmWiEBgJ8Y5qMhC9AerUccvteFYHQgLjtxXzeJBIbRbdPpfq50y8XFvn0wR07Y3+8YmKiAiSfa/fWMEmaLbbTjXxgS5CqX+X/MLxgNLP8AN4LwSHrc7zoUuLLz7/rKEA0kqTEBKU3nyp65sFkmJW/tufrhKhbMu09841kWt359chOVFJtwlSl1bwFWoL2GOZYO3b95Kapu+npgrepCdV+MR2oWEOP3iVJkIyLdb8nBsQJKp4ffIKAThuWx/frh67jo9/cPmcsTplHiaGXneAJjb1ZQpGSCNpXAJCvsx5oB89bxkVCepwy9w+ZwE0oJZRSfn9f9oVUoepH2KE5EiYSx0D2h+l45rN1PT+ZN9hDoxELVzPXFB8npeFMp6K8H4yaymYcuAkJgA0NfXIMyAWcoH6xEaAgWFH464MnTEDXGRzipvRE+dZLEom21T8+uMBYzevX2Ml8FJTU7cBXYY8emSKtNTbHbQgy0T4nzgC5hUmHn+5Gw5scSvpmnUll0nIv+lFR+em7wCyTBJU8eBGSAhiVTsjJgSOy0x/cGiMySRJ/mIzJUaM1+PviZoFQvWz9vriToSdPIwiys7eDCUrtAnCIBWyAPx1vG000gk123r2zQso5i/PKxQ23Ikn0xY46EFWSCyCDDr51yKVkLSJOIbKPRCvPvmlISloxKQJUloT+8Ak+VB4F5TMJGO0nF0U5i+XJTh0Blf8yRthL1/mMiAVa7lZrJGASaua8MAsAV+mQSEOXow5cwIXvWK0omsK+ZzzgJNOG0wBagHdx+DCWkoMRt+Mk8sLkQZwVILC/OVpYiK8fV5xKIlcGD1VSnjrjMnEvuOJOEDRDz9bxNUAmBbqsKPoW4DOFnZAvuMT/mTqAoEUls/wC4ubwniEd+3TGgSNUx9lPPp1xLKkrLk/mPJxVCBDuU6vvfsGIqGAFiHrzJHphBFm5bOftGNGgSd1J8vtjKCBcI3+b6uM6aL57ficIbKMMuX4ME4o0AQ+3H5nGzEAwCZFJsJhcU44ARExG4MtQNJ6emERQQLqwQUIJqwxOskmWrHXEZQp6+uIS9QhaIj61jk0JZEyX/AHCkVPknAgdSVmHp584QMWSEyIs+9+GMHciTPe384E9WI7MEHx5wgfXGXAvUF9MlKtZKF+hiHqGbSS39rwBE6xowcexkUVnLv/2Ijok1L7PN43eQySoPaPrkLvsR6l9OIiVnjHLVbM+6fSU17VkgAQDPLX9wCgkIkb5w4kkk34mvTf5wmYrC8Kf1kpRSGk+ViAClTdmLRyB15/bjBZDi6qn8PGQimC3mY+xGWh3A9j+sc8AFaBnt7/5lhzmTXj+MgLMIPawkC7ll85vH4cemWUEt12yOmpsMAySQlCaLHiMSxhqhKN/aMgg8oTneVZQZWVX9isVYkklah+mIdISxHv2xpzGavwRjCDcTemv165wUK0KX9xV4QEjTzvkMBpM9XLJhIiNOOtXKd9b3+2QUYCHQkfswEy6jo86mQUXCZMJSX0ffALnvLkfTrfPXCYEq2Njfn2yRIkiRHH19/bEuIlRAJj4xrtQLTrCyJEjoKfbB6WlC4SefXEtRpAFfLwSbFEpgOJI8qBc+uBA0gKzVDz+4CV4hO+PpGUKmWl3r9+dIbwKqPl7+mIP1KcV/mCwcLbROSG2oV6Z1tA+5haW0nEi82fROIFTnJaZ9fT5wJoI8WLjXnYGzvDb1BL9cOpy0ZExWpcBeANFwM85JdTH0f1hBmncGskQI7kf3CNyukTrfpL6YI4bQ9At9jzWWxkckd++M4aUQ5MAFZAm6zZ2QCQfx/GCdlMl/HzjY7Nv1wLiClDL09d5TDFIUcZOoyiA+v8w5wckot9PXIFSuSJ8cCswkl0ROCXVQe5gi1UBo1kqE0gNlx/uBllklCc5o6CtG/HbCCNKSNRgG0Dt74gtkMRdn+VkDiNp1P99cCqIn+GMIiFCLDXk9MAoE6Gof1+mLygpqL38VlykAJNT/AFxBtS9xN/C/9weNXY5RavIA7664GY1oc3IsJrtiKKlxklSrHCvq12K+qM3oEQh8ehNe7mv+svN+Dp4/vEowr8D209+eckitwusQ9Wb5xIWGENHJ9eZMS9wJuvKjNhS5fL3wFENC/bznNkyTOhr7voys2urOj7P33lqzFYYER9NbxFxAFqxr9YKxMutYwmBBjufSvftigWRpW3GMigFbPP8AnzkachXh5/cUpXNgYFSCQFkrntzkONvUqYQg0QMCmKGChS4j+zlEYiRW32cTciWJBYYf8wQO4k484xPiSWJXP+e+CjO0CY0pz7fbFdlKNrjENAC4874lthXZ845xYlpBDx/mExNODMFORAgQbOEDjE8N4aXeStTrFkdIsOHpiRsETEmSdgG2AXlNC1uT7GQhY0V6+TjZICBFXXNZuOoYZx+suypwmr8r84UqpZinVYxGI2sK/NYAssJ4NHOI43CJFcYRgUk0In74DiTNRSP12wDbVpxffuGQcNPUF5AyJIGujGgCTbTI5hFtq/zGZRSprh+uSXStR6LwtFBhTUTiwVCQTFZ/WWPVk7n6Hk5dUIaX51+MDzIJCenOrCjF9fK4wmYaHfr8zkIdx1xpKHSYIYmZnJYkiBYdS/QwTwoZiuf7lGSUWcIT/MQglFunkv1xk9yI4hGTKBT64wnbXzjSZUMA27/WDugVdU/jCOkbDTWMYsFtwbySSDt+vJxIijCfPbFqQCWDmX7byxEh9AYxcdMggDT7c4ykJAkyD4D9OMQRsQOjFaTcAJvr2v8AGbLlxN+euaEkAFAiL/GBCHamQn81iKyVa3DiJ1KmEgeMrGUJDA6/rEDB8HX9e+His0thYybsAK3r81ucoqkWSmo1k9cESb6vp93IAaxBDrv39caX9QH6wqCqO2H7yWp115yVdumSMLCIbyxNkTkjezWPMc9MvZIBNY9JEya0X7v0wyHtPHsfcPkf+sUm2jPD8RkIQ6Hlzigoqh1dYgowRo7PywJJTdVZCojoGJcolyK6HOAa7QoFfgj0ykTbYvWUSpSTn8eh36GXsuZ0CPr+ichZaivXn5uK1iSpNyS6fyZHQSEm8YXRJUgvkILrJNjb9e2SOUNr55ftjBTQHcYfPTBErTNh5xqMk/TRGp/WFNglwFfT2+7gNBcEG2ufnIKyhC0Bx+bxcOGl2nEmI0gVgOKA7TrpjWhLHCj/ADAiCrCx52whSS+SXzpkihwL5FMQgw1Prg4jNDCjLPQJ4cEOXswJ2G71Fvt/MnAy0FCPXIIEAphWNBUAjoeD2J9GDI1Jlk6sRGcFCb0GY4IicAnlJnqX23zOIMnYMZ5/bDQQScgPHHR642AsLKXXnoY9ugbKJ+mOYg9J6ffvkj01RqazsaVw8OfbFFbwBCrwMSQEqhO2FZJciUd/gyQ4lJrBrKMA9skbUeRqO/r7YIicshaMskND6H9yyoIq24cZRpEhRg+Hb4wJ1giKTC2qiZ58rWFFogw9RxHOgHw4ZgDBMAe319s1FZ2OO08CH9/7gLM0VcujoBH25yxFV0HT6eawfgz3ePfrhHR6YHdi/njp6YiUGcWGJdoTAgK11YD9GCclKAo6nycMEuBaImP6OXLFtt6Tk5qEpE35vFKsgEl/xGQ8iS1B3nslTxr+4CyaJUYZLSrJ85xlL2Mcb/X2xGhsj7/35wSzBtVDCc+nbJblIeC0a7TP2xk2CS8GD7YtBblQgv8ABM4ykqN97/bkutQyAC/0/OArLK0yH+++aIAobDOQkZUyNo4/dZCsWA1MkfS/8wKoS4Ls8K640dM6LTyjGNVxD6DOIZqJFOcYiIiV3PrjKyBhN4hI4ZBFvIWFSZSINTGFs4mMFhs8jIlSk8sYv8Ptjl2Rti8e0R1xGWz/AKlhyZUgD1cRlcjY6D4+2NREqkddTkZp0A89fo/XFGkTHIw1zqSMCPLDUYpRVklcx/DFJOJZjZ1s9MiZe7Qkn+YJWdgoFP8AHyslrIMvofnAYtSRxBA/fplqxgeV3iKKIadx5OHJYwp6fbHYgVDdOMW5zAxJPp+sRsBpCS/TCRs2OqL8jGFBAmdHk5s8ZKpV/EYpJ3AdZv5yhaGJKe3yYqtFKd0410yDpJoRANuCbR2Ap6/rHeWBGJmcUzLsNO/OmUIolMPtiHgmCNb36Vv947UJRMV65GM1DLYOmSoDNkknn2xUs26BNziOfAB3MZhIUJM3Hgc5BbFICZjtq++REMB9VP8AXEZnHGz/ADWjAEgFWK+3msQUTKqS8fjJCKjQHORruExSmwBWHKMDQmckL0tBnOerFpU6fyyhMswuAngfQYEAmhHjpiHGCkoX9sg2hImI764mK3AzvWEqwCDrNfvECqUb8/OW3LRLEsLGgoXishSKpTzy8mZSxXGQrxURDrzeNuYoTQf3hLrExs8nGHXdRLjIdSHV/wAsweSFyGq+uQETF6D5BgyxSBr18ntgKIsbtVfh+clSJYI2XXdwiGgFvDt7ZRrJQiMD4Eumx47fHvmjQIE8qePbO4pb6YnITtEdf8yA+xwhvEARDay8eeRhncPIBGvVx91KFp/e4vJLKBDiKjACW/KZNzrJHGt/TH0FGIcn1+oyAO7Wn19sTlBEEgfb5clBo0IPDWNkQ9QTen24wEauoaNvp6YpYgu6XkIgBAm41+/rGBHoKzzYj29MusVOwzuMCJtW239VvNtAkiVZ478TiphtoGV/uVJKm+uvPTE7QTZvElsMSdH7/eCFsisssZIgaghHJIZtecMjzWUPDq4lYWm57nuYwiK6C4fjrkHdcn7fT7f9M4cuUn4qIK0dWd7iKw1aMMo0xykockEmnIyWovqsgWaOqXEljBUm+33yQFFy3/RjvjIFBJeUnriDpwdPl4k7yQDdyf2cRNiEmgB5+cS7LYF5DCSkrhMAaF0s+32xNuk8I6/bElkRAC5cRKIC/mA50jfSOXCdOJ4nyXs69cKOQR14jKh1IVxGMUFIjfnxeA2S7VyB8fVyc2QIQKj8mCJo8tRf867z3IXYie/tiORCr7sZRIitojzysAesCWU3vv3oxoMBsCkw/l+mTdSAPxgCAEaacGNgqTqsDqjCDfQkt1vBhmunu8++BbGEtt/TF1EqCIj6+ucAlEBVoffWdWpIyjfps+PfBgo8YEpr8MfOQU01GLCisHSCpxmAg29Yx1gNROvXKI0TLZtJATHI5wC44xtNFJiM7xM8vOubR1CayZoWd30+cWDNSKocgwumZFMsfSBTizhaASd4ry9PrxM1OgzUq/GQQK6OPWQQ9r9E/OE4RajbFRPz7d8TZKqoMDKAz2dWGBQStE/1gKhZIG2/Ge2Qr6LHL/MVjSqdz51usLsqQmEp/PXERoPAeaxEnwAIhiSvSpyxE2kTH3J6dcgCU7OtS+3hkEUwG2kiz9cH6nDUYiigRAbxRg22L83k5ElGzCTfpM9cnglkYbfIxcdtsgm+Rtq4Kw3Co26dfs4pAPqB3/WMCAFhk6I+14E0Wfm+ie1ZKLmZBrri0EjxxiuNV7hwSb4kTHnti2GgNI2+PTBCdiPV/U/jIIkFSF9f1igWgEEJLF+t4Co4A1w30+7ilMyFaP5quOmIhgyB1aL9YyAhyQqhSivbAjyFVkf5jUWVUDmPa8sXaHNh9PrgSjmAyECzi0ySyX2zRFwEt3qMNXqj2yAIUHHK5ByggYCD6k5yknDzcfT21iIo7P8ApdmlTLXj8ZLPAVuyPUj4cVPSJ/8A1zT64raqJVHPnplqvUe2HYZRGr7/AFj64EwhCIk7jAiCkylmAqspRqPrliCRlm+v5yYqYnr06ZERBPQxqUCdMFkEM/E5DBLqi85VgyRFo+MppG94gUpVRlqpsY5zRFFYisY5arWhx39Fmc5S9anNg2cDErX1F71jPXf5xeG7pkErZYPbK0OGsG6KKWMTBnijpGRMq254wYBwVnABU9owmKKsGJjGRLaCLn7fnAoDlHl64mB1p3LiqlsquREiPlXp5zn1IjERVAsyVmXuLnF2U3LErCBNa9mJ2ylG4yBAe+BWJNOhFR3xm+inlhKtl5jJRuWOkYDqDplkIQvRiakkbCR/b9sjp3vNQMC5dlQcxiTxNAXcg+2FxAgy3EX9seS2x7vDABGyhOvOuIICQjYB+uCXZF+PXAQG495zqZFEAb/eQK+WwDr56YoQAtMLQ+cEQdcl+nbviUmMKSQfEevTGzaIt6Nds5XJKEv+4BUiO04BIVpepjJKM7ilxTNMG6MNb5qDLs2ilJ+tvXES2xElf9wSImC1lhjpkkhjuAHl7wFI2pev95xjAEGjvcfHOMcszQi619MJOQ6pNT+PrjO6LA5YB6eh1EZCPVZkBJu5XgsGYKqHwxk5ShrQj/ekYgiuCK23B9D74CBsyjRT13PXjEIQpYjdV5xPQxEwtq8AOvTz0yRcISFlN/76GCGKQq7i8KtBGR3ETkS2sILHg9snfOhUisRDZK4TXfQ65oAhgkXWMejXXnLNlPBjjqjG8SA2MTpfs+e+dbZ+f+ixm1GaxaCxDo864IcQpFERiwapImY8++AEKDTOe/19qM17q2y359MiyT6YaimXHoPZH+uCUZhJSSL83l2FJjcRVZItEoK+dcSmTSAPHpkCkiSTd9PN5CSUgE9cIgesmcmbFNn3ybtKOmsR1GNGIMARz2wTY978ZAHQcWWDe8lv0CazWSBrWANUVCT4xJyxZN5UgSyFeLIoUY6EYEfUKwQEyhHr2xgZWUxJsuAnBIpajLdiNbntjMQlO8eYWTnpnicmkcvvhEB1F7MBIqNmLyXewnCuIbqsJkUSasyQEcClnIR1kkbxw6LZHXJFiagLf6YEA+b1y+Rado+mLINw6RlVJYejyciAJOZZU5XqHIFjoyM6omBdNvnbElNAEtB5rHN2C8HGaMx27OkxJJE1zmQsAEcQmHz9DEKAA8ZzkfDAKYBm2MokumSS7BtMr/uDL1E90fzIRGBQ6PHEIVmzhj93hTYwWCyxWKQAvsHB9PvhEhoiMOItMpvuxSbCJOpfvBOQVgkWAme+QwHZE6v53yQvUSCR/wAwFsVAzpgICEBV0mfiPfBmkCR1I+rgmSdBbf8AfXHIFGlXePAkiZSP+fvEWIBgVLnz0xFCCinH6yvOkSoLPweOaJoRI489cAZ6hmNrckHzkp1E42s+uIaSTviTSDwo2/eIWRczd6+nxiPKFB0ddpwKyokYi5+v4zQQSMKKIf133kMAUzMZhBjz0yWO13FCj6l+cIhIQCVO/ftgG+gy+yMPZkmOmMM7e3OCiNSbbydwcS5V994pB9HA2oadZsXSWTiNYorYEnpbl7htJ6a+nmv+jFSiOcjnWCSomXx0wuqRNjt9u2DYypauuPl+clRJBKLCfkjW8G06gcDp885RFiE9VeemBgFAHxjsT8Vc5M6MOFgLeUuY2YBaJSEzeRLiKwiL16YlOZgRZ5ORuZ6OuT1UESZEMb9MIZT6vxlLRrV4x95kGEK+28GK9Y9cblERiiZOvtmltAGpMgrB4GKyySxMIoI7uUCKlGEve3bIWUPRM4wF4kj74BiRgdNpyQvClzohLx0whnZGjKXXyawkCBeAaErWK7AKecEW5FEXjAYkgXHpnCR9B3yZGSapMgBXX1wh471OjFIsCIi3/MQaJohk9o0TOjtiUlJTA5UtcumE6HpHHbEHBNXGIRER1jzmDbHLF6taXJJzq9yGmExVlOTWvpg4IiCUYKgLyGOj9pwS8myhM7DQ6vb9n4xFTKBof50xIWDBFa6/N4mxpp1f6wmd9xpippsvo/15wa2xkko580d8rPIaXdPpgCjBE92BeOM0TrOgKMl1Tzi9BaZxr8azo0fTEqgS3TgwpWBSqP56ZycRBzHPzxrFjFKlaMYgxzIyKJG/OcQDKIUIvxwpJAgSv/csEEJRN46S2hU4+SUB6hxfrhkhVAPMInGWomGtBkMTKEqsxhT6iO8nX1yd4mfpkBtnAqdVZtDvEH1wRLBBF1iqiVyPf185yPqQpcPd6mBQIWQixeuB1oIpPifnEUfSdBAv2t6uaRMGoIif3jECl5xkOzRk6GL94Om/fIE2k7h4Yi4jX1xLnJuOME8TSPZgfUyiV9TrjBV/nhkkooiAvPzhZuCJUHpMH1jJno/6EOfcckjsYSqaAlZEJzp++IxtJHaln7ekdowTOSUuyDfq5u07xMFySVGicjVBkuWVHvt9skREgtnbys4iQTSXJ++cdkAiHqedsFWbiUYDHvzpqM6NgjbILbHlQY4AzEi4n84jcb3175GpSduQVIieXVYJKsRPSsg0oI1xlbSCZ6Z1odRESO8AMOB7icYutANMFJIShnFGEaDthXh7fBm1ZF1kkrOCODesQUdESYZv38mGOnhRkUCWSUqchrCbpyOt6AzgzPp1k8k3e8IhEtbxFJ2nFP0RvtiEmjbxHTHBsuAEUzdbcEQana5rFKEhI3ttwfQSumNx4xN5srjjBrOMnEScyJeuJKle+mRCkLOmFyilHOCDZUvByVhbqsKVJjaMDhkjGmsUMEYbvp9Iy0BYZDswFIKgJtP431yzaT2Jt+TAqCVavbf4MhnfQxNMgW1ewW8vFg0dc/p1610vHqQilY8j74DCgsIHrgl4tDZA0e2SNSSg2ZsyBGkNfbCJoQL3MRvEk8YkUlCpxCXIjf2UxrjEOvRalb/OKABEzgeRlWpw9LylMKJV2fvAnjNBKa+usgITA344ekkuFtG/5+MD0CDaXXGS4ZCteJ+04Qsd07n+GPIbUY1M7ZawKabfPjCGRrI4AZCQhkJv8dMIdIuayFhTNvbFx1wI3PJ1yLjq4ET7ODg+oTeUhCFJ259/j4xQmUkGZgP91lsdFVHnrGSawuhDg77wQdAmUjp9K/OQFwihEH3wRBKKXTH16Y0edT4/vHMOzJRCafphORa8Z0ejBkoQlhJONq6jthPERbiJQff6Y2p3s4zXqH/Q2aCSY0nzgwKyNk7TiHcSGx8j6YAoKnbMHBuo+hk8CshEr/ef5ORhkEk8OBJOAGr/AJioELeutfCJwYtBTslZAhzpTEYRIkX4JfPTCJYFZlOPx/mUZNunrlwILZfOMljvyEc4PfKC3pitQ1L5OTioS0yWapMxHbFtSh36DGQElZUt4G3RTGsVkqeP1idrPpLhLLKZRRgIa5a3OQRVtMc+uQXgKFcuMoFXPIjkbYxhEiNIll0R5vIAgMnr1/OQUhIsTusWj1Q8eV1yFQsB1gWIJjkZAtnrOEGE12JxTQBB9WEi08i8CMxvEzKgdMXszdBuHWCl5NJrz9ZxNGjWAyMRSE+emDMUVGvXEgTJeycQC9AYmJOiU8e2UQFXH885zoQHbCEkz6YL1R6Z6Do3gNGRqXnj7YLrVQvHhkecVyn+46Mu52ym2WOw5/GREkkC8ofxPjjEgmGIWBPwYOkVT7UZpze1E4J0YgtswQJaV4rR2woPRjgxjPGa9cTlokS5IlPEUylf5eMFQKCT3wBSmUsV6fj65CUdNq+ZvnBW+tznq69sFwIkHZ9Ws0gE0K83vGiEUKbkr65BgTQKTkqbHURf6wJApIL/AIxqOhGiTEGk0ALrn4yhBeUPi8RdFOsPr/DI4kXoSV51wHQ4ri3LGSMwB4nNxCFa9XFJZpBRxvv74g0AI2fy/vkhl+xiM2XUbMUICcCmRkjeBCcuJxgGCeJzkH5xTMHBoRPnpiPrBtX7/TgW7FLjz6YymTLdfJ6frCtw4R7/AL5xFXrfPh98hOyCD2H5xO+iHOby/rCTTDknfuecgsxfOAEV68YiNr9j+5PARLYHOOyBfr/0EARUWNlyOHLOoxxUEeqIMJrhA9Rr4+ciiWpQX17YsxiWgInyvnEQWF2VBOKOOAPEd+sHOAAookr4j3/3FAThZLf8rFjItnUedcBNrTcwTMcPu/zCVFWTtP6yYLVIvjJktCGVMvkZMkC0hANZTA05VK+fnCCeoSb64kYMSpYwEaXSWjBBZ1ConIkXLHR64ooUCnz8YKFKEIWCD+fXG0QQiHT364HU8h3gKARO9txLvXziKkwgDx+sQEFMuVxootzl/wBlfjEUDixyV/cFGay2qPB9eMgDFlLIj/DAJtImmvL9475H2Rcqfn1vK4SyJacKS1EjLjekUvSMrVAbYgg2WLr3zZdIDFEqiNEy9Hx9sLBrpIOc1cEJQfP7rGcUOYI3O/10xFFLk6kQfZm59shooWNnJV9/WIwim02xJ5WG67ywiqfjAWESsJwCTlTRUdCMMQgVhc3qzxxmFSVq6849sSIaUzy/U/5hFCQSoIP8MZFumhrAxg12vIMuOQajEO/qEzkiGgC0nxOl3rFGJGQGgnAOe6NvY+h5vAZSQqPODOwAg2Tr6/jIBskPjEZXYv1wFZWjUOMzgVYOeUIp8ThBEMxYXMffnIkoltZo/f8AuIigSxHVXvrFq4rni/v6ZblS30A5ffJIGBOF5rAACrNG8nsaJLFPnthgKyyiT9RjSboDKHyM92SIP89cFGu4awE9QOR0++AzDETw+cZEpEWeYMpOu4cCzgQhsjr74UKUtKt+VlZYxa/bCoMmIqMMTrtlRI72UseycXME4JFYkLQ4Sr4wg21P3zrBIwlxEG+63PMSserOFPoiJoDvKoKVbekftwCj2JpDP2rWIXcKa8s/zCIyBQDdn1xFyQkd5T8YC+3JgEWx/cYil6HJzBpw3ZjCVIK3tlKeJIDmfXWVPBCArLEfVxdiUP8A0CDH+siHDYkLFyuPvggkkNC89eDE+SmttVYziAnZdfnBPFVFPV33HbAlSxUKO/331kCJ8pL+qxLA5T/MOIIIAoozRClWUIt/jNECBXLy8mgT0hUJ5vJlLRKKWP37YLEBKTW3fkcYAU6do1iAGNldF89cbaCzxOC+sePdzaABKHp5GAwcg8LCFxYK4WY/eANVXFLk3CKQqYSnyAJhnbE1EtWlPHXOHC8oBJgL8CCAJ868Yoaspmor6ViYplB0RH5yBMiCH1PkYC2E3DLn9ZdT0lE+jyJys7AMu7/XbHQ+ErujznJwYBIRXWhrWSynMwy4NYskOpIftjm7aBIT8dcSvQLodmPrgAyklaVws1AAhMT6fGPIVtMk9GemHURpKfTthIpQdQpVF+cdGAU3teOMRpswWNfvjJdDRgi9cd5fpjnKKM39DXzzhBnoxJkP657iYRERHn1yCUgjoG5+17cCYgQdmNOtMi+04hV5t1bwRSwM6Tf6xQwLJrcSMQKg7L/uARIUCVJdfOMjROtN5KnwGOb+89MS7Q4kMSLKQIZjrIQHNsh7ds3ubvWQUJmxYv8ABiHIgk3yn2DXdnjAO6ACyT9OQM5kjrrljkOlTxOFCMpNCy87pxYLU1a4x+f3gQIiYsuD7MMklfyuuBCaUIAmsBmEaDpZ/WIxImSUwBChz2K1hBDBIJlIgPuzg1EwmhRhIDwTF3+sFVEBeBf0rHBmPZXX5rEfUa379sBFboff8XzlREsIOHyPxhQiTEa449sXmgyTh749N1yAPyfjKPICHriqcBiQZyQUh57YRtqZnFdNuc4w9GEkkIudvBjostdsi9icUc369sFLpEoll/3G0s6I2v7fvJzBvhDyMZ+tvk8/lxkz8ZJBbHLnX6Mheg3OTKlrxkCSBrADERDsp/WMCSINJaPxkAep/wAyZ2wBibbgUPZ/i8m/Q0Q/GvrkaYndH8PrlLiBOMjMJKYETb0uffF0xyhauBwslJVUYMLCNLa+JXIABQmSeHTEO+IPuf8AMiTAACKTb5MAAUSoat5/MFIkAzbPp95fvkIldBVDycQVUyQT7nn8YkFjJTn9++KFOoSbR+BxDCSBQuL6YAw0Ikqv3eAN8t7reeX3yJAQpXvX5165MWui6D9fv74iajA7v8yaZDb9DHgUUgJHfCQvAcQLxCP3lgZ0QKOEYyZpcGUAf3HDaFm0vv5rLBiNj1/ZkJDCiIgcR0AtlbP2/WOLNFAD6ZpHrQMd+uD6d9Erl74GMkIgmGESQEXjERMdcJOgFvE5K3owIqp3cx398CQQoC5yntwc1FEjDo3hCEAO1p+ArjIMwlCEL77S/GdYWXVz9TFfERMfe+/reSwJQRqr+eMDEhMpKYBraoknA83gtoBK0D/DCI0rl3a+dcdWlNHo/f7yJMLOHmAeVikQEFdX84pxY2G2MCVk2FticY7W4QMTkbooWjwGaY7tW+R0xBBAEhQp/uDHsQtIenviEkRYUStxviucDJlPqNfmOmUE4CIRtyem/fAxPQIFhf4dYsytQLYG/I+2QoElnZ5OLiWVoFVWEd2TJOj94HLSpup289cRYISutHTGGNCSaMvsjcJCZ5xOJdRZvkpFgNLknuugc5BEJlb83gOSijPB38emCArLbwMR56ZdZlFDo7YIxuC/J+WL+mBby8MKFBAOBc5JvCYA74yRCoFbLGSRSxMUTjKOGUuAwTNhtCQf2e+d+Adtn0j4wGXukzhneHKwPvlqLAieudG3nIKemQNEs++HZ7WgnmslIONwhv7T9cAqU2UXxip7SkKHWTiuHOzjB6QLUj+DGawKT3c59HWdD374gTk6axlBWK98IZWiDjGLEB2nFtjQ1AmPmMr0xvWr/wA/5nACiUvR41gcJAiAI6VorOFJXkwFLMAT74BpEA1LV2caBYzEACq1w637I4kPcvu198BIQAFLy/WcAMQBgCjX1xY8rQqcRIEoMJWP1+sIJ2WFOX4LxGigUNSkP7GAJDKJdAv6+dcByTa5R+slESFiaeX8GQFoRUx51yTIyTD6QYkAQLE6TGQQk6CkP2rAsOiZKGAoMGg4ee2F8WSYYPP1yzg7XN4kylKEPX4yRxTG2zt6fOJZAdhD4R7TgrAy6QkfzjIRHuWmcIm1dK6PvvnEVqkG3P8ANYqhSw0l/PvlIIAh7e/rPfCWAk2U9Dj84AUhXBrJMm+Z5wDkTU4cEFuM6mHfCM2+v6uAKOpO5vO9ynQnF0SicCYiKVDEZPBBC3nwxlFQ2m8TYA5OT6n0x2IISxEL+fuZKNIU4KONVWSZwbwDQoDJue3Gd2kEok/TX9wIjyAlGnOG1FHb0euQYEKMKJf7hkiSQgZmYekW5JQqRU2YEOFGDof1P5xOnZEoT/uB1QrPQ/HXIGk2jBXnGIJzEFJHpgmoGtE/7kSRaqGLHrNnzkE6JOIGln76xG6AXDWNidInlQunk7PfAdJ0E9vrGE06hk5WTz85IQBSsmZPjrktDISHjz9YGimVwPV23kFCJG0X/mA6WRgTcfesTIFQHlXizagSSX8nBMAJslMkAkS2nH3wB4wSdzgivSlyyF1YroPv1ydR1SPo/GMyCcYddH5PzvJgDRJLIUv5+MgdkQbQ7/GCSEoT2nF6IJSlwDCUyEw7mKgJZ6DzjGKgIELisQ1iHCWN9tYkRTO3+W/jFO0KQQAWfUj3wqlGUeXeLcjK4GjEtiHXIDH1wkQ0bjIFIRMYcNSY9pOvIWfntfXGUQMw3v8Af0wZFdTS3/l7yAIwrIleGC3j3L+8lltR1E/B8+uAFztXpj4Yi0643RSV9HAIpAPPOQLTCNuJqTq/XGReIExKx+05CrCklUf5/wAqm2wHOFuXJykB7PrghsL1J30+O28SZWJfRPu+mGYC5FUePw4N+qlqE67zilwwZQDf596nEC1kHZPx+2UMIwMdo9cCBvQpiNfr59sVPKQbR5r/AHCHzOIgG/39sMpJWvsyAUpdBK/uBdAR0H6wEBNaIkEn7yRW5SnnpgtQGBi3k41OQmXhgjjnVoJ/e8DGCS3qXVZcnJZhN/S8EMSYLNbYAoSsUWcsMYk2Jn9OQbaIjU3ftnQIgSR/MBkEwIhrXrfms6aVofCcoAsJEcsJZJdtHTz64VGiQ2DH13/mPf50vYZYFo63V/uNOp3OSP4nJCd9ZwGIC7cRJ7hkAya06YG4txFwXSucBEyWwOMSAK+d4ZNFFGovNpHoc6zamIMnuyxl6sMgkIPg+D7YSfU9h45EMUpU1vHIZlizO6HRJ7e+I0bHAqdd/r65QiWFcg/qOmSHeCBW4r1sfpgaS5HZOv5gYIaLwekda+r65DjQKd7/AJiTJnvFZesi1TYwAYSspun/AH2w5JQjanj7dssFiyjpnycEdCZQTM/3JFpojr0+PtlkggpvdemQIKVju+2DlFt4wJ04FiT8YaqgFLJXnOBFJYlOj/N8YSWE2W/PRyU5AwW4Pnf0y62UtO/tiKYRSCBL982yMLhdX6ZIkgypS4/XTILRFq4yy6UKExktwzBfT9+mJlUExEkfjFBuK3gzApZemBqIkuIxBEIXknpmwgkB35OKq3sFjz13jE3FA4UmAImD0+P5hBzJtBkoKCzEvx8YoCsRSp5OJ1VDkEfmPDBMRZqjPV9GT4wUSUuMDto3V4wyI+mBvd0yTAW5DMaZOVuic4QaYOg3lREGKzw66yFOEBF+vpvERtIVNuG40mwqP5vKJU5p1fbALTprLKsOGXGTsmpyVx7mNunRyRNuvGVGTMTtj7xkw4pmL4jeB5DQkz/yUGQHrr84phyQBcEs+O+ToAoBC3J9py+YjUtP78iMkIOJTIGee8f3HngsA6dB2ndrgVakCMLw/j5q81GIdJX49ucRfCsmi7Pb074TMpBOCTJ+9RkSeiAI6ffnFExBJ4rAUqFSgb/fHth7opeAuUEMpwnY/dZBioQzADHm8ZVY3FCsQwK9Mj56ZKCMDm/vyc3GjMvF6ayMibeshRJQvVjg5Otr+4heQRJA546/icAMnRKqfPicIBsBOvnz84GNHQSQRx98l3royKyRwmL6oD+YwoiEyxAE5LKEiATA9eGPNYRNrpV/WvXImCBAoHswYjTtiWeXpiqdmYejKI0D65R4TU4WbTCZEUa4rIMCyYEgXJFBA1iI3cVhzBaZshbvCyJpBGsiVrJfSzKEHkYVSzvrjCW9dYL2QvsyXiwI0Lli6OwXlvd4qncEEr+lfb2yNmqxcCQCCiPUcgxIAgps8++IHsVy4JJQ75/uSJhsApP38emMIhGgofK7ZRasbco6EULmMEhALSh/eETKCMNATkaIlSsk08+fTEj9xS6MeDI2g5Cayh7nycCqNwOKGdQ6Mae5bdY1gkToH1+ftgmLZCJiY/ivziMJECbfy+HLKiaJzTM/Gdg4oQ9ffA6EIU1EY12bRKTWsBd5KdvP47YsLEbE4mBGwJrf+4h5pOIswRdFPGv8nJVSWTCvjGENCA2mnPPnGWJKwiSv7kProRfbwMCdpnufKx5ICBKcmgiiJMrkDqI4Fe3P+4YeBE3b+w+cSvosmVdlR3yyJnrlA8BxkRIOmQEiHXrkmFQHqfjJOZqUMigo6VyVPu+0YciDGyMJQ2EmY4fIxDThYX2ddZNwCGGQKS81iNOZajswHB0D0zp8YRovoYwBUqdcEo7w5uoLnpltSSlq3WHtlBL/AMhDbQcBRvtA50TDg/f0xQJIOCAQxmKYkfI+/HE4jrgAn/MgptGkf9vnBBVSiyD+ZASoVl0tfEOsgA0i9Dp57YmVUIWs+fGsFFqIgZRA+p5vFG8kqqWP25T1lFpf64t6YtaMb+K4xIyiFgKXAXAyVuvjhr6BbxyCURrzWUxoL2T930ymDRGWwkOOMkRMC3WcI2EB52cSlFq0Zn9m8aYSkVZD679sMohSoW9eeuMYqaKe2GhyFOzs+fz7YEFEDKc4hLKwVZ59p9cUjKZfnv6ff7qE71gmfBk2VT65aTYyhWVURgHMQlj1wGMYiNxiIYa56s1eMCuEPo4gh3O8CXsffKvoQBkZbAl0yj7Ni6ZTP0MRJEwffAUNL7R/MjZuHRyYEus96xRE433YCkxCSs3QVBN6d+61zkEaBIAs5joc1xjJJIRDQhXn1yA1XghE6+FywIsjal/rJFKOFlHf1+2BqI7Cx9OK3rGqQq0Yo843gESJJUEfu8pkVGTY4PDWBKV5Zi9qhMd0wiatqexOKZQshZwRxk0csA0UCAo+dvfB5AgD23rnLqKEJew7ycOKmDWbA79scyxpAbHE1Rkl41GMogSCgQ9/3kSWVSIq5f798g6/cUGfLxsOcWR5+cCtaS2k++CNakcR5u8ZFYsnCq/GMq43MuHE9gZG1wUrpNxPGJh2igmj/cAq4RKNslsZMi28hFBRl08veQOEux1GSiajsylkHU65yU0oJa83nKlJTuv4YYwwQlwMOeVPTEtN79sodxJmwkpodZXFIXgc6OPTCIWCjz5wwQ6vXQx9JMCJkMw1vEubUyLtkEIIQ2xQnUMoiDfFmnvGDfQbC3T9Pvko+pGCYb5MaMFnPXJFPhcgzWX5yY6LIxxFZzVsfmcGtW0l58n/AJUIywXRy+jP3wQ1AtTGz84MkR+iPD740kPVQffriQv6oS+E9M0EIMaZckMW0CefGumIKG0kJx9r47xiJU0IS569LyQYlApcLvEQiTtZ58rCbi0EL5eIt4tEFBl8jYpItwoCjbf3ZQ0PTSYKSkRCoufPpkRFISrlLtuMQQRpD1yArRUNHEBEEQcYXIg4iUiKBA6vr9MRB2GigreGkwtOvNZA6pEQNV84mggRUXGBM6QShZms6oMuXT0POclWgUFBgEFSpWNH08AHrzknJ7nOCWVcYX9vbFgTU5PbWXPfJfjA1664RE6cZp6YQGGu+TVcgd8R81KciHGwrPcbai81yDYYmXorztkSDUWmHDFIeV4rd1ipV1jDN+HfEU2QQek+sr+8gI0VGJAT9fusALTCBZIj+znCDsAod+subOKQd/oX98L97GmvtmxwDZzin0ENw/r4wE9ZMcNAR0J8xif1BwnE8tukJfOuCphi8wMY3JoWYYJ/WBpwWQ1H19D1ydI7CibzjkaCCpr4ZNmAhQsT/d5Jx6rez/J1kfI2Zg7+ayS2RAi7CPqR6ZJBlE3BML5I/WLhaleYyAHEMae/S8CMltjxybbQlIJVx8/rBTRsCqLz5eO7JINb1fxjwBmebGS9QdSxglphZhuRR5vL9Sw0MEUyKIVeQBAKhdZPDP7EZulQKx85INLRPpgzIhCKR/IwzYWzmz6YpxEoPdxrHQfdhYvdRkjJITHbEJ4dJZhxHJvBzBYbMBzf2jgJoF3qK/LJqkYxuY8HAAQh2bwCMYIhclZkwVsbd6pbcMi4+2/DLL5H3yxgooyEest4Al4yU1pyHRrCGEQhP589slQebhLH/GmmEe+TM4Cwpm9tRiraRBYj83211ydj1loFnR09cgAwDyNnTm49vhjZnR248vIsiFD+enrmporZ5MlAxCW3P3moxE4Vxbv+ucRIOGCjq+vjkMRQRBbcN/OI5tIGQavI0JjWg8nJUJaKxdhJktHrgEOAC7En95fUiGiHXzviGskoXjeUKp0aEyHUACPS9IwarS7fnOGyojwPx9cCpWbqTM/0yATJwqIV+DjCtNACzA/5OEpJCAFk47GoXiARhuaShY5DFhOhh/qJyoDwNGE7Ft4HDiQbwRKsNus5yQ6MqsZAKhTsyKejR1y3159c3zrAbcYiL65B68h1xSVgKnlwkQJy311knj0nFA+pRgVbn6YcBHbEzlyq7ZLCbQ4jvJw46LMANhMpgQm73sAwTgCCOFZYkNe5+byTtzUKuHtXvivTDbRXjiEfsGSPU7a1P1twIhEwb4/DkxGAcBMOBdQ5UG687M4S+EScjz+Yw9Ahgz6ejgJ4Ep51xJsh2nOJQRJMoi/JwiJuWkPPnTFMJV1Z1Z585BN4xSYcuCARGt3WS1kyZWDR575YASmT5dY0KnWWOd/PvgwWhN0TPqj8ZwypBECo86YKMkAaEDrgTIk0LUfzFZiIB9x9OmsWMFlDhXgSCCw04K1RBQs4hCEsCTPXIBUhpfUx+X4waQaAphiYXTev+byKKtUnHgHWvXbARkswUc4AIFhoxkFLMknlGIFwpKLNMpZAR7Rv1rISR7gjBNJ3z3ywErb6ZCgiCfXK6HFN5BOhwc4mT2G8FTtrtkstYpuA/VYXs2ishEfRMkYBIi7Cj6XiYETSJXCIChNZjJFIGo6t/uINycEiNHXxixiBY10xAQNNmDfyyuUjchX9YHZaSuon7xl+Q+n82/8AHGcUb+HGe9rEU+KiDGb23whoQ1U0/D5vBIakoCRevrkaUTaQG+nzpxIU3we8fbDTx+A217GJK3DLyuMNO5MJE/5gIiSAIx57YI5MAoOHzWRcVox238dcaSqo6H354yDloRiqUyNQFR96mckAMtgA8c9dYSxaDE3FYMVFAGdY2dH3POMdijLVLEZZwAlQv+6wlugnRb3/AMxdSpPCHAYjU9yH84bSVkHbf2xDQSDtjH3vDRhKU0Ak/aJ74jtEKzF/k+mDmJiptPPnbFZqzHOPN8oeDJh2QDrGJkxIHNsMhZgrqJch9JS8uCXeiXpivQCjBliIOKWXHWMr9sLugaHOcohiIxnbQicDB1bXJUTHtkKkgDnC0JTlnFE2RJggkDE7yB4h+uCDOha85CPhwOhcZYGSCp06fP2yeVVrJBuUbzRI2KCfUMmwVQo6b9Xjq7xBYAT0L8+cD6BMnePN48KziJC8EOhiaXcfbpjkgOKSHyMDWTeWIAmSQSPPfWU3ACESMfbFYQjXqOKvVKITkvYiRZKHU/zAX9Di0fxnC7AIkn056Yn5Cx+MsCZqFTzhLIja5ecYJ2RIp3r6fnIDMIYlYHEemMcOk2r+a9ZxjnuIlHkzlBsiRPi7wrTqqgwAgQdJVlCRpfdhTRCBdV5GBoZifglehzXXjha0wBRLXPzy5C0jMEofd+8WohJzP6ODkaNxrT85JIc0A56e/fJBAIoGztjfLgbYwNAUS6RXnjkV5LfPJeMaiehnz6ZI7nLCmBJMe8Zs0GlwCpAkcrxF5k7xYjtsOaRp01kiMb575BCcMmatCC+5+EwDikDKuHxxIaMNUfDnScym+2TEVUiV3+TIoHLOrLFuZSYoSJGAYzpYnEQ8RUYglQCdayyLd/xBhhDY+37H/G5Mx/Dkgemys/Kz2wZ+KjCpXfxgUFUmoO38YEJupBL9XLBjTaYdeeuBEJUClYzfoWdL7ZfTkvLcmQSrptbPhNYmEmdiuU/5gDIESml9vteIBZSLAnjff0wVVddyx9cstkIUgNR98gMW0KqDlfjJGVVU5UPzijp0T7+fTJQIJXhHnXnJKOFCYmsJCxpJaO31vJzAp4lHvkoRAEwASv8AcJFBYABX65emQpuqIlEP7xRaWi0ZD8ZI6uxZ455864DVIpB7sakjgzLn/fjAtqKQbKJ449svPhmIY3XITabxe7Og5BIUkWZAgiowlRgIJSZM2ed85lwzwZNos5eMZWUljEjF3i4Odr0yXLOd28SBhARrDMkA7jIDLRy6cAIIw4wgtLw0qzk6APnEbaKwEIticjVdIyRJamIwChMUBk2UnU4kHDRHbEk7IxHpi949Mo2KTHC4qiQhZPDr4xUSBCmO/nOMknZmJEH7zkwUdPPtkhUyCFec4IoySLTvXriIhVJKSDr09sUs1bOY7/PecMPUCF2nX05ch2xSnlrzeNOTjIcMUdNc/rFKbRLH8axRIAQQibf1iTTB2yFqZLRiK8ceQIq9j+ZK90QtD16ay20aivTEidFEvb+uMCeFc7/3XOCKV0SGg5cAMu4Llv6tbqcCrKIBchEwAVKZQIDQgOfg+cPqAbL98mROAhiLAlKOJzaBVBH7H0wK+wjgrCRWnDgj65FGpEVR1898ikZsBQrnthCVEKezw77x94LC3ArEyBGtn0lywpwCBDbUZuPYen+ZA43KcXdK6OWrtIMjnU5Qlto64lLwRiQWCHSuT84UtGxPbn5xCugBZLGIcpSWh7ZB1xDtd/eft75GxuVcCsqOXIocg1kG4bT0wLTd24F2Qtsx7UfvhHEj6gtl5r7H/HvKjMbjIpEsdQD6RmqipBTz0yCJW0kMU/nGGVALSz1+31jGPaAJtLrI8BeBbbeceJL+BxtEUuRP8xV2a0L6T+O2QAEACKQGTNUW7PkYlUJp0HXKIWbam/71zYSiQDbMYgvUAUvthKeJ1J8NODMiKLUifX+8U+qFt0f3iTdK5pjGp3LiuXnrl50GStDBmRIICYFY8ckJbrCOgfm+pg4qMd2J6YghwuC5/GBEYqqI8L9cAE7Aivfn0wIGK3b15w5i2qayYtsyD0TTiQxNV+3JTlFFfOR5pEwtkvEkGIYBITDWAgRSjJJuQ74wDLLeAKL9WJ7sxV1jxizKRcGjFCyFExxjcVQMwYytxJn1xhIB741jr0ynW9BziHto+cLKvXAI0ijIcCAYmjt1hIlFEcMiMvOBmrmxwiiVFa3hJ6bTIHa/jBxlOrJp7vrZhOSVSME0fSe2IOiCFBX11kyACVcC9YMDIk+D9PGS/wAidPT5eMEyAheAv96+uAcpa8d/PjJQRJywRv8AeSOYLpA8GMqWEjDafyvrhYRckmPFYA6AkcoxlYtxpeBhWJBUPnGaXGIYwEd98dM6vZ3yh/fm8QUJKlxIL59cZiGQMSJL96xQjUFkwRtL6Eh+PbLAYKZE98uO8EsEV50yApSjof5kv2JTtz9PtnWk2ZJPKzGrBe/vk2Ah8/59M6upyYCO0C5TmsNQLh6c4Q92yQuo/wAcGSYIx3GV4gKXevDAK4yudEMfGQNAbDTeLfkoxBzcWGaMdd4IeveFvQPOCVNvEZLfEWBgwRihgOR5nOsdjxU/Zx5g6V64hwO/YxWqI0u36+mKwmw+GAykucVwuYxWPPbGErtvFNKd4RGlhHWmEqYeXa/4xNMih0nIqLKz4/EzWaViRIlM/XeUVErmFwV8lK7RiUWMzzfici8DMCgwWVEzLFh/uSkEAQfQX2ifVyCZKiyYqjtPXNAGjgSiSghilRJSEv8AMgZgIkfT8MWxYlZMfnCiCwEC+SRgpRMEJZREx5GAxIuHKY74tkCqUjRiVUbLLxAXm007YIABA+761kKl4cHBXgKRJnyo9M3Mizv49suCgDRYlrL+T6jfOKqxBz4V6uPUKUG5/bktdtjbEXFzru+GEl4Cp1x6iSJRsx7BgxY22axH37TDca/rjjhkkh74EIQqial6ZDFUUepijzXTmmT9sFvTy9slssKXA55CWaGNxhiW8AZCR0UYwk0bwEHsY/pFY7UgLcrXcxToSSJxkGSoueuSYagxBBsmC0GrTjJaZaI1MYBXpORAVRrvgOsmzLjRKrifsPphQCWHtfzJXzaS1flZJVvCBtI49/8AMlNJS16f7iGfQFbH7MQiIWtheQJVq2py3JO1lecYWhwoJPXEziOgk+K98SaZERG3ebA41kUoeTCslRLTE3u7mJItQnje/tWBOgCggu3+5IdYQbRV1xCCETCL/E5IAhQmj6/syjoMDwwEYOurrlnxT1EqjpXbGt+tZnaZKISUMplEhtocUFkkaFucKSDQOnCkgNnV5PtvBASI0bnycYqoPtx61GAtoxdE+CjEP+YNkAIHRkmioRJK/eMmKm9Gv2TgQYQxdKZJgjvOO65g898mU2Lwke6q8kzC5fTEkLs0YqwiOcEDXGQenp7ZNnEjNS0Ps+c4GY2GaIpSEF6n6mNlkMUeq/SMBAtHxL+MZQajisgTq45wi43WUsb/AIyIJsljDLqhI7YBIAA2Dyfz/wAbFbDADoRa9a7fjeEDZSoE1D9e+IqMCxdYytJqI3OKiIJEEWHzf1xKEE2JcVL3W/jBJOkKwSn9yjKLAp8PGSEIGyA6+3rlF1gFvE8dM4ZQjMLCHwZEBEKM9fvimdE73Mn97YCdkQijR+0wNhnAR6+/8yyilh2nt06YLrJkLWJcmD0c4nBFJFbcPG/vkqnMjCxHntmyUgO6eV0wiyAmAlDe+nrjCkonfV+fvnPKC44/1643ig2wQivHOHQlR9wy6gO+vJn2yhiLNrXObYidLPm8PgJ+JwhJzYc4ipMK0yB7bO2KFKClJGv1kSpAQoliZUO6i/tvtjY0yjuTKXEtnbIt1uYwIl45wDEij5cgYCiVoTkCJOGuuez0yW8zGFcVgjG3JzgB5JZwEKPQxo6NuSySSktxhS9cS70Y7GQPeEOIkY+c6xvb3xcnpgpp6DnCRinHDkqaJ1RzqnIu0fgYh0lwL/mc0kQMb79cEsNE4TmkO4jz1yDlZTZpfrreJsSgh0y6oTahkzggEyt6/fbJHHaFk3/PTABQkC5tt95zoGkxPodN5sJyirj6DVmZO2+uMhQE7omH6x9cI8Wlb4H/ADIOUIEzEuPWTxzbQDhX8l7e2CBEWwCH+YL1WXojPnr74xUw2CsVXZoxNLrGxoQINkn95AbMA0PLwtqanEj25xuZ2Hh9Mewo00fnjKS+g6B44GKJRPSf5msVHcv9YHAGBBSEed8JKjQktRWshKkiQivI7ZvJiDoTJxG4qIu/nDRkEj0OMRCJ2xXnXEhlbtwBtvjhiPtjKe2Mce3pjJGxvGY9xkh8RkkjCSYGhlMubXhSUGoXCCqUhakBGfWZMLvbcOE0dycid7zmSt1gV9vnIGjdZyHZQpd8AH3n1x3/AMUUEEjT64I6u1Wln6fjeSNMFIoR/S8ZO0qkgn6b6ZV2KJY0b53iq0g1H1HGb7AIoOqXOEMFjfSD+YEAQJb3z9DE6bYqmKc7AhgcYZEFIgTMcbwSgALaUR9qr65szA327j865xCgrTQl89sEiYwoRO79cRbo0rLrT/MMCRELAA75bhzR1KybRSRDfGD0dK6nztgDkWlS+uO8YCmm8EIFGtBSz88YHpDI1Cuq9PCsimFiaCH6ET3rHnQJNzc/E5MkUAbEEfnJQTFvuxklZMrPW8EasTKYmsgb9P7jGzYqZVjsgUnBOFF1X265ZVqCXWIJIEmrP4xldcsm8HpPriklLLvgJ9xjOg04OuLc25MAWFPBd4hIpPrvIQKZYeXn2yAqiuuO0+XBkWlpnxGBoSaTpiTCwPzlaLM/QyozcsZBvoRWSGvUYFGgIYIRnWGSsjgSu0PGNxUtzw50kSJxgRv5hnVjSimUm+zHWsHnRMG4YisIYNCT98k9gyInSvWH5yfI6JVAf5gEaCwdse/plEI7E2j2yEa5GszvICJUtarFpmYQJV5vhrFRV3Hg6/n2w/oUE4ig8YIbtB6OAFhFJPsffNpY3w+fXCbJOdoJr2k/uPTghTnzvgkowAXXx19MotEQhOUQSsjC1n+40gEw5JjTBEB5Y3LcTAoNgTTX6xC0DEclYlQiJcg+fTCESmrRMM8e5gGKCBnu88jBDKhxBj94iEATEFRX9zTETxEz+o+2LKBhx1XKTK9Q0ZfMNY5DJyzFwfOuJmxIae/k4iV1M1klry9IxFR2HENKOMAKdKwp7jT3yVBDuMsyH73ipSgskHb1rDLJbR2R+8CEYq20vJMRgFUSTTu+2bkiVDVp+XEJIvp9c0+jnpm2dqcN1vpjL6T04xJGEHrgRCkAmzX5jDAdF/xw0SVGgEvqRjQiIyFa/vTjIA5WJwYBMyGZs+yHPrOEVR0PcwTYIYkuqxA1BqPJgpYlsHXJadIgIi481kYoswqGx+X0yCU8FTbX5fF5oeH3A+MFpzguRDrq37cZuJTIZo36duuIB2keS/8AdY1FKi/RkHNICwhR5e8aZIiz6x9MCohIR1JgM0qLCT5640a5boKfrvkkhh0bVT8YEK1TYWfB6dcBMIvUqevpVe2FRnDZuHnzeBE7ENrAPrhExpXW1174qCODLp2xcJETdeXioJYb2tawUxCZpwzomBVC8ils9l9f5gSS02i6f3AVRkExXr/Mk8xJq+Pv/MS+iOCu3k87yP6AwkeI4zcDb9MQYGVqF4jiIKS7wIBZmayjwuDK0q6OvPjLTQxveBnUPOIKtiYjEEriScB0HQ5wH0heTREiU5ISIeZ4MYRgADMqMdoUU5WjbzjgouMRBobnviC02OudjRCeMDToEd36wXFxEiQpD7fLkicACyiPvx0JrJeUiVZOU198KTS/GnJMCAz0yExa5nj65JAFkBEmPPxiJKFFfLG56XrCyi0+vVirazlXcOPfwY0Z2vn0zRxPthBBYDYJD6n0ZsaURFT3+uIYBXuzacEBUmPH+4MBFeq6vv0vJA4H1Jrv0wRfA/V98kaUIh2vaD1w0JXXJD+105xckEQgbHH19chZ6EAGv1kBgUxnf9/WNAxSfLp9cuqSk76DGnR1Wh0xlJsiqMf174AZmY+pJ/uLRYQmW7H5ebw9UplDHzz6/eMFwOeSgvl9XrhCZIQbtJ8g5MhzFee+aEa5WbLFPPnrhPlHn7ydfnBnCKr0xFwpZ1xQRiVsk5OvQlyUDsq9Il+ckWiEgiDp7YEKEVAjNogwQkat9PrlSYiLmWT+cYw9Jwado64TPo4UzcGsUIDmJxCaoUVrGt4BDLj7Rkrtz+//ABp+d3usP3+cjKlIjoX+jIN2tilj/cs0M25nNmIjMjq/uI0TeAXX+5XBgPsn/MJE0+CYhzq7c7Qz/catwlhY85jIoptiUTvzeXSCMnKmfpiFdg26Mf71xEWbRFIZ/GdhLZM6/WBWppwcCVe9wGRT3WuXycEgCpCa8ds0CmuGg+dcBboNphv+Yp4dwEHk4JyiYIELd/XJBZBFCL/eXEylEU56/jI4JUNw39zkzCFJ0pan6Hp0xtoIvg8OQP2Qdb/mSY/B9cQgnZUMW6wLfZgK2C3HLh6leBSrUL0pwkrbInTihKalh43m/wDrL9YyFpGa298DX3jnETouPP7gLJMcYoUQnGBYMvr/AJik7Lt3mkW7OcvIKcE3hfUZyaehbOLSUc4kCnOM7+7nECtuDXQjGFWgReKYPGnEN6jlnUmjEEoSJOgxhE4CdTGIHgInaH9R8YtItuFGKgEEGA/1GF9i2mEeT7ZFsWuiGImOQoJ5fXECrVkFq5+HcYiDgy9V56YEU0q775R6lOS/1kuFLPt27/rHhQQ9f7jIUhM4nYaRwJBEEh0HB998tcYmSskSHGMkbRgIAyWVhVjbjpkCBCDJ+eSWZ3gyl0YO0/3EhTUglp47YxoFZnk2GUclaZQc/bAe0EFrD6XkQ7gIbUj8Y5kniniPzkIyJlb6YiCkD8H/AFxT6RRdzlMJG0YkkEOHb275y6EE7L+uIuZoFOJ36zgRAxLLg79vHKYGGvj7Tk2NUxVfJXzgs75PvjhUUl3EYqXl68YyPs7YjuMUO6xlEBuh5wxQSacJrlAowD98vJEFAEvNZAZAWJI64TSIZv8A0OnDoRATgQmZL3kBwOemEKCD5yS3l4yAnpvIPB1MlJwommv1ubz6x/xmXjd/J+n0yck7QzwxhVEKqkjcuAkRHNf+XgJCVFE5SiIit5bkDw8OY/BOQ2LYNzz71k0WgSBIYsbZYPXJKAUoPNYyUsmWCI/G4jrgGSQIF+TzgiQCSRpf7iJTwOxmhZqd8oGbNUYFrOZhoXUZQCKGAHp/cQXEpN+O+sktSU6NGvPpkwEJDwT1MUDTAoFP7ye1gEaE+erkGhcGly4xFCm0Sj8YpxoJvFTa5K9shsWYOqkcYCGp1tnycbe2jXnfISxo5tONIJKiouPP3jo6IixC0iyhGBUyhCuMGFW4CdyWciKsAlDpOASWz1Go+sXjQtPTBbDoskgbADGGJ5Qk7xFjrxjZyiGumJrggrzrikhJKwaLMOGmgu5rBAIlB4xJqvjIVO9OJcm2TXoZD7cMe88c1XenJTHoWoyRttC3cfrDfhFTisKDgZB3H9ZogJSly+ZxGA8knQ79z31kpa0oEp68EYkFBEKp51rBWKF7/M0skGOIv+YokILJXD/K6XiMKsKDlRdkHRHjOQTKE4OfIxY7b5mtdPWcHMWTlD7suaIS3/XpiKrBgCLwQ6BCjiULXOoJ8+uIcCytbGvXW84JHQ0xj0BEqTycQi9UnhfmsG2AWAiH5kjNusRIWH979crYa1ePtlXyqQCcZyQipXb6Z8qyzU/tzdgI7SJisLBCCdfvBu2KG0DzpgqtGWaDfn0wZ9WSOwPhf3wLry8RXEdTj7fjGwH0CYTpKWp1kGJQ43gKd0YoujzgXHLWRJHWIQttpkTAzFSeuC864woZLhIfTAXoBud/gYWEQSaQfP1xhubAVUV9ckiStFvZ+3EXconIMkZUBlCcKK85xA5J0xKoXTCsmpvEYqjDcf5jedrLr+cMH0f/ABSvoHo5+mH1Q2gEdPpjrlvKId/3NGwbYgIj3foZOEkDMJ74+vVQt/yMS0UiAjk/OAFu4moj80x4V3UYx0+QPUMtHbWV7yQL8/3Bc/S3vrc9MGwAF4zP1xQtRKx0k/eRPRITuyWGO5TrU+fGSYRyRVbcQhZL0DkAU+xFiJ+7gLhmj3m/bLClCVSUef5g6lBhM2/fGTXA0UjmjuJQYA0UQJNTP2whjRJibHxlxRhO6vkuA6oCwvjAzEiXReEkJjqZeJwYvkTXH7xVOYmed/zBMRiNJKLyE/VJ474MzbpvhH9x2G5llgi8KIEyISI8ecA9EiGgLMagwo0txhhEiLQNuc9ffAnB0ZQZJ33zoAxOScmUHU49GJEpY4EQpzOI12XgNOTjWQIaSQnTJlU3lyGdQkkYIn6YprZ98ARmGAE25TgUrbcsy20M0xDqmBNxF0PKKnWSbUnQ2b+cMtCgOh/ScDEwQhFqb7ffDRZMQb86YzAwndPt8fjWGycBCOmCUM8yzKVyld5CCLwBmQRgGzDalJxBuRCEtMXC6hWxb31wRBApLvztkBAgezBebhYrbfpgWCVbR4ZRdyIo0/eDQQZEGAZ83gK8SBAX4Y1SpLFHPkYxCN1G6foy00mq2785xDZibFe/2/uW1bQBJu5498YjOcghEPl4hAXAu1lG/fDB4CiBGI9QJ4xTfIE1DiEW1tEJkGeR4B0Pi/TnDUwSWDRgNIkArf4wiBMoHprfdMWAaPqxALUJrAYu3rjFGJGXtkpp0j1xI6Wg98XSVRONB58/BgGiz75RD0MAgzZ9JvApExbxOPCo7GIAFRZvycRxzQtuD9DBJSk3GTiFDPrg1HJlomw474ogCIuc5TI4wG3kSCOhz84qwJDnSFHt9nDAzN+Z/wCJyELQcpqPichIakHEcSLw4sFLd2PAMCeYBYRt19sYcklmJL+uMXVG70efOAJ8ivm+c5HBWJ0ST+s5k4lmJn7vVmWMGKbCL6HtrpkdfOPXO4tSHnfACu8/OuJbCDiDbfpL44zlnQgvOQqiBZLHnkZzSEEBKpD2tyybaKPntkAW8pYtZxAuhh35/MjNg6Fw+OJagUbnSfpjOF0E0yTfntkigIJ5Z+0X7dMQR3QBqfXE4m1Mite+voY1HAIREebzdlREQtb/AHhtaS9Xb+8ELBGplOIYFMyt+cznLQ++BczjY3Jg5iqQhIOR3MtMgyO0Dy8MJMAb0R45YsbKoKeeuSrodKrLAQSRIez0qfXBTXJmeUrXHkZysgEHJsGos4ysDS3oYIqSe7INiJYZxEvTpxmiWDWMpEynLikIWk9tZFytuXKXsMLkk9nZw44wWcZILYVGNQ0NmTYNETkhjW2cD0yufTDih8An95cxH0DlULU4JePSPrisCSa8xr0qcAXS9EYn74BqChMJF/TIdOWCWZ8169sNwja6q/JwSBMCCRveIi3SMnZ5gJovAwTsLSn0cNWUWKcw/neSoKEjZIfNZ1pEcrGyQQNFnhwWHEhVCMEt4rmBdHxBrrgpCoDxI+jgVPADF4n2qYybTQR2T44iQGGwHf4+2SNUhREn84rVrRGHbHpgk+iEBFs4KgWSl1+PtjJpILB2j65BWSWnB/N+84AmBIKPR+2BMXDGkGJLuQAPiIwkk3S6T4YnSSAJHk5DzApHxOa5pEWDj5cVrtNveMkQWrHE5plt1iZqogcJiGtHriVruOC1JLeEV0QIfPTLbMTvrHkYmHhIT1xhFHR7OT1gsVIJfzgqji1AEyekiS1+MOVAPc/gj5wyyZSRkKdPbBIdcNrrIY+IWcAsRvBu9D0OCQQmZ2Ifv/joWGUgMSv+OKBUxwgQ37O/rkL4AC2R/N8enTAYWBL0LfmfnJSmqBF8fF4oiaTL2f3ECSDhfT9cYYvIHoBvJEc0Yvq8cz84JisWh9cl5cD+f1/+Em3EadYG3xo2sR7Qso5mCNea7X64pZSsNLMHTZIFJ864oI9Q9/XFGtDwjCIkkiSI3P5O2QRiAVtl5cJGQjVPftOSFEhkkq95SQaITDp+hnRSCJN84dgUX1bfzh2DxVR2ftmsW20WE/bFNDK7ar8YK0WBVYW0biKKzhHEAREEwdBVKUZBNRMt2nAVCGzgIxRuX2ZILWIUt/2uclCuWncW/v5yGkKCVOfwfQxymljLROSeu8TQ0ZQtKnnEZRIe2CxNJVMTwRKPC8JDKAV3yiuu+RE93XnriLRrnriICa5N4rORJJwKBSBczmkEZIO55ySv6Y0gdEwpXgZXDa3GjJJfWHHl7Nd6jHRDRBe9/TC0gL2FZCrqWskeR44DallPJ/Ws6DERauTzrhQoSVLeNCsxJSFRH1+2QMihkkF7yzKIJE5xTOhK2K/uQQOYEW098MCIF0dcR+rLanbLdTA2RPfeIxuCTyxAElBhTkq/nKQGlAU/5HnGCzuEN8+emCvomKWIfj9ZCdODx1zge2M/43kOWl0VeHl4kgMFqhjnzWRKtDct+r3WQRFFnvvJSV2saSnBSE7h386YmFcRC/8AWARwW0lkqIDMMQYBOBBAYjCRRVx5OGdEUkXpvvftli2Ex1/3AJRb8PjiAugWxSITMQefGITdtkZtGhWEuYDEWLP7MRTh3BxgFBe+QPBE+/8AuEb0ZO7xMcY6x8OEGUgDq7/MLkD57tLkz/tE/YzauKHoX8I/TGMCCIXISrRw4kCXrOIsTlykvLThbHrkoXcIdYVbRxwr2s32xKjuX/FYvU2bC4k1o5OXn2/zCTodjzHpmwGKSpiJP1jwcuhasBCQkJPVf6xkzCCZS56YyZAMesz9jLJW2rbb/WIeSIehL+IcTZihMrWECqOU04yKINuTQGm0GvZ3yjclwtNdexiuKTa6Q/nJUDUWXUH+Y1bq0m+PpkrCEmXXD9VGTecgIQ6Rvz1yFZywNRzfz9cVrqCNeViasQN0n+ZKMRAgUwAkAGrjb85I6EozikIYNzDxr06Zc3XA5FFjErmyVSx59fnBXW2jgwMOquVO87GgR8/vATZWmElIoJV5zrAWWEPCAeGMJCxJg7fO2JgONFKN/T2OuAKNISjpyQRSRsyLkHBucJK5JLzvhtl8AayEeYQ4jGCWix87ZTlI/OInl264yhOnTEuEqae2DtGKAlXygha1ObdUbxpWzeQd+XGInLgDHXXCIIW0th9kjjLqB4FtBC96cg60KRtTeJNSS8HAFxbJXn5rJeKCtERiOsthVqvKrhMpxljZGic7pEuzr7YCUVaaSsR0MhYM26a1gA7kmYoh/W8NmoWXLpkqxu3SPjpxJksFhb9VkLAITmX81PXrvCBItHCfPtiMUUAPTv63iabakwhjnyt5JtApIGT8z0wDJepQ39vthFiMWajysCXAkCRYRPkfbJS2lY2mMSFiN0mKMq3NtEffIy86ttuHGJyC17xhcZCrU84FqjXfycs5Qp9jrgTIOml8RiK4SSzfico3CBhAbMmpP9wgkRAwEiPKxONIdshOoSeiP1jU9tW8rCQJh0W+Xgqibj11m5yu+xisxBufTFdQwSGsnJdH0b3x42BJlUv9MCetLrR9owCRl0O2v9xZZbg0DgzdJfTDpobfONEKYHGWcbjt5OdHZK/XFp6AzhJNOuNR10FLX5z6p/xTuRtHad+2JhgEiQEfaOuMpiAyrIR76wBLaM1YdR685BwQmiD08rAJ5YImWv11wKAUBEemRaA8ojh+8AYFyQ1+cHBUBKWvQ6TeHiBVWt+uZ3jCDAH5b1YgRFROD/ff4xXT2JXQRWvzltHiKC8NYqjIqJXyLxC4soTjQ0UId2CISmEszOOUBQ3QeRiyhiNLufrgaNjTtL+Wf3hKCuJcf7gCHokp/cWbYieGHzpiAtkkVEkfnOt1e5IYqBAppE5IrgoKyBiMHj/MEUp0NOSLoWDhM/rEGRiVSvXjp6YLBAAZtWW99ZBjIwNonHbvzxkBoICO9vjk3LJNQevX05cdqGgW5o6AxO8muhiTDACJhg1hogcdU5KPswrnZbuTA64cYDAOyxlhoc5AkW+IwDVxvMb1kzJOqMERyT2Ocb6vXPo2JBijT8YLqnoYQF7TkSuzNYLDC3HGBzhgzHRInpGFhsgokCQfnxrJrSDxtPV2wAxFEl14tYibmYEIq/PnIG0AmumIsJI2rwBq3W41khCCoNjv1yZlRUYCHnHriGGUmTDEK7Imm3GIYmrKGwxEKaBvv+sk1degeK4AILJB50wQikChWw8+MSjR1dxjnxSTKWsSNEyJl865IGmDtZxYpsm8e3rrAKgGkcp53xziBmfCvKwM9UDZNde/PxiTnlECR7c/5ioGIRIIV1PjEnRrG5HlZCnoZ4iML53WOuX6TC8LlvxgOwZFAEM/rGAxq9oo+MSRdznLkA0ddf7gKScJRut4hpaU9caroKnDisty69cZHuwK0BqPXPZTBkAqqYDqH9xdWseMr1xJPkbxN8S1rd4LkRX1KPTnnOD0qPM+/fL0msHnj64Iab166/WafSfnJnjQQefXIKR1a9chXU7R7f3CCLyiBiEC1ADFvoVVXB8rc7wM/wDE1rrB1N4IUauY6H35jg9sROYJEzHk8ayKGyno/XtgFJHUIr9ZYzEQZ0YXQ1E8yfSMMwzNAev9wACKkcOmKgSjMIqK7MPvk/pJuTL+5DADSEea983tCdpUPP3gJuqdANxPn1yQBABLMoJ+MGyDRbNOnS+cPSYE2L++RWGldzMpiTyacCb+PHGARFW+I/2MEZCpCBGCl0AQhUfvFNSIidNfXedEBQNT5GSEZw4CX1w1KpytPT1ysOABBPgwdKkl8q/uQ2KspzhCZjm3j0wXCrJI359MQB9Dku47c5YCJl+z265PJoT0jtjNVsYJETbOrHtfETwYCYjuALx8ZOYKacgtzQ883lFRgx2MCWKHAziyvXJKFGiawMRt12ZqxKDAvCaKpGMQHBdYE61iS9mYMsiCH38rIHMWK3hWLUbxgwawbwK103BgSnDjCLG4kcHskziBFp350jEh7ZR2wBCQ+wfjNACq8SD7YBQFKUBPnp3ylEhIsZE9S8NGbfVJtjTRBZB4YW8lhUed8VSik6Tr66wpiiukx5f5xMKAdYhP+XiFRYmNTu8m5dQHKPHvkEGtcsGnXrHLGQXMWyLpib3ZGkxl0hRV4j84QkUENW9u85CS5pY8XFJkwFayn0Y/zLPEEWsX6pPbHDW08vFYgpFugt5JKgyloK/GNzqaHqvkYSwFYIjXM+ix3whCV0CrX75DhQSMman65HiA3ZNOAfczoJL8rrAGc0k6Q15zzk8CQUY6Lq/fxwIlgW4h9KPPfFaDCJCN4khgYcZCQVgfbGSqrBhTgmLwExcff/cnmgfHlZH5It1zR9PxlO6wK8KuOYwMIwIX61gklGxld+elPGSXCHI3EfTWQJk2O37xiBKXT6x+8QYXTGUCOee2QerRk2sxPJ0nC+eOmWpDF96wEUFIhdwc+H/GynBmsRWFDowTHo4NS+g3/PrkSSEyTX9wSW/MjWRFOCj7sVSNura/eTPYOBXT8uIEU96Ffbftl3OAHR+OmExywuxgoZRJDv2yEil8rAmyeR1664/WAkPcBfOuMYki2IX9wA7FIQRxGIgTI5/uDESJABL5eJ3ooJwqgEQ40wIiCgThAD4vnGBsJUlTflmIBZ+h/cYZnok0fjE3VgXDJ+OD3wTSlN3GELyzS8zeJTQJKqMWYu18421iYNe/rjc9F4XGcFfqctWm+WQFDRc4JzK6YQr23iYh+cRy38oxCStqyA+t06YBEaemLUOSMA9SIT1yCvLGIm1pwCIkjUdsilu+IJWupyx5TWKCdog6YbLad9cUyQZp8YgIOsUn74WQXc9rrAEdOXXNU98kqecnfCUtCwSCv9wRBCkZpn71g2sUG4D93m4QnsmXpxU/HTAaxKbGMIYUZbFE/HHaLwwp0vQ8+cEK9jRVz9IyEDdSkrO/zrEFI1ZZDZPrZk1Ob6eXg9shiAB607ekhro8yY4yGN0t9d+xlh2OsK5aMpKNyVkBKUlFtw+uIvgWKt9O2BxUSRCk2fTHDfIWGSGgUzbrj74qQsuIU5UaB1uTycZPavOlw+7krDIGJQr+ZFUNQ3Mmbp0QU/7gWEQnYd/vFSEogzizARmFb1lmieggRlTSw79f3eFLxmROnsTFGKkN2EgbsnCsTFH1ywmmq5wAiLwXGl/GASKILMm0KielYaJ1JnBFnY9MAJUT9sQLaFXIiLcquB9YyNlKBOmt+ThdSAJEAlPzFu+zmoMuQQ+JfV7YF3WeDrjGJICzdn4yTiAmMSYWsYxV4rJXBSWXAG1xOIJ2nGMgmTRyWI++GUtJw/4yMw0HvhP0sgCQv/XHpk+TJIgn/MGGFZK2+Pi8SJYKxc3GW0JBwD38+uEUwaTjrnEEQ4X/AJhRUBYDD/mUGK5gvUZJNxa0msLSAKr0xM5e2AYW8qMpJC6ed8IMi2yXJ53yOkWwUpq/YnGTCIVeVfvAuFRciP7iQt2JbF04TJUCmrfzJPLhAASM3smzv19Yzh0pLz4/eaS0uo4+k3l1GKhWF1aEF2P6cfg4GLkD8YAEfRxT7zZHphOcjORL0d9s3u+tknyUs7grE+2AHNnApDbaZy1FriJGUPn0xiQ7WY89cUsLTUZAr82BgppjjA3KjjITIkD64wJRyRnbIR3wTP64E62cuASGJNYNFMXWUi0WrFEBUfOMNAduuQEcsJAlRvGybSusAvY0HXBSc9MAIdryS6jr2wr4LOd8DXw3ifgISrfsj64GhiKBCY78fnIfzEQWCCTp+sNktFcUxiRBgQ4yAIVSSQn63xkKAA0Iq/Hk41xi1w+3bIAEghfY59ctZiAgkiedzAjMoU1MH4THGSIAgJCpE/DeLRPBiUh/ycETIQL15+M0CbIYNmEJTLUorCX2RRQ3joSI3bYMkINA6oVfx+8ikSZ0O/kY0AkCLk3+vrlDZMtHO95NJe2EI6oKOArIlEkfHGIA0Erfj79c1JLk9sBWiosGMoAex6GPeCW5UjU9JfIyVSWV06/nR2MSPmkBkIDyL13kGsNDvkcDRo64obMzLjgnK/XHkmCPYc1ZhavUZBwkoYBBPTNkZUPnApQ4LqTfpGHQkeQl1fOHBmThkfn624pUBaCvT34agwlGQdU7A73wVWI5wyBSYE+Tz0MiIkyIoUM/4xCiZ1gZmHCbwIJ1qDAWeiDIGEXxiBhLPGKMbR0f0wbzBexD/P8AklwOwHwZK+J1nf3t9cJ3BE/V5vFS8Ek0iDIaQNvzWKAJScioQKcTr0wDkRmGrN94rj1yaTmET3RGMiWyxY1x8HlZYrSwFMZQSnRUeOKYVrz3nAs0ygC7rIURXVS8gdlZkT+/7hVYh2KKMCXgKD3f9yBZikJsr95JaKjZv+++BQFs7BZ1ImAzL5GIIqtwqHBoJiVqfDychE01om/w5DjQkAfaL47PGNEexMhPjpGSXLODNZDjAEJ4y0QYGMEQ++HNcJpliZOWA0s46ZE5Sc4aJiQwUjKYaYVgAITmchAn0PXBAlE2dMXGPac2bIT57YJoYnIdMAuQbMdFHSchsuaxEbJAwrkpw4QoxrWSZ2TKAsIy1FkHLOyNd8YTSODILAT64E0IBEsAsXwOnr75EXOycxo+Yxo2gmRMfwHzgiSEIHnHGsqRZxz7dO2BKbgJ1iExuDWn7ygxEtXEIUgETBObSUtMMT9sU0jsPH984xPaiRPRgJoCls+GVfLJ6ysgkHyLAyZqmDsuMHiwGYAPPLzTsEzY38Y+DVqM3p89sfsECExEQVIrtjv318/zIJCoTB1kyYSQ88vKyWvJGGf3GOYgYZOAX60z+cvxCCiYfuvriF4h2TJL3INbr11iBsN8Hk8ZsSJejJ9/TKblnh6vuAdcson3OjmAr0xiejL3ZMKGzLBjRegNxiM4ErhTBAxJ2wCdHPbCJiXTWIGyj3yJRq71eP24i96YUYIdSYEGAEW/yqf5kRKVClII9zryYz28o1HT4cDSDZQdwg660d3IF3bpwSefzGJqEQln0anjpGXiJY7uYsleWDqxbxyxPTILtbbAh0iYDFGAEwZKkrhhLreMe2c1TDPt/f8AjECYB3yffeFsfb17GCbTM2uTM4bcl8+se2DVhCCq8jC7UZ3jfNBB0wXkNy4/1jbHxKC8Ceudnp44i8CIMIPb3yGNCXEHnW8ANkUWuv0vAMJEXlioRtEzR6wIifIwSq2GzAEYT3D+T+8ggSULQp9/OclhoSu3nGEUXLCjv9YGYgDTJSz21ziSUE2lz45JFhjkaxImLHUB+800wUIowv6xwYICJf6XXTNQhA9mh8/TIaKKQyxRFopk29yNZImYsHziC5TACDpSYKZEJ7ZBFSWHphDbXbIlZPrk8FhajIFZV33wzqpieMCKaCskGe05YsgPaMUls9cEkM0ZyLuJx+qEhGRVOV8GImG8R3mExphLfGE+jiHCuesQW9HCcEYEhUYQCadSZMxgkJpoecneonUWj3fftk6HN76vxkCWmYFXzeKiICbjrVxvdcxk+SKSQbdvf2xFAtIgzQfXNv0AQwEYKoMQeR6c4YdyYTy+2KcY0egecBIkSJSsiRL7ekf3/MEmFlENTObNRMq9OIyIXRRix5hkvTyNYQaiwEfl6fGGxgyw9OfzkqBkwpXjrioIsFyqcZbpJ9Dw64AkhlBIH+YAdkRbvL8VlTRQmWup4xKKMkaJ53wPUIzKEz/cCbaY1/uSJCoooJ7d8lYcd7LrAtiKwijr+eTlcxOXD+Db9McnuKlv3yQEG8BTJ6jztgXRHDufDEEEQ3OKuEk9Mi0hKJkgksDC8YZFepB8/rJjcSV2RmxAlvp45pJFOTr3faXIIJOexP44PXKG2EceX178d8nMRLCLtFd4j07MRoxJCCZLn/U4gAKexqT+ZnpjWbBOaPe3GnPSgf8Ac5IiwWckq0briXBEZstxaaSAvXBkDUVgRSy2epX0cQwQOR8GSIubWf8AjYfk+kI/OG9ECEYsvWzjBQPOXP8ABPjkHZPuPxxWWloEg3gApDkIiPHLWO1vOKE7j5cCIdQNAf44CapKTp89s1lESIWMbshCvs6e+KTY0Q83gt9nV7/XKsJLaejzpgFRdEbWefVwHUCOSHwyS/ATaHAqSgrov+ZCg77gCY0tEyKhR+MKmkzgBPnrh5gzYU2/uI7ZtNB45AbJRtX+xkTjlLw4xRpjKRX+T65JJ7dJAL+nziEu+uMoqb+2SBVtJ3wb6OnOJLwCHrjQhI4tmmAwb9iTiIXp1wkDqd98kbWwHfAejowHaPoxOrXTJJcDXpgpqYPasF2F3zl67UJgFhNiWEC6DcaGMrClwIGBF/GRiIVrCuK653MEvXH7dS0ZLjq0ZMi4SccCNnvic6KLsHORDTQaDXx36sYAAgPIj/DICqsBFflfOIsIBAoy/b1eMCizYFmvnn1wuZzMXNj984RoUba4X5yJXrsgYxUKz0IP3jMueZaeDkCEgpxf5PXJIAZkXfAAEDGrPH0ySXtK1g4wbAG8Ji1Hv+sEoMXNJGVhBSCkFx9D8eiVVFMBNY4uKAV18/uWEvrSQfvpiNBDqSDmvWNYjKiJZHTFyaDIUrz375BUCBmIaxbcAD3nnB2ihUVf1r4wPpUumOh5vU5LTiRqgH5xgmheIpcuwwvsc454FmxHL625UgAh25PiiCxBliXBJ5OS4q2IWMYqR4HbWBMkpEd2KE9zIuLTQ7e2Q3HNOvhknUSxsjc6Oj9IvsYWLkJHk/nw4IxFaIlce3wcGdVg+tER6B2xPQVCRB0D49PfCAakygh8+xgA8MCD/TjINAAtht++bg97g47lUt5Jva0xI9ETjrdGa86ZpUGAsNpboyao4atqd/T2xFIqt/40COj7mIoDZg7H8clOjRYeMgBW0kfRzjnqFZVr5O8KnnScAmCINTj7Aq82iqfAB9skNfE2O8LY39XnlYSicnqCRuZ/H5yCMCkpOAeaUhnofM4hiJETKfN4HeuBUp4YZIUQoXxP5yZExvZ0xw9UO39yGdmApt8HJPIIjo8jNnSNhPrkzrETMzOUdEQLLb6H+4U4CKS2mccGwNjDgDeQbeT0zm006mfDoxiDwgEhP9wkTw6jkxE9JOaMgQljTkwg0iz0wASCG1kyx6z7GVH0DNAYkvQNTjDc07cG5beDAJLP5xBzdzgdWMK05AsdayadCqrbiy9+TAOdCRvBGn1yU1eAbwEmInCJwacsbtOBPmizE6o4NZ6A5FoX5PXOBNPR3w5kQr8/u29pxmshKVE/5+MRspDq4eMkGcjyYC4DCTIBL9XyskMhFQae+RzQgzyk/uS5lOoRfz75IkBelp6TgnEpPRb65ZF8hx9DtgKlhHJ6rwffI46bX805Ppl8vvivioUg6+HdYpZSqdiaMTl4Iri+PjGxJAFI/SneQAL2BM6P1iYipRwNfbEOUjagR/MgLqwATWvjIOgAk24lMk1d4xyFGm6b/OSHoigmd4slmA1+cAN09Q+R+DAXUHegn6z8x8u3MEiZdu/5Q3hmIKi3xft1cawkD9TE0CJB3+OBzAlOG8T7xeleeuKSxAlS9P3knWp6df8AMkdjp89sQlMTK+zDR9JxREnx/mFipOeE4aHMkGvR7vwI5ysOrADLXtv2LjpZEfUvf4O7RnMmKmBtt+OuAALBF+76/EZY2wBsfXvi8BZAKfbztOGBmN402fgyEmhb95AmaWj3/mVM3OvPVylJg8++cQ3QYg69jOc1rvUwk5oEGvF4ptn/AIygemSIInHCGO0gYLapxsMp5t5+vnXBOMduuAPdMYmi09sQxo3guFKR7OKpdjkneEDshQOvpr94hm8W3n49eMSmbZJMRXk/TKIDSFWuQJ0ErQKf7746ArbbyJ1BlHNf3JSTFDa0fvFZNKYBokFaDf11ghasIB7Z/uA50FDYfGc3ApLfKwWk8GIwz84rt0SCVj8/vAJUZTZs+WfXLUUAFDeSDQHoN+2I0bCXtEfaJxEGwCcJ4MQ7J4wZInTJGCmNp9MBZ0P0MJjrnEjI1hIThtxRzRtwRrBfEYRzWFGvTIc7yjJuOMgIEzgPpf1xlCZ98JKDgBKgN5UkHNnbCHAQsZTHfIpKQJwwRDAshyVIzNvDlgDQhxu8y74yURUORFejnL1QC0+/TwdgxK3EkpnwrJOFzZcdvTARcApHr9r5whGnB7345xBR4oJQ8fxkU8MGo3kC3QI15OsYOo4EGQMsczzr+fvFzroVlAX+4ADVPpB/mCT8uAEcE5OySQ2N5JpQQz0ft6c7yQtjNOBd63UVXVnLjSZsmMEmxEmMGsV2Ylr94s1pdRFfW8EDToBkeamdw2351wrBKRdorXk4SUk1K0mf7gtEjUwfEe+QVURQKDADDcIBE8eVkyRGh4I+dPvjIiMBCA5+x1ZemEopSi681jIA4rTxeslagoE0P9xLqAERR/ZjCgdy0uDByCSUYRwidYCpbHWA+4j2wg8MsHPlZbJ7rIOos3pz7dOWtTimerLkvzvkicuWO+Pr98DXpNph17gPVjeKRCJMPgdj7uBOGyO138DqYQIld6pr9fkisDjJWIPFfzJkbDiw8euUPqwa64Yk+/XJJLP5Yq02wBkVJvNE3C5qCTtsPsYss/8AIBkaHvF+w43QaMSc4DSoTLJ9M/INwYnSRK4VQu+YMDH2Hvm4cgLnZ+cJ0FAuG8IB0EWF/wAr/MAbAkbRgBKMoQeb9+msmGJXJo/rIETkVYAhc+/1YxDWliJl56ZEhQCIhljfvx6ZI55I3lvXoxha5FQbWvxkycsk2z8Tk5YiUoHbIdE2/T+Y4hMBw8cgs2R18TinGTNh8vJePlSXHbv64ESi5E13+ePTKVwAWxD+4TYCYJnXx0yM9OjreHXAiBDpmsoa7I2mATBw37YFNoB2nI34sb279MWvDOAZvi44ybkJY4wlHzOB9N5rWT1xBn0TImfDiTQDh5cI5yFpn6jEHZ6jCFBSVXOEc28mQSitrgKDE84oiIpF1grwrCarwyQgIiFxE1LOnWA7lLOjEyGcF9R+boVgSEsBvHQeayHlmUYMLutAF9fTEGoW4jFH+J98PCMGJFXfwnvjYxUVYFB+J9smpEgeoPwRkNKlbp39sCIkisdSsZRdGlVkBOsgp7v3mtS5CusNIzOSiYti51RqUFxVqhU43PvkCCRAE1evv1wmsBs+O+TbAMmJnXnxlEgFggH9yCNaLtR50wBDmk4AiSz0zH18gyTWXuJgrFShLDJmj6/vKcspCyEr99sCIAHCF/v6y5UQBqv3r05axqsGyu//AFGjJWOAQ0Ys9jaY23mw1jM0ikLHxxGI7+MuvqMpyRxg2dcPRyeRA0vTJW7CMNSQVjph5zbea740DSpT8fbCKRIex5+cFaQSqC7fX+ZIFwAw4OeCY433x2epI26HWuOV9cW7lEspj29OI5mMWpe43MvHpJ9ycqhKwTSKCfv64ABQoncCT7R8ZcGjrGBSTq1ecCvorpnLsa89MRjgghzjYmJZgyXGZL0H8MDkVSfp+f8AlJJZSPE/eXhkVbrAJyh8Tk2qDSWb/uNrYkWMTikjZzmwrA0YwPUhUzOFI5qKCcs/jENAgJaMCEtbc/PHEY5Q0MJ9eMQNkTJj9euIMYoAQwxjLBJlGTM5FeBNCx9G8TFAQAtg+7R2xpEhvxjEXmuWCaPLzlEJm6fbXbAdmhOpkzGEsOhjSCnQNMe1z6YiyRApt/PH4xqyyYkgf8nLKUUhe6nteCQIUkbv8HtgjpchEEnEJuwhSPzjGyFpFD2KGcZLT+jOQijB46OKHZKI86/eIRO+cCVdtuWZOMDD16YDgMXt3gDvRl30yPbG12THGIz6CMJI/OJqYU8YkPQJe+Iq8dcomAe7GBMQ8+uAAiTT76wF1nE4guRsc5As0ZlwXia9uX0EqeFIMySyE6ut103gQdsd9T5vCU3BsBH7jr2whjPFWidfnKQZ1Vc/3LWSUXaj4iY4xCMxLMduMkrNCXFV2rDmtFFh38rCXaApK/d8YhU1sgHJChMyKqvr/MsIZRDmMHVRBtHXICQbwriARYh3prwyRHMTQO5xO3xCnlOtOX4vIOuEsafnrt5yYCUBVtvrAV+cnXIi0uHnjpvvlLR0X2+vYxlOlWfV9/HFuBZQDqj4xE5ERFin95aDgpB697ynALgbffFFgUJg/wATgCEG4QKrfrFEAanx/PG5WABRkXCRVYMSQqtriwyDeWPDZ2xWL18sg3RDLV6xLOizDig74dKSZBkoS83jKrEJjcTH593ILTIIed4474iTKWImiO/pjGrUyehyakFvDn+PJyM+AzYKT+p6F9sJEjQsNKDr69ryX1dLmmhqpjBOFAIs3dv56ffJzwCSB7x6bzmTk9yX4xRXUcYE2yb74WnXMZQ6HfIJWOXlw2j0y6C5p6y/TjypJHtv/lTKSn37PqYRI08uiJ+bwwt1iRCTfwwdeAlBI2+fbWSVDEANxZXbreA0VPG/N4ASctTlBYGidP8AT64mZUVZdxPr2wgniUPiMI0SxFlip99e+GioC0MzPzHGQWlESt89b8vISomiZIM/7gxMETHEYCyiRTpfxgypYvvr6YgHFcysn4n4wi1aO+34+phMNCW46+2UOgFGAklq7c/5iNiTYiU1k0koiQKffVfczUKcyBHnpmi23QaxpGAN77POcl0aTuqYRdUtwQ7oMVI+8ThH48cv6Hs0nfCizXVGHs5EKLEMYwWFc3ii2BJMppXSlYmo5yI9XJ4yjkEqOZ3GFomNk7DgCtgkYMwbcCR5SKm8kWW3AuB3ueMAvRucGKldYlgSrjjL70RnQRFG8hgeqMXWlc7hcOfQpVOa1xtyIjZkkdv3ibIG0wKiMGigTJSf8c4UaR27+76YTjyJVbrrr8GW4Gw7Eken1j3wE0sslr9da7cZYh6SJp79yfpWE6gwkS9dqyyMiRKQmfON46zAbi3y8EQaUtn498SarBBhPGJhEWFINuIUwOOk/afKxDEXCYeXkgiwZEpcmcDsskl+uFGRdnLz9zkI60KnzgxWxWCA1E16r9sAVIEBLcvH5/OJdcwxK7mu3EdcqFNgmwr947bypAVoBn1+PxgOIIRsB5+CM0xauWRfn8jFLigaHw57dfnIAQshP5D20axsriyciuAROOehkxanTHA93piM7RXXGB6ojFYABXziArSNe+VrwY7S0gOXKpEDLz+d+3OGhMoQ359MNSSC174kYMnbKXzrjCnJdnZ+MeohNFTk/lHfIPALhXEdp+O2QJJQSIw8vWebcRFBCpWXHxL0wz1gXdCV89s3JQ2gV57ZYdwr0X8BllQwAgQ8dJxJbfOBeljEjMvJTdEoemSMYPRpC/P3kZGgnz2j/lRGEkxTEtoMBFWJFqqxZv7iXWu/tzh+dkUETB9r98TQBC1Db9YMwQSVcGEo2pTzvjeiFVTG/wAp1wkCBIDXPOCaNYFjuevOQQYZLZNOCz0SNAb43xkqyUtfr21ihiTJ584wbkLMGdXB1QJiSnVWgv4ozSWnyNB50y9OZCEK1i9ILgAIxZeSiTO/1xk3BLvjXPyY8KgkGD0+/wA4tWpFuf8AA+MVhc+4hkDMbToPPpnuJiGayhWIydfPtkxsBJUxpKGn3fD+4IlOp37+n4+mOJWxdvnxksMoccYQi5NmAuj03gBvtjILsyCMaNmcRYnnEn0achW2EXpXGaez0aM+7AXeIc7yEg0d9sAgoc6xFCcEkQQY7QqWz175q4HSDEmI0Pj1v1vpiWeVgJT9IPf01kI6Si9XODPsAHEE/jNqJOUrE/GOEATxb/Mebdxr0wjRSVAziLECJS1zd4xpicSBeseemDJSJmz6vbF9IRA2fnysLJpQYh3565JOnMXZB+MAkZbnBkaS1TR+i8p0AAgePDErilSQPx+OuCs00qNfm5yBoDEzJLv747QMlEA5XaMcgglOmg9a2+2IL1IGvi3BJhNkSh3947d8lYAg0QLeurl3rKocVIJCHsu8kASykgH+l4EzVACBpz/nq5A0XF0rX0j1wAJaBV5/1dc9xRg+4+nXuyBLbP7yX0Ui94oRPBxm2G8AsjVmAYSkucCNBwZJtcXgAGDEe+JhdI4yWk6BwYqjip1P49Pl4yFnFMs2BPb/ADtiTXEIaJ/nGMtBoXv5P5yTExrQ2/OJKRZqf77emOifNH3ZZSCzcx39Icvd6YUxYJFJWf3lMEyXMKgI+MsCJ9oJreCzUpvYn2+XbJgBwMAKsOskG4XjCaNLTjJFfbCJ6B74j+LMa/QTFWv79Mj3Sk/5tSKNms4DZg865KBZjix05yMgQgH+Bicau9kkmTujG2gSUFK8N/fJTTA5teEARKyiVL9gZtRbdDf6wQhkzDsb89sEpWERUUH5vg75CZgCUpNX/OcDHYYJ4n/cCtUPQNYKwBsUiI++8A+wL1JMUrClsT/OeMcshI2BfByKzied33+2QCoa0ARuOaVvpLkuSjRXM79ftgTKAF0G/ptyCdgluyG/QcYxsW0h146lc5dnwVCXT+7nrlYYQYRsPT09sD1EQVlHk5DFiFhQTCamS7ep5WJuxKODWOJGlssBHrCIR5Eb98lolB1lHU/uIK0ZcE5TiLJCcp0RrqZcy9sUaZDeMsrlIXgTMQhgXAnDvOC0h4cCHNDXGBX2M1EbcJko12yDLky5hovcMgYlnkGLGQOMhkTVj6d8haIsNd41V84Vcw1yiPof2cEQmBnQdsBVI7muMCcXEpaU6fpgLWWXZ/ivYxenbFBvqbPxmkuTsPKypgjJ1aPrgCLILPc1+MBSWgEj4rCLAa2J/O8oIk2KfjmpnNloYwf6l/GCBEOAj/uWERsSDurtxm9y2FGPa54nWQbjaSQLHj1yTTIZ4Xgr7+04ozdi0P0wZJW4lSBo/XGESa22x08+MdPpBCJHz0xWUMs9Gv3/AG4FooGlP6nW51zjpIK5lFMfSKjWKEBSQ09O+sQRT7Cpzr5Oc0IAQUK8+uTiAqIlBtnjhPWicm8gOCfY/feFjV0xXDnffAkQbYkVQBrriSZntucE7/rg33F3liOudDLJlTAuPOuTzGotq86RhiBI3v0ds7LRMWDIkOG3+Yiu2U8q89MiAkUnYj73iz53Qk8rFiNDOlQ2dWnmfTImGRml+qodc7nJkhKYQyLP2Zl1PvjAlMgaXr6uAWllNB19MiVkgh05+euDkna9Xv4o+ciFO6MYILuMRPWrHLnmLXOQSzhHpwtiKDfishRSJfeT9/H/ADq+tJ6SmMAiCmSsjB0lBAmrcz6snw2YvlBtH7yOHSBc2XfFxL9sYFFTcfXgwkSBZQMMGQfH1wRpoV7Vf0xPCVMHO/7i0+yTWvriAepJZN/swMJyEEzMvwi8RodXul/GCoAjWnmO/plSCkI4I6ZBElh9M97IDOQQaVxbZs4S0tn+XHhjVyQCFbfRnnA8PSKBFE+3viUGmW0qh/xgrCEkgRHVqANYSOog+Ev19vq4EEeASJsiPtgMNRWRwuNyK5Yag96nFCSQzwYxNW6LK1iR+GOn83kzRrcE1gVkiSIU40y0G4X/ADpjJE5A38MIlUkf0yCRZ41gnY4acSaOrn5NbybBlhlPbESRCTrk5hXVxBgYdMR3F2pgAgU1GeoHODSyZZwMQbxEl9sPKYBAZ86fOEhBBq901r1xCkRZDWr7ut50FREDt++udYIZyJsR+s6Grw64WekBvc4NgdlLyBOIAMQu7UbTf0wS5CZgJ/GDXCSJNqE/XmMIdeo7jFFiSqTy8lyEKgRpr9q/GMcuC9ofrmZe2c2RhFB+r3OuOECCSgHf2Ejr6Y5Fe/WTjjAb0kKDN+s7i4+MMXJEG1B+4++IkwYDnTGvdwjjSsJYg321rEuYQHge3Tww1JTaoU9ekmjAAkbS4eVlGUMm7fzrgzdUsg1gFBDFj/eAvmhs28dZfSMISHPp9C+P6x5ZBLtjj+YB9D646TnvkPx7uB0SYZIjIWUGJyHyOvOKW2SzrgRHSTltv0w1ue7AT7vsR3yRuteL0P71nHqoeqPn0yawQ2EOBVT1KeePfEULI7d4WgPAds8/TNO2dkk/s76c4Ax5vBMX+YqsUymaSQYHPr/uEIS2LdD37c9sKZbe41+K7E4xG6lKz49vTI6WlyEHploJhOFPOO2GIyT3Db9ciUEy0xCZOpZxQFpyumKMO2Aa9Bg+WV3iJ2+iUHy/bAVTU18H5+f+cUZMEpvVL/f5jeKEJBmer8dcmSs7iIlNevWZ6Yknmwq8ezPuZYwFESzfxvEcA9K8zuBFXLNJLOTWBwRVFrfTtlBnXmK49l7YDIGpP7d8QplIiqXzxvFnKETXZigaiw9h+sVDHQOd4MUVqaGP1/mLGLmb+pjc2nhECfpvEWCQCsFr664wJBktGXm/TCSJJ5g7e/1YwgKVFZF/bNtPAvrX+dMBnNCr8C3BJCWaD/O37yCdkSRhAv517ZJyKJQ6X73EZIuCkSlz9/phq9paUl/H3xQhChwE98W1km29YVeAVsgMBCpp8Nziu5Miooj84JsUSSDTX0yU0waEddZ5i4yQFxNhv9enGKJSlWDwZ/GaqMxS5MJWAuciyCOluOSm98CoiiXASzWgyWhOgo/3GYKYIPp/uBLmSB+5wV1BvGeuFSVMCTDjNLYkZZd/vEbwlIa+mNmSkCXT7ebyFNqWp8m8AtjbS3k8ZAQ0YShPv/l5JEfqHfjlGiZiVA4tit0QdH5MaZKouZ/mHlRtAwx/vOQOdhApPnbIkdAHhr8HzgcN0VJlfvkhEQlAYj8XodY0gqRlPET7PGMkDkIx0d+vp74AuZQuiD9hlgSr0P51wGlRGDZJz3eOmWdCRyVAIen3yAQpik3fpNYhsS7QL+/8xJpXoJ3+lHjTAgohXhOo+cDOIQFDUYspcTUFedsJgQhURGzp9XA92QkH0Onm8kSZFxmYjJAwYV5yThvpkzuFPXJYkS403jcSQyX1I4jzu5dxjCgfP8xdCVW2x9dfdxYE4Qe94h0AGbb6EdfXINCUjfhGNIUaT+evrPa8gmJpxCP5vNB47GCa/Xk4hrGAsY4I9DU30DDZhqF9Pr7fQMCApTQlP3z2rEMkDY6m9YhkkwKdvOr6YARIgXr++/OJTNEBuDx6YGcUkAHnWL7QlfHnvgYkYwKinBjiktEecYClgdKnOASfXL+o93/lkWdhUF1vjPopQ9e8X64ynL/0ArxT28FfV7+mQlpwjTrnu9NeuWlI2oFd11XpiWrMIE5+hNd4wY6BMSS19r9fTEERCSVsP79MtllWvO7iRyFqTHC+dcVCFEB2XEDq0Ow6/vpkhsqunj5OIYCNCGr89c1TBzVfRn3xtExIGV+dcAb2W9/6rpk0qEW7RnEC2WVwROVS6iemM2KBCUuAIFhYlp+6zoQ3Jv7ayEpjoOr9PpeJdpIQCH7HM4FIlpogvXt13jDqBQ1F/XWAeQOGyzm440PX9vrkumLSIOn3JrBINBVl6h27axE0pQtkwN2EgpodHefpgaQqrI78vBOCWXozO/wYDoChJu/3gnnBoF8a719cJFrlAOv2vriMaLvRp/kZYEdoJjt3PXELCBBN0/eUSKkO7g/gKGT0/eEGdEbytYR3MoMSWMXQ2cY56ee2CTK748598goS1KkefvOIqotoacgIkGmPf8jgTbkxtKmKiVjScb/eKmQnM9w+xkgYFEr3P3xKq6Cq/eWmQBRsg+mIdHiJCGAMqXLceTgmAI29GEYbKV9uayGkqN1AZ+uMOqwAOl6yCjcAjbi9Xk0jRsrzy8TqkFptfscb69cWOCg9a13fpkIG6EECuw5xSESDOdN+sn2eMZpCCIbZ/PfGAhEQ0miXtB6zWVV9QNnnbF9gRhajp9aycqAjwnET7zV3jSTwLlLP6Lg+2JO1Dlr+4GAEhKjs9PSPrgnaNje3IE5wRbv6Is+2IoHKiZny5Iy5OuCdQdjgWFRbJMbSVNxM/mCylxTjIxPqBUf36YpIzVnvz9DEQQVsAD5r4wqNMg7Z+we04qqEoSgOP8wDKSWZZn2xCbS2nTv95LAdpCanCNSohExR5eQBqEubP6yQBsxZ669I/wBxd6UVD2n0++JVOQRJJCefnKJCgKa4Hv5WQQVQEyYfznFBEssqZrzyMQKXsCUjX9vDuFSypuMUsFNLRevN5EF7wCZXOzJvc572/sH5XKPbBRBhmOGsDbrvGoCXQOca5aBqJCftjrT0pNm/bC2+D/0R0YyLzBH3B9sVE8CA2/M+TjXAFIoP2uN8d8pFym0XW/RrrWARJAZARuPXGW5wcm/7iTa2mMacqOzl19cFIsQwInt6c/GQWI6U3LiJWvLpXxrjBhVPMab74S+UqgJT/OuOCtiNM9/HBqIcCflgJAQgqlR9InEtFEMsQY1CBAVREeRgCW2PvgNSnZjThH7AB/MDSgskGrs9+uADKum4/mAKiR2Gw+lx/s4pSisyvH7xEWEmVmSv7iInCHLxwkGoIOS8Q5Tbbud/nAyhKY87YTHtvkoPrD+86Uwpy4YhCqxATR5WGYULFB7/AFy1k3ZoMSAJWnEFElBoLK+uQtGqzrf7kyRiei4/jnIusg5Mj09cCixGFuf7imBQkDM4Ygjg0WZK6cpnRknPmDj18+uQIgnoedshJ1NdvJ+2CVCNR3fziCJMIIZfrgsvSAw5yDJEO4Ff44GLgvdU/wBd4BgKRo28/OFiyhKNxglUEyogp3Pv98DjoUKiXf8APtg1oCWdPN4xmZmYI6isXswW4nBFKBICHp39ZrDtIVWISP2v64FDZi0Dl9eVFmRcfeY+MDSAMQjFfSL59cF44kth1OhWJXQHIXUPfycgyuJLlI/cezhvGF5hPnAEGYG1+fTE2woRnj8d8mwpFwSnZ6uuN4GqaD6PkO8TxlHaQc6D6PW30xAxASKQQ5/LiIhrZRT0yQTQyW2898qwhSJYAOvFf7iwXNyKPHOR1NJK85ZrkFGef4e2WGk0kLD4wApA67RX1yu+1A58vAYoAsDy/nCoeUQhr4rFuJXLeaVEADUs/wAcoRWwU+uKF5L2H8ZBwnJZxX0yGIMBsK6+cYEbC1z5J98L30oG7whMpBt0fms2MRwor+4lyZAdJH4l3zzhAD9YwnJFI5c/TEewOhLwfQMGQCCotA8jEQNQD0YrsBAAOD84zupVlP2PlxScOYeq3ztkMpzlKrNq9WRdwEuGo2XPOIjESq6/5nOaAEP4ffFe4+/le3/RiJmk/TGBYPUBp636ZMtMtnwj/MvEuSpJBjW7cc51DQGLPlwWHeXy/e/THJ1xHtnWgPdlw+xGqfpMmFjQwrIF/SsQCQAjpG8t5s9Jt5v2xhRoTtzjb0KAAT+ScUEBVFe3bIy6DVGZPy85ajEhk8i8oRhqb7ZBTwJVHEmkwLNOBgiTRbrk5mNUFv8AcBEDRYAJ8YwIyBMDW6+uTKDdPPx8xgQKge5OUKaqm4KwMkKReHiHIcLqcVX1yESQEvhieZFAQLP7PtkqQqCenhjrAXBw86YUhGQBvxOVIkXIUjFkhKyJkvjFBRcExLy+ckymFE9Py4oqyhIr74rYEHZT9OKfQpjn+4oJQhLQ7+8+2UyoG9V+NZZBMkl04+2Fdygb/wAylab0h8c0bwnsxGdAEjFT980gwCjR5OKkssgqsBUEEcDeX6MJZhHnrgllJmQ9T7byKKUJTTOsQEhgTgGImGIabwgUgliKAjp6fTExUVuhM9cfI4ApdfHp9tYgvXE3LB8emsUZlTbP+/bvgINw0G79v7nWeVAV6XMTvIAKUso0L+vJwgXEgv0fSyvXI1giuhIXfo83ghRspFX4+fzkkosRR1OIELMKY6H0p4i8YnG4wzMT9GH2wAAwTqJv9YkyyXhFYNXxUmQ8P3gBGok5IxUqhIzKOjWFR0RCaxJJIhhby872UDscZATEBswAYUPPfJZTwAnHLa3EJ8rNaVA0PL9sAcgE6VfPecsRApYusaSzCremSoQESWdvJwKyFX1HEWKwUQL8+mUpkJ1vyMF4W1zDcfbAkdPHSsBSOdNebzWkNnaf9980WcSNiH+Yk/EF+j4+XgqdyBfX8365NRiqB/cBwggAX01jKTIijeMboNRU4HqC4c6MEVlKn5+zj3iIh3g29MiOecg3wuJwkysRLE8ODblhuMOk6+oYqqu3/oszCQcgSI6CSEnVwUeRSAV6v5u/nGi1A6W/yz93G3immlDzXTAMgrS4frtkeEFYhJjEgYTJ5HKvib90/WIlBKHjj95AZYHY8MQtTlmRT6euKlTIRVsTiDGeGxTBMKgzJIk3h3YMNMRc69OckAZFyLismskpTf8AchhIIACHHm8AwhWzo/eMm3KtA/mQAECjh5/MAGIgKJ6/GsVNtKhOJOWqCDkQupKEy7yUnBGg843kkqU4CF8rLskMMxVYE4WVDdTggQWyI864NI66tuJLgB1Lkk1pAx/WIjRS2ev61lC+Xk37cYCUwI3qX+GEkqQ8g5KcmGC8Eija+mz+Y6gVld+fTnrhmG1IyZnBbMEVoIx5WAAE8oPOLEEcEXiKjJ1TOSYzEkg9GKJkK4rxWSDZSBQU5IUkNaDy8APZQkox+MgYiEFs8ufODJADmSSfONZKLq0tLF/lyCFiQTTh9LzuJo0t+H5xBmtdF+PQwkyDCPf/AHGZAFA6lj9KBBncf3EieqdaPd33geysDrbm9vTt0ySjAZklwhXO+8TvBvQktK0vcb0fM5Y8KBCJgPmR65IHaDQb469+XKGjQF5CiylJ844wgrpXX/PbAKjIE1f6yasoIem/n2yd4gzEy/7+mCSsuwXCTIUFgjWu01igRS9DZXzlG2ACGNEpmZeuAQsVrEEADrA5Z2tU3vfxgEyBEvy98jUsoT85AcNyHobxDdTfBcpObZV5EcYgykJ7ichM2FDA75ArJw5ybWaCThjUA4EtNfrycDnkQDUYFrg82MZZHQh2fJxE1CiQ3H56Y6xxg2G/a+3OOocswVK6wjdaS/8ATCkEoD3vEY2A+cCtVgRzfUnJWiD9McQodHZv2jOJAHmI8+MSN66YkTG3IR1yW4zoSuQqhIYZJpqm2/ojCWNQTHav39P+nJJ6SmO/sg5RPRrZ2PYiPS8qMgbtBvz4MBNun7PUOcE+IDycNs3B0W+keVgDRJBfn5t65ADhtsjT9HJDsNGqJ+zlpcHqKclEx9RiElGItGErSzs8vLMQGAK/P7xIgIEU8Tv2wdSuoxqX3y3AVJj/ALko3QHYa37Ee+UKoAiAD86P7ipJw1yePrgeqpsS7xu2Ui7a+HEJAjCoNOFlDiTbklczTDycOLCk8FOIQNAWQ6Pxim2VnLpimiIrSg+mWHduSTghI6NLt8rvkXBEKbPKnOAIoDMC+2AQlMIXUH4wBhMDqf7LgDMaJTxkEki1yVjNNUbQf38bxlKAqdNmJiIB6DnnFqWkPRf3vBCwhR6+TjZTRJ3yQjpNgwVW63rGsQ6o1oCPPfJFjqHARAhCXb1+s4gRIgY9H8xLx19BODgSRIMsr898QBJUSv0/eA5FPJLgLs2FcX9qwk4FB08rDsAlKy59NYooWDqR8nC4ECyQ3cfXETASiRWPQ103gIFg2N168X9qzYLBhBv6DnnviYbIN5TH0Pv74WnAnplX+HTcYCFyEOpz+/NYiacidU359MkHQUCqT8rx9MIJdqAvZxDAE0DbZ37mMBAFgSA/n9wDIxWL2u7fxg+UI9Aa46ev5wAjEGuXp98YY2Mp28uJkxols9sFITkqQ8+wwSwnRpuI+POMCTQ2W8nAu6CTu8Q6BK7eOUsFVlwRyLudjIK6KYotmJD6GqSPjiqacqN4IeofOeuI1oRViPLyQCVwTCf5OWU1s5n/ADBKxoPR5vBPZCnJJXzvLZOjDt564SkhE0Q8fbGZralpufisksgQaJ+Ow/zNk0A2X/cdnIrfQ/rjhk8g8w5B0iaxQaCre1HvP3wDHcNnW8sZIxM4n4ownTymLIvKHfOdVgI7l4STTIQwFeWBOvH69/Yevribcp/6kQJD2KmL/oHviAehlljNi2bZJlnWtGRAiIGzz8c4UJAVuUoX7QyJ07CoHHtOc+ZmbjHKqIIWS4/XxgTy7Og/mBCaBWi/zIRRExcEc9+2Ko5CTrPu8YQyhFmnb84FZRIBdTr0xglkEUd/zAZUUStdk/zLiEtUqNfO8kwXLp8fOBRIdWO/PecgtEiSYP39GawgzkLE3H08jCUArZAByBJi3nf2xFkVUvXwxGcELiZLxAjZw+O+BFI7FP8AmWBQmdTNE/fGiDlK8d8Y6cqJKMYBZZskTX4xRKaEr29MlDNg63yODUIpKVnwh9O+TFe1kgrAGZop3NPvvLFAC0xL4ZS0ORZbjBIC7lP9xolRYI9H/Y6ZCy8QvHo+M6uEYGAOAYyqWFP93ld5UirA6e1w7PjBywKIcTdHIZ6H5wGYUtdTWBZkARSlNZKgWIR17dp+d4jhq9WTNNIGZxvWAAmE/ZMAKpVaFnIdnRMrr+ZwU92mEGF/vIRUoAAPT0365zsIgSod+JKmcC6BMCUkST6vkZM4ulRfT4unDYGj0VXnAZAQ0upzH69MP41khPB+clDlIC3t+eemAY5AXcy9umCG2xQPm2ePlxoVCC856e+MriMhIHj63miyZHqB+HjFpZxWWJ1XpM/bI+TkoXd9pcZ3iAw+d8RAEFk+uQxzEyAgR9sgVDT2OTKaDAnTJM5Fcu8RahqiZa1gGCBYSgdvjeLkDYdMEQ0xJ851Tcqc4pvrlmKGeu0x884lIFiOLj4nGLgHS6/GA3YkEXMB+MIKKghYZENSU+V/1warJ868p+ckqsIGQJQLBIAmX8YGkCYYRzf7/wAyJt8j6sIHCoO9H5wIgER3id6x6D+/pjCyBZvWvt8emSC2QTjibt+Xb7fOWlt3k+jFlXIFzOLAnXAxWCHN9L3V5x64ATScju/Lft/1SowShCY/385uhUaim9/PviV/QBZS/wA9ZdOLHGEz60/ff5xzZk1IBuPmcjW2RhRb7VPxjOYEIIzk8VaTQ+R9cQ7YUMCxGAFEmiCOcgZqOM9+W8QYzYnfpjwBGySCv3hO0Smgvb369MSKS7eHJkp1aOduu+Svhrcgy24DqEn4fOMmpSetK+c56YWPtnKoKKHX8dMa4WgyTf7+2QtJiKjEP9dc4qGAnIePgMQJVACGvPXFFOrRKQfbriKUbNzH+f5k3ovDnLoYSodSx44EcLib8M4Vf8h4PO+Rey10MSVkiUHE44KOsbtT75qwiCRH/TWSAEKpF85HEGkHqyRKrE1bZvIm63D26YTkVBXc+afj6koIdijEMBLTvkmoW+mKCCIF4nCvMOqYxo3dLKLyBAiKCr50xBiiKOAxD6rhZ+x98lalwGQSam8Q5IeHJpQkGb6vuYlii2dXkoAIUWDw98RWsUVT/MA15ITG3616ZCUiSWOnwRM7xYBxVu821w7+7ieB63Iz9vNYJgdMJqY333rtkCpR3O3a8gckGQTUmWIrz1Id9sktpdkGz7P5yASdIgpr3yPGUCdFrApDAhE6+fGLZoZPUfgi7+uO0+oaEanrPQ+cRoHKCzjGiIQCwjnGVC9SXEoFDwuPJxSNh0Jr/d4c2RCHN5EmUl5dd/XGXCyLdsUKKTp59smMALdbxCSSQ5MteCQ85CqOPjEpdowgWcAq1udQ56FfZkQowiQ5DN1QABNnTBNQpCD2fnLCpSCjZlhAqZW0OH3wXVJk87bxXM0iCdfrBvSYUrz0zV7AvLt/cVUqRCPqy/eV3eh+T8ZNB1XAE2uhuEfD92OuQysgWfyAw+53yGuuRSPbOXIBNsZDkqhbWM5m08eX2EvAdcpWVMf9UniCmMRECSBH6bS/VrDekUBcnL17/XEmi4V27voYV0SSnW5j2wbLAsdXtihTAo2mRSlkl7sYUDZ3wQ4TU0EI6wfTFGoFElXeETLOwMfXECNWUdr2/GNVIBpePPxeRhDfSB1U/F+tYc1WCZMXvAZIC/58xkDOshFq+O8sUJoTqZ+tmMvTDZBf6MgkQSbIH6v3wk4iWND/AIYABIKZ8dcCMguj4cU2QVJh0ZJkhCkqR0yBEoGwN/pDjJ1ASM+dcdElpBMfyMisshefOc6HGd5wIZkbo4ERSxKcABkkDrGs5UpdivixyWBRZ5XgiDHENDXn1xbDYmY61g3gFiW8/B+ucG8WeiPPxirnBc8RjNRRttMbFdRMEnEbiYEXCLgJHSTvX2w2UGAabjAhMCwcr9SMSJPqaB3xDCxBq1/Y9MJEJY1H7GJ/ULzRh1HWEoSIkB0t6vHacSw0SWDxrDkIbGaKjIioQAJS/wAxo6CyaB/MuUErlVduD54yS5NT1TcV2/uNiMqTs7e0GsksQnb3P3OAThDKEjzp/nJ0FPEfyeGdWEW8tfnxyVm3VVDlfjui+MG6s8jKTvIJ0Jg5AXiRoATop/I76MQOMgiLUfte8BWEhWVvnaO+KQYQGnH0wIqyjFuDys2CymsSBch6IxgtGITy4glGRg4nBs0nkyDVxhNTlwpdj1r942klxLfOKwopvnF32c24tUpUzk2eckaHkZDtxuDOCOqrcR5OEpCBG5fheSaeIumaWCVLbWCnOmV4i/OMgsEdcizg05JUPOhkwp2Vys/iMBrUPYP1JjAAtk9c2mjUOVQskz0zauVF0xp9MAamTtwtmG2KLOcAuAMvjBUmjAqyl+/fslfWMqXBrzGvz/1yKvS5zC9p574JwQGR/kv1npl0AMdjv5ZNYCNBPVHj3nzeERNMEJv93PM5K/KIFdXhmrwqosnIlgFGiDOMjNQx6YiaKNR7sCXUCrh+/viBi2Ytys4Fsp29y/j8cmJZlB0xCYHpiNdmXjAVSETpBP3Hw1kCfMhHOBCugqnTBnmKvYzgWKccQqcpYAnVAVrgKahfh9MQkSt1o898EigICEnn29cjIQSRs0bwMSS4IEn+YKEhY7Nv0xjQkTon+YxKSnhGLLOF8TGdNmSK/X34wz9VSAI8ckLTujm8gWVhsNPzreFK4jVBkEoDEiCE4wRA6Wvj/MZAsZsJ84cmkU7iPbAg6ES19cW6LAlDQxL5AqkPPxiAICAR9MG9VvnTA1Mne8sn+4MQXI7P89snMaIIelfA3mx3W1+X9YMT5uqYcGuZ5msQXWglQr5WCSbFGjp9c01ok0/r03iBdwuFs/T6ds0sRAE307/gyDqV3GvlreQLBoJMEfy73NmJ2QrYeV9sIBuybBM/WO/HGKoXmWEr/clMTbgOjigjORCV1wTGvKe2ARAVtvy49ctFdZKgh/uaL2joevwYtYLVBlWOJ8ZgddePbvvNFOYcOfv64+lMQyWe/q5DZR2m5/UYyJwEsiXTjEC2W1DLkh0BAWTxxUTYrlrX1wNR7k4gSpl2dcUvYWdmJGsFNGKTU0d3i8ARrrlECWZyDGZhBcAP3idpAoe5gKrsuTX3/eAEbNOsmBQZQtsf7k4iWeMCZCAAGq/WQZEhWBUOQ5OAhEnkXiTCtQr4wSUjYu/9yhMBA3OIAkDJEZsDYg2g/uCsEeT55FH798S9PPti93XrGQbbXtGCbcIwKknmxiMRAcyyBWAB6jPd+Kzc+T/1zfTfrcEwyWM2V7j7OcIMaQA5+iLa5QknazrZ+XX2ylh2Qgrf0jB1ukt2HveCOGxLvABoRFKSdOn4wIFLHh1+84m5E7iK7Hrzgb1QbLyrwNwblfOcIFGlWX2+kYp36Yn41imGZBWKbKKR1on6YxCtGNX064BHdRed/vcYIcXtCpp/uAEtoWonCQwoKcafvDGDMimEHnQSxOve3I657gmDOYgTt8MkmYAoC/1gj0ylHrPNYjg5MEs1r68ZANISmvPvgeQqcf7g2y0gP+PvilkQwYhH6yCZEdSxXj1xk1KKE3dPuXA3MANuBwUBXnXfrknjayFgbwh2yo4qdY0SvOj265KsNtR1nAuHRSXzzWAxDqBUcRqfPB/FY3hC6rnK8hQ2Ton64ijIn8jG3EiU0neANZHwvrlxGO+sNYAKgXRVWAq8hkrb++rkqJWGhK+/vkzogLGO2QQgLQju5Td4KoSb+O1xkyCG2EIeWiXxwQCwQiRfjtJ8mICQIl2En51q53hV1g1Bgjn1vv742SbyrJfb58cVZfBw+ROWDpoSkPhliVGYQvBAMthRfhjqldiB/nv650dEOvV7ZyIhxs5H1GwvxxG4wWzw/uSYGb3nk53HwgXP6wPTEDl/OM48lH6OTxVExEBhTaA9RxlI0taC/wC5TaCKG8oAPny8nGMTBy4qmpUrlzl0bF+OSxaiannIrDYOzX9yHmGzxm8WegeWun0jxwUuQ9K58cQTmjbXGISQnueayGuKG1v+5I9QWUKPP9xAC8DaazabdY3gDvIkcXi3KElMU9yqGHLQhHXbkfL3jASJAAOmIe03gjpfJGAqimDD6mcEy8lgBa41lkN6D5Kn1yrTQykeT/2ZGFELY0+dMcmT48/Lp9oOMOtIwnOY+9R9sFYeoOr2r7GMQYaseayCAk/bEjxgSGpxwQ6ZfWMYg22BNI+2JWN2BPy9+mOxSbdtZuwSkXNeHxiT11kBExPW8gbGwFsoj3nGkO6SbTftWKvKkRAD5+MoDQyi4O/bAPQLUdJ+8BF5DKnwXkL0FoV0wogJEs8/eWFKVETHjr94w26bi4+/tvEsuF1IO9euWss7lIdvhxJ47EU3kp41I6ENGBeo31TWIYlSA6RkiIum3eEsygmuJyB1KxLOJRSBdYTCAWtSf2vviSayIVAaxWaAYOXAoNOzq4iIITMGCkkbhTh+awLPJYlvLVmiPo498i2UNuir563nbrnZiN0qRDJHhgRJYFxSxQBpBhKPSE4n1s+uSPmVCENM5KgmGdSfDR/MGpMo5lifnFBDICTX+YKpYFgTf7nE5YRp2nVk5fTFVEgPcxJZXtOPhlWFAuY4rjJwABGU8Huvpks9Ld3NPPFcY8gpEAqo8+OuUNT0C/rWdDpAbE39KyR7JdZfPfJeWjq537XOS8wCu+r2wT6qbwE8CTo/vAIsSEgOkTzWTjFJPo8+uJzokmJYxREWS0Yb6AGYaiPxhIqEQQb/ABiD3xoZbj6Wnq5FllMPNX+sqlFsgnycWgSW14rAoiEoOmKF2tUc4wAUWicsuqlxdiDieHa8XNssGQd6/mSiFiBMojBL4JngYPk+uCGUkoZRP+5NQTGijTz+50qGINrP+VhiqBlYiB9LyScrbwawSEZEjmN/vIhWwzaD/M9zs4T/AHGADcWbfJyqx7PN4mKFBMIks++HgROPB1x3E+kYuz0rDnoGC/Jd5oTEssYEFTu5YyXy9Ujs8+2AVpBPrH0/7SmbDuxUhF64W/17YCCIAwLd+xCv64hAnJsHl/XBUoS6euACiS0DF846kR3RJD6+dZwYE1oCQj08vGAWWsFG29Orf77ZZbsK32ffEdLEpDt+8BuwXeTw3B0LyTecFdQ+G++IMm3KDbB3wMT1CbyhKwbGw+327YiQLdno9PrhOBGZWqHzvlGRKQHbWUJkkwCnk4QlgOyNebxiCMaShxAnQQFHlYBgbJ6Jv9YBggSw+vbAgELQkTpfIyTNuzQEfrIGymD0nAhqMomH+YAZJlAIAdut85EZhCU0cZAAtuafzWQo0D1xf7nE3Qi6l18XzjMopZJd40oiEcGADcPK0PO2Fg7T7+TiDuEFgVkpQ0tTuPziTEe42ZDdDYsEA/mSLNDRy5IlSlWC0vwyEY0hJTqPxh8BIKcp4j6U/rJ5EJYoHzysVLAVYBHHw5bFlVTLp57YFaiIKI8XGB7BhETq9eDtirNKKAyP5c1gcEitCkhXSuMLkHdxWNd6zeTmqb46YZdUtc/4PpjTSZXw2fX09cjaACIp59slAWgKgj/cEZaLos/fAFlBPu/WPjHD4JkzFSF9snwEk1uvujkLCD0prCDsV5yYWtIbeGShDcIUTNebyw40bYJjBSWMQAhVGKMAJInplM4KCFRHK/5jRMESBasCTlH0wT0GhaxWvoQv3gej6McJ0rb4cULQHcPPrKe3riHldgSR5WQGTNkPb+ZBm0iSqV9/tj3oOiB3gG0YvJNx+fXJEtCq3p/MTRGFxMAv8cZAFkpBZnxy0xsSHXI1svsZAYNGJsDzy8Gw0uiP+/XCUc5EObscGEBEoyxY7OdxxLqAwa4mmIHX1J+mCLByv+3Iam3h1whYLcpj2YiOoYN6FKly6/vOe7IsGvO8YrfBNaxXkfWMT10gSMp0NVy3gNhI9vuwkEyDFYJ3IPx/PvlKh3sdZJd9Q8Ywk7N7zV2YqzNi++AgH2ABHNBqsgiOv+4ZyZIEPd/maGqkUBVvwc5PaoqMn9t6w6HKCwXT+HA4ZlAa5xU5B8aya4EgNk+VkkrCzG+D83nQ6SI5w0qSm9PoxWPO6I7jgXLZX0V+clp5EceDBtkM0qKofT3Tm+uBGHt3zRBSNUMc+r2xAlr6sFizlNOQVlQgp6d29YyJIsk1JiWPRfD0yTSJZOhggmg1xGSQ9UlYd5AlaMS92CFKLc6TIREHhar89cIFlRO6/D2wOzdJ0OWBpWvTJAgERUjF+V3y72OZ4+v4ySwSM746e+SMMoJJ2/5WSdRZXrGCydRCRdYp4gJ9aA+K+nfKgX7uVPbhwLYBJgD976byTOyOaOvPziVMJBcJU+JwAotFTWWwFgsrxGWHJ6EpP6wVVoByy/NZClENqm0wsRDoIlr5MR6clFMQfc+piWJqcMv+YkOxATUfjAcxILKG8YEq4GUV+zFKlkBlOcnahscK4JaLAgovoOn75wBBIZh1PhgVR4MTOKBnQsayNiESigcbItYxK8ZfZzIq8iG5PbOuEA0/Jgo6u7m37YJnRCeCfJ1ljEDZWT+3AOnIjbEeTiGYkALLEfznIcCUaa/fN/mggI+GFnNQUi/zGBvJWDZ5GRpEBIwMnpRJjG8IaEmZZ+le33oja0M0L+udcyvTA8OFU/OAt64vSSxyErRfVj6fbIcggdL0f90OxHbljLS0Mlj0Sb7+2A1eTujTJYwCWKNd3rkKbpCT4h3hQ8JAZRgm/XFwbYBY/uSgWnUste/TAuFXTiUwGwfXBpAlgooedMYCGAZZ+PmpwadzKWAV0GZbMQmKXYeTkERQhB574uUaBLhrJGsECsqUO8yb39P1iDVRE8v5JyGEKIVon4owJgkZTXnrlu0Sdi/zkGKCSgWT481kIgmEmxCcvMYHY53rFwECcWSA7fdkxCRCsn5wNkyFP8yDBCDHHj6fUyGIiCiAzF99/EYEfsKVfjr1quuTUIYIC48cpMAMcgd/NZGJlE3tgB4WRpmv3kwhtYQGNYhy2CEsZIW6lNusS1KDFj8dJrEzFsjEYhEJEp0xH1gTbEIXDq5yiGlqRvzjNW6yAhHCxVq9kzzi2MiSMWx+8eHIztPT784CrpmN+R9+hiECCJ92/jjEb3lij/cihsAg+r99sIM62O4X21xiOkx1BWMIqA5HhizmuUq14JJRv1PXn1wWJwEPFwAu2GDpgY11CNuv2jBITC3ntkY3jaGdqgzhInRPO+9xHHNsY2ESGvOMC6QJ8dMJArWTRO5OvJgtQLjf+f7jQdtOyP5gAusq0+RrGK2AkcFffWIU8VK5JgAGgh4i8Uptshmv1BWsd0lJY87/AEykU6leUfmPrkATF5TsxpXnI/Zzhfxo4T+fOaAIoDSzkkIgvnTr7e+IaTgbUv1jJGLAu0lY9SyCINR+9dcRBRJikxgYFssmWMlHinlz5RLFENHCv3k2SwwnxiSNiYpUE/rpgQuwnpE17j65ApaaZwDtnG2eHIoC1isCh0oePPtiAY40Tfodug98pqJTEz/3iiujKY9GFQHppZM8mEVr+Mk5EEGWPl26zPXD6lFISX7icMaSAu9ee+OGFnRwAqLPUEPz+8RaNbRu8khlQE3eRIUiE0+RjhrJdiz+zvkEkTJG3KWAsEHQj7c6xKJCjRNv5wFrQkNDV+nOTZimyIcppGIU1HhipkaTh/LwalIWrx/cIFFi20xfqWVuZyHkkMUxFPcQRlcNKRmDMZJBYhKQJ1nDClHY8fOWNWMVi6qJ7j+8m7RHdQ/eWYC25fdvXbAMEU0fty7wREkN2Lw4OsQmK97MuZcKZtCmpj9ZKMkj1ZCJ0bTeAi5FxGSSwaJZ38/bECREyHGEmtCXo3PthDZCLmqh/WKAlA0w/WbIW0aFeOso3EWHa8CTYi1EPm8G8us0d+VmyDKQ4r5O+AAgZFQ9MUq2UeO78YxjxXihPmsmcJhBUn774b4bBEFZ184SjCHe/eWdQyzJaPxnGPMRTjIRBJZH2xgIS241iusEgi3SfTeFOVDdVzkhJCEdacUjS0Myk+uSEJ9tnys9nJDIZEqZwRUpQxkJKY0tuIgWjZcEfTWKJVITKf5rFIqgl2xAqLKQ2GKReqg0Cr9JMB4yKE6f5ikA8+7CRJDjr5OM0C3QMIaaoqYnDp5gD2fvCAAjpgYKWzEigvAE4TNPZvfAEXIglNfrrkGzUtrFZNDMkt9fO+NbCLXtGFoi6EmI6f5kHsU7j9PXIZiFRS4BjlaLl/PjEfLiPav19cnYKnjXlZIgVUalrNvJxpY/uBjchmBtC/p3wfBFDkSSPTC+w/A3iWhqPsez8vtkDHbNv/gCnvhx72wWSp9nKSABku3jheiq0Nkee+Na4Fpd/jzoOPTrp2w16VNbH+5buZJHLWA4SgCjHnGQsQIAIr71zguDIWaMZ5HcUIH0v5xBqiUZIMJ/FYCbYCA5yepFVv3wHBDhC4p+cEVCAAI6xRdwlTNR+8QxoJrvgjgqZeMkiQ2PTETiBdS/89ciwbkoRiAxI7FHd5ITSGx9sR9F7oIfhhyrnljD0U30f5nUyCPOphiYSIvYh3IyQpwqUkevnrnS0OnP64+vbELKVoxJ+sR6IGCZD1Bqdb/mAUk0iR4xWaBiY6ZEk77anye2A0IBCJnApkXzvFFVlJN8fvAIIXZAv8/jAoRDUGdfXBXdASF3lpMwLJnIACRMmix5WI1dFAUv8zkoqkohf7+mWfghgc84qOggi205Ium0plCJcMzOKURSrm7zZDZEZFD8+ViuEsy4dAFKwNM41Bwy7LCQ8+2Wikzq4LmIX5TBOFhh59MRKYkVwpbZNcaxE5NBrgvJlAESYGRYFaB+sk9oU8Cx+8mjcSRMfpicUFkAe7+YiSEg3Hf0xGwEC5MkMEDejy8VBckrXAn9JytoZlWA47CdMWGLQiDnDTLoB/XnTJN801sjztgBjiRD1P1OMMUiEpAzVcLLHnrigJyMGnT/ADEQyLTgGVeqJQiPriPBOJaS3+TGIKWadU4ydgiyN694xCpBJbDGaCoU0FuMMmuCnDBIQFhzeAMEWdUj5zwzvFmcAjdyfT14y5gQhlXwfowElLoOhcvXjjNyE3BH/hQiIQlT3YSmPYK3hXvAywd38+uLHErebbpMajj61jC6YQX5eOgCULRK8OYCj7zlKC7LRmiFhnQhuenbAWCoyemBYKIAyjyPeMURqICgLfTCZKdrP+u+NwRzc1U+/tkQFkUcTP2j64kkzJAxziDuxJS4AlsLQ81gC+YU4eOAzBSpISdd4nHhIbTXyL2rnANuSRHUfsxT3qhBX1yq5UUxD8pxi/woXOJFywp64hO4pOUrHoUUvRE/h93CqBICCHFO0R9cBFXGQPi8vveJG1IKSH7xMIVBI3BiQiJWsJTMJpCJiMopSrNh8emSNymHh/f2wmi41DF5E8Q39H4+uSPUhw/u8USQkjW0n9VkgERgq0fi2c60UCCmMlWXFCxgaEA6LL44BHRaEv5xViyCVzf3vrkoOlDAxAgxNOGAJQFAWNTxgbIIFInWJPRDUK/lYAVDbiX19MpYTCfq74G4Byh/WQW4qZNrJAgKIBOTOEgETo4tqkxBs9ehiEUCdUZJaTHUvA06dl3eEzilrLJFd1BvG2ZgCpkE8csZ0wNn+V98AliUeMLKoEB6Xgpgko6azYsAq9m8kUNiOuDIIkXDJCQmES4sJNlftggiZpOuWkrpJJr945qQBFXOUVVTBV9PrgPnKeD/AGTEWgzRM8MWwC8+nk/OWYpNCVp98RZrJYejzeAgIlg6x9o4wCBRJdl7zx9bzYDyJzkzE9Q2YgggDuneNcmdPd5ebeg0WzP6/mO4SFG/LGeGw61fTZhF0qUF57D75FthvPBHdfT5gxRzoDFSStr/AOEzMEDm54pA3x+2KEaJlD/mnCl6IHsHfjeFFOQKJXjIgigtkXiWPazTL598AtSsbeOSdx96CjAS7J5KfzN+AgiEyd/jCyWrigsfT2yBqFCIU+1Q+uJnAIRWucriiQYATOsiNPOmAkCNOnkYhqYg0lT58dMixcRaKh++SamJVjWBFzdh5enOIcrY0i++ATUyRmyMO7rqJfpm+NxtFhjDOMnbmCzRHXwv8ThhyAaACgfh8JwiFHIJJgxwpqNBnqRQQY6lZGCUvXnJaoJKO/3xHQkWwFE++s0VLL13v6HxgqWAlYHjz0zqTW8DKYUB6BvECQWrvzWK8eIgjAXkSbaFjr8/TN4XJ2GcYVhiDqOvrvEMqQAm7x+8DrS2TPL3MYWbI3Ede35zm1mTIImgjRFT6YtEgONjiQgZNOSS9JEKMjSqozEBFfz2wTNtIdT1wEAWomPUEME7rz5xDWsyennfGzqA9t/rAOYkbC1fj45yENDJ2kwpyiQbEd8AR+9c49NsnoYDqSY7pGCABTtQMlvQWqV48MTYpBV56/vLG0grgZ+GAvo5MRgUUo+94pBE+hrAtMT1TOUU3GRO+h3kyul9TlFrQtzp/XzhBiUIthSz06YMCh5BL9tenrnd+mT2efnGCqRBrlH9jLMZuRzv69sJQxodm/27xRtIFlme/wA5DgCIOOPHJlpIFRtyMpAu8ocixcYNI3a9awCx1IRwwGSVLvNRvfzhXIAIeIjE7ZmUhaa3WRrgIAV5WXXYC99Y4eV/8Q0ZSEQ6YktiyMenSe08YQkUaJpfFriXO9eO3qvlZB52e4Pmea16Yyb0g88EPNoi7nEimBbpXlbyxpvC9HEGBBBMF69eemSEQFFmn2ViAswkQSS35zirF2p0X3rIJh9goCf04oTQOIJnILHqdT4ZAAiiZ0eco8BZeQf7gLrxtL7Ee+8TAMIgisaLQG19/fFn6sumv99HiMoirgVHlc5CB6xWyvv84pIIRiMDRmp6/tmpCleuMso0jqmPyY6GAig9/wBcc4FAzEMbTJuNbxjixJEGvPfFZZADRJ1xFkmziRhRE1TER4YKcIKYh/zApUwfVYwCar7gDMfnLGSlFdHJSMJThbhItUE6mf07wvloFKlrUfTCk2O22BmikVTxxHERFb5yDnDpYxOBtAylumIiyHZ2wBgmjjeTMJZA6ev6xXiLojCRiJtF84okUhym7yVIh2GEGbsCfN5BSVZr3wSaxAMQMQFRitDr+McZZm1Us+GAESkib4Pr98bRnjkwAsROCOc5XT7ZNV0HDY+KvGxbFBNP7eScQgR7tdowFBl0ipjFCiCFXV+mQeod8sdH/PjAyDAkwFtzYV0/L5xE65GbxJgJkDwxjbDnmPHB2KAdmD5cIMDJyxp2Mg00x958PGwdd3zWAyoVAXrr5WIgMllQzl92PpiIogPafL98Cmvs0MEKFKk9P51xcg0pAaeOlY0tholeINXhv/eMeZbUvacgXoD4eemTMaAbT44Q2SxgNSe+KwRI0QvR64oTxR/4xOpey1+vrg4QCk1Pn9sAykLAhEl9uh3cWtIIMAR+0/zFYsdocH8j3yXUKdgk+OSEKZXu1jQqWoaXBnJNCIaePf6ZTmSjo76+vvkyoSfEfvAdsND6PaPrjSTNBIPP6Mgms0xEsl1aiV5PDBtBleu8QuajJQ5VQhMO+SfVhdAYOjFDHXc9sicjZrSGfr64TIVFZW6TXL0j0x44d7kpz0OxODI9fkfOKsgRdXz9vrkyiWzVYfwPnIIh7A7/AK7ySWIbXGSudYZKcEdlmKaa2DXl5AhHQjmsE6QESsor6bxVQBYeROCSaAIGqH85JTjmlON9frgfoIbfxufTAahFOof7zktUMS7Pv9MFiMoklb5wkwQepEH3wZKSi9azR3Vwr9Y0ytAbfPXG9woKea++JH3DG9fr61jBeY6CbxmzgAXLybwCVJYFBOARkRSmnCRBuou/NYSRKOTmcqt98g78jFlLY4j5rLlQCWOcAG0LbZr5+TKPrFyyiQscSx+J59sV1Q2BDX3yTWFgw8vm8owmAk3r6a7+uAEFQE4jz69oxFmKMrlMtcdojduBgsjhiXnFI5GuDzpgQKSlJQ8MZS9RAySUMwwBv8cYYuLfaRn8keuBItJiyejqvxjT3i7o7YdnM9bHFRnYjCG4QXUg/ljEAuaHZm6CnqQ/XLCg8uMcY20TqcZ4LAWK4jADVCw9W8dmyFnvznGkD7cTL+sABQEEtd8RotbLzWO8D226++cQpLOdseunUTH/AJCKpxNHGsB4kIDCPPvWLIwLMTx19jGNItrPmvXJBbWQsa/cZI6MsCmUewTNrePLwJhiwAPT85B6xBVfeMoHYHnyMVIU02dckKQI2SRH4xltpe7jAY9kbv8AzAIlBLB4yxYgKD0YzSuZ6fyPnGkFHKnG5GUenOEegIeAnsEYTRIJWryod1of55BjuwxZkm/r3cqO2EadmvTj9e50zWWKyiSkcmDGDCTDp+wQ4gNTaYl5wHJCwuWRFI+ofvIG8ELDpiIsmPfFGCtAntf3++EvRvyPviNjvHnSHotcn5+cAgBmy1waiCnUr/cIA0SuGD7ZISNLERXiYhVPcXihd1I3EYbHcWBHhiIgWeEVkELUQj3wMpSjikSESsOsSMdsFhnoSFvBWEJ6oOoW8IdXDpgWEpTsnS8GYHAkeuKFCm00RmpAElbf1gNBMFpLz84OVym7cZJhZ4rn7YuJNIEQ6QcRhNZDMhFvriEJ2CJqv5jiuaFHX9GUJKXI/wB9fjG47JQN/pir0zD1wLom0a3LvrkDLRQck/s5owUSmcoTHnTWbGSBDlifxh0pIZsK+yX6YxF9iTr1xv4wQZ9wHTAmDqjlxkewwW8MPQh7GXrHyDxCCC08j2xGKQUGzi2zSBE1D/mClWhSyo4U5BPKwOvXEbwQstvjIvMAmYtqvjwyywSsPbyMBBKgHmsEDm25++ANMu3v8/zpmyPq5ev/AJQvQZOKmsg3GT6z6cGEGUrRhrCYmew+o/TAdUmUihv6dde+KfpCAm/qT2k7YhYCDhmTB/OkY0wSQaPFz/MWOMWlS153wURUlJs3+sYPdPTL0BxYxCuylsI4SAbGIRT/ALkBqduMfX0AlgNfeMspGEDb4cOfydjHVP1weCl2yLwHB98a7C6SeRiqwSqDtikFwD1Xxg+9AppCsegXgyDM84oAms6TiNCcbDufO+mfKQbl9h65pdsKEq/bgnmdGsg0Ru4joEYKgH06Y0AIAQGoz1MywqY6Jx6Fim5f1iIRSjXm8EJz9jitURUu28WYCRAt9veTpgUJPMdjr75qoQVSSrzXpjKhJada/wB43iQgG/KMrnq4z3/uUD0fKy/rSDzkyeJuKE1vBlc0CzxkoAkiBHnOBEMmo1gcBqoEvADQqQzBWDEIYnW4nISxYJKT44QLqpC4b75JrQlgYPFw2yQRO0z9o+uKMmpR4P7hZQKAoqn+e2Oa7nUOv8xkgA7PX9S4QQHsW+NR2wXYAejB0CV3R4ZG6xpIvX+5KhplZlDEsYEihhcgX4X23bvNxxWIi69oT8GWaVt08i++cl6F4MEFYtXjBUSZLYfPlymgxMMpJK9AIjWVIJg7J/mQUgiRYpP91eIWNzMKm/DAgm1K3qJwlKy2Qku+vriWJ0g88eemVMS7kf5BeI0EJp6+RlsTQW4fN5KOBKFBYyH1OdD/AOWKMjeMzBDAmXphORJ2HRfz8ZIOGg/JBkkbSMcKynlKmSZRnsU/fBy2LdjRflZKik2DRb9MkjRsEz1zQ9U4hvIF7I/3J+ku4GQNJvJyr44bnjI5AMCGQrMoXbJUwwW7t8/uSNbIxFMYVsIs+x5rEeUZR5/e8AdjFxrev8xdTCSBm/oVgfKgaIPx2yJYMwlN+p+2WTgke0C9eCRIQmC9k1Xzp+cZO9Cf8g3xkOrhyltqfziIIg2d8iCLKqnnFFgNZ5k/uAYUXhGHRE51yARDTP4wiaTmD98gKERDk8rKMUGcyH3pjnImh6jJ9SB0Bf119cuE5Tnpdd3Iot8xtY/zDCiVFhRbhKIUAKwBBkSac5MjIT8eScKJOhx+PfJGKUqra5BuRGIN1hRNImO5f7xAYJ2CS1kklVfcx9ssVxCJgTGFAiajG5FhLDWQcsy7wuAd4gX4++Cujom3RjJNCUb3gw9EBtWMWsrgo4gJcrNpg6M+5jKeCU0iN136c4gQQ2skxkhmLuumNsM5LPe3Z+2CLjS1KMv0rDGswaevnGN+nQ+nYwKjqvNffFz64YojIVKJMUJa/LXXGNph2E9T41DhDczG1qY9MiJn4D8sZfnq2UQQ+f7lEjCvqMqbdVy8/WA1q2JdnwT1+2CEDnFRw6GvzlsJhBNYCUjoOEPwfjKVP0Ev1/50WdJhJPjE41URAaO1ziUkgomij03PbFMEBHoIR2Hxit36Qeu+8XWKVXa9q+mIzIo5Ah6ZAGRxwPPn3yBGemi8NETyzrA+swrGClEAHU15OC6iVGuPzkJLqQpNYFiQVFdRrvmzsrJIxBoBWD08rLjJBM2i8MGGEQ9D8ZK3DCT64tb8mcnPi84oonZ0fOGspGkcRJRKZOCbeF4hh3P05WtJJLt9jx7TrAMQIIx14/tYgaQmBUYRNegWXHvhAU26DX5cXcK4c0CgsOTjMQqpMzEvHpBOKDCF11YggE0BPpjcSPYOmOSwS0bM5MAVAQ71z7ausY7QRKtsSCYFF4hz7wfzKSKYrCkk9sZoIs7GbZzT1v5gQiEMmxrAU1yGdYso7y9HILiARBA1kWQyECgH8wMwai9HeShN4ErjJInCthXq9PbCRDHLscRmG5rjjHN+XXAkDplh0wApkizv+I+ckDeNZaEDqGJU3ENqXiCYUvdH7nHnYLJBjznBxESlB1c5j7JDaPP6Mb4NynXY8tx2ES74dPPT0QiR273wVEHK4aMrREtAPO+NMLkexjpiIEEIQkKxgTkiQtvnvjFkJdnnnbJTIEBinXj3MkVEXD1OviD74jE4kgxCl1iy9PtGTOkgYCz+K94x4iMvQ98S4wqef/QPsBQBiTJ/VEqfSuf5heSkJhFTwdmt4zJogWwX44W/THPpCjQ6n7m+9awQYkDC22/XjBrzFUIEvX7wkqQ66F/vJWEFXMzjAiYqzKV+TAOAEARgFmnQYr8uGxLwKAxEyLR64AFkUdTBs2MuzAmaTB08rATU6mEYwmPfKQtsdBzd7AR+k6/zE6ZMigdo+HHmg957Mizmk1+7FtiFFsfPcxGwwEHb0br1vHSHJgLfHplLG3NF/mTLIQC4V/MGJySyFePOIDQhK/Q8coLMKpkrbaNUx/uIn0emsAFS6mHOBCarGKBf0w0aaKK8n8Yiqzo6nAsUFlj9ZbKEA9DOIBWxEmIbK9oMFpAbMCZM4oVEc+5ZwJVraKgjBQJ5TjFXGQ9Kv43gyiZ3CFv6ZJEI0EqZIlKFHev7itJ0I5OSSiss0Fee2RLiRdRGKJ1BhvO1ZTplHMWCFntxl4BE67sRFJyWRTQYwUIKLgBxtdCukCH1wYjWKuD9vYvBhsF/2Px843WIuy3547GWdA+k9j84hBNiBFPxlaUNmT3DESV8CtglTWtdYIPrziUxAg6uoyJAnBnkp81lmBWi9/IyJtdGDg/f3wD3aFuPziNANG42Y2hei8TELpmBlcrARx/fO+WenX7f+kWcNiYicOkJRP8AcushhqaRfafrONFZJ4oldp/WSrsO0eHjiT22VBiKui1hEIgo/OQJFz7P8rOjomTp6emU1iGwp3gPOhG1jz9ZDCAu2i87EoEgGshPtJdVrFLDI2aDWQnsuFwBOgBmfOMXRkIKxjmNpL059sOOH2VUcYWdjpyCXEh1MDnWVKtUeWLUoOWljBZw8b91+zcnrgStGxYR50ywpTQeOuCApMsoAf5ghvB0XrAJlyQK198gCcGAP9wM9eFOn0+cAKUE1rLKodhEQ/Gp+DHHGSF2bv5jDOJ+BD5rJkXaRiDtkrYsbrznDGWCBPPEgx5YSMh9cnNAtl0TsZA6UU5c0zZto4MZECl4CP8AMdsJC2nLgdUjKrkgdoowoSO28SzSUHTJSntSjj94sELM1y5RYTLC+mMJF2ogHXPpgXzDfPziiaUtPnkOKQ+jDXJm+VjjDLAQm8iGbEQ1f18E842u0Ta1669C43uge/UDkjFDYokruP7ktsapHin4zcygI4zWGmhg9q2ZASlX599YlBhryVykmCr9T4wKwkAPCTAgUEpiseG8AktwOKH481kEoEQSDr9s/jHZ1k1vfnpiREbfF/hiz7UDQ+Nz7Ypa+A0O3/qz6GIGbyqaIPAcENeQlK1mgpghdYTFgJus3IMChhs8OTBEW2Fgr8xx8YIGaJu/JwRGUUuQ3r1vEsgicTCz985KqkCl58nLAJRbPpg6dy5AfAtQcCEgNHDKebwK1pFUZImAOl4w3bU5N8qRi+ZfTFTTsbnEmT3MOfVWh0ceBEMNt5MCrZFv85T3voHz2cjOOS1Z9/d9tYCSBQki316dMWr2Q2DjNQYCwuM7+RWpxCJBrdNvpiN1eJbwCrREBUmMYgRaJGv1iglJ3twf5igmWiOD/cAzCDbb/MARRUQPEYi6SxXdklZ2W8YCjLAB3ZIEOAQQ4DabIJ6njkwpsse+aIMG02aydpAUHXEQBmC6BvCSkErbZ0OgFye/tgjVWSLPHOEIQ727yH3ZYYIKtaDcGJ3CInAEpQHg/VYRILq8XpE4exCJi/4yDMa0IH0JvDD2Hr/M8YWx+ZZzQ69/FIzOnDk/uQp6FUHrmlKg74NjQHLhYZWFsAuEtbThvvXzzhLCoRo6n6ZSMQDEJnBIo1crBD4fXLDVAMlnw3iGLAKKqvn1wWMEpsI3L8ZRvBSIvEeu/bDgkhYIAx+R80pSV/65Ji0rE0oGAQygSSMOESgNuO4mQbJ4znL1lXPnGEltdg18ssZoLKIijbvAOYKLlDjIhl0DeMFQDTiRMAo89cShQghuWcEhwiJ4fN5Ewmy+njkmvcLC5KkNwpPTFMzW0Yn8nBQjpXbnAzSqXsej3xlgQwiGdPRyUg003/GRFAq+n0/WQp0sXBmzAdQJPydvjJTosdeL1WEYQ5oer63kUos1KRguoJVBrHFYFEuWyqIZhRixJywDFXFq12GCFPlxTGe4CfbBIFMykCJv6YECoUpt3iP0SPOBy1CTmfJxSWOislMCGsQlA9CK8TIZI6DxkKkCI1c1kGVBIKnEyZNkJIcK1ATXu/mMKqgh2f8AciTgQQt+VgEHuqB8/wBxGVsG6uf7kqU7S9H7wASQgEV321Fa9+MHrpCFLB/WsiMRD5L30nfLkHbBPRAcdsNu8WcDKJN9B3kvIE7H+OMVnPrTjkVFDphys2DsTx+2EGQgU0fv5x2PeQ437axhOAha6bf12zYqARbfo9+e2CRmAYVURL58ZBQCLCZ+caFsKxbz27/nESsJRIc6yEyYh9HmsctK2/8AtLApEQ4IIo6ET9eMoWCEvZzYguVV/aDX+5ENSQmE/t9MKrzvSMmKqlgiLMSnaMDAwnOZNE+uahXYA6+VkAAQKaEOSPkTbfXAXSHDeJIFvoZyGa8SO7GC1v8AjEbh6nKQBiZEU1jgAjqdnv2xBwYB4R2fztikQ7WvRnd6dU5CKtNbfXq++KDVBATqulfGT67BVeuvz8YxgonR/bWEiZJYOUX9O3N48krGDpkGzpDmI898kqRDhTEn7yqEWMgCQC5dN4CFgVQI0wMlZrY6fjjIkSpCkQXiZ5AmQbI1myxAhYTHnbGRBoAIjf8AmAETJI4eViGleoc/GEOUkwtkMEzIFB10/GCCeTJ65RhUHkyLqTUXilYAaHbv71iIwgATs+VgSECdLuMUlWJJpX674B2DZKFwBAJYXF/XtvCfAdijQ516d8S82U2rq/HpgIX/ADLBJcvp6s+9qM9DLQYwV9jEmXeMkq5D1wIENGfMt+nrksgkW8vb+4IAmHKqRf65wxkoLEo+dcQ28MA3+P5jTGZAq1nr05nxuoBwFk7ffJQKdob5+j7Yy7bJv2/91BbZDjCicjAK7h0x0rJCSnfznJM9jHCnX13jWCyN7w+k1kFEGGQyPNYgKI9LnJGzYNz2+cno6hEp/wByJAZPPXEKTDYxu8JG64UzkRhuWjNImRQ81km56Hs8jBSaES4QJa6uSMgT5PHs92/XICokef72wunIQaZOHAguetTz6Ygj6mTni4Gvp19HKJjVVfZxiuzDSI+nMcx+8W0kyREA+l9YMQClAorhDuJB1BgmVBY4rBRND1KnFRMVqrzYtEgKNedcmUsU6vdwO64bInvj98Czp9cU7RirP7MsQQvEwIwNCZS7xIOpWtjApCAsAX5eM2NnRAHfJFRbNb5xTGOKdmDLoiEJXAZkEHh+chPkG+ng48Foyjt/MJPllqJRrzti/wDKLSbj25nKR7hs+vT74mUgkajJ4/5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" 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<span style="color: black;"><u>1600BC. <i>Nebra sky disk</i><i> of North
Germany</i><i>.</i></u></span></div>
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<span style="color: black;"><u><i>L</i><i>ocation: Central Europe.</i></u></span></div>
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<span style="color: black;">The Nebra sky disc is one of the oldest
astronomical artifact found in the world.</span></div>
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<span style="color: black;">This is what we investigate in this article.
Can this bronze disk represent something astronomical? And if it
does, we could push the age of Astronomy back into an much earlier
past than the previous evidence suggested in a past article of the
Age of astronomy Series.</span></div>
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<span style="color: black;">The Nebra sky disk is a bronze disk of around
30 cm diameter and a weight of 2.2 kg, with a blue-green patina and
inlaid with gold symbols. These are interpreted generally as a sun or
full moon, a lunar crescent, and stars (including a cluster
interpreted as the Pleiades). Two golden arcs along the sides,
marking the angle between the solstices, were added later. A final
addition was another arc at the bottom surrounded with multiple
strokes (of uncertain meaning, variously interpreted as a Solar Barge
with numerous oars, as the Milky Way, or as a rainbow).</span></div>
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<span style="color: black;"><br /></span></div>
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<span style="color: black;">The disk is attributed to a site near Nebra,
Saxony-Anhalt, in Germany, and associatively dated to c. 1600 BC. It
has been associated with the Bronze Age Unetice culture.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;">The disk is unlike any known artistic style
from the period, and was initially suspected of being a forgery, but
is now widely accepted as authentic.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;">The discovery site is a prehistoric enclosure
encircling the top of a 252 metres (827 ft) elevation in the
Ziegelroda Forest, known as Mittelberg ("central hill"),
some 60 km west of Leipzig. The surrounding area is known to have
been settled in the Neolithic era, and Ziegelroda Forest contains
around 1,000 barrows.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;">The enclosure is oriented in such a way that
the sun seems to set every solstice behind the Brocken, the highest
peak of the Harz mountains, some 80 km to the north-west.</span></div>
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<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;">The disk is possibly an astronomical instrument
as well as an item of religious significance. The blue-green patina
of the bronze may have been an intentional part of the original
artifact.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;">If authentic, the find reconfirms that the
astronomical knowledge and abilities of the people of the European
Bronze Age included close observation of the yearly course of the
Sun, and the angle between its rising and setting points at summer
and winter solstice. While much older earthworks and megalithic
astronomical complexes such as the Goseck circle or Stonehenge had
already been used to mark the solstices, the disk is the oldest known
"portable instrument" to allow such measurements.</span></div>
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<br /></div>
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" 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<span style="color: black;"><br /></span></div>
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<span style="color: black;"><br /></span></div>
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<span style="color: black;">In this case, the artifact speaks for its self.
In my opinion, this remarkable find is absolutely linked to astronomy.
From the first glimpse of the object, you are stirred toward
astronomy. The date we link this artifact to in this article is
1600BC, but this was when it was abandoned, it must have been in use
much earlier than 1600BC, As Selena said:</span></div>
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<span style="color: black;">“The time will come when diligent research
over long periods will bring to light things which now lie hidden. A
single lifetime, even though entirely devoted to the sky, would not
be enough for the investigation of so vast a subject... And so this
knowledge will be unfolded only through long successive ages. There
will come a time when our descendants will be amazed that we did not
know things that are so plain to them... Many discoveries are
reserved for ages still to come, when memory of us will have been
effaced.” </span>
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<span style="color: black;">Believing this quote, the Nebra sky disk is
probably as old as we think. But the knowledge to make an artifact
like the Nebra disk is evidently much much older.</span></div>
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<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;">So what is the age of Astronomy, you ask? At
least since 1600BC this time around. That means the knowledge of
astronomy is at least 3615 years old. </span>
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<span style="color: black;">The search for the age of Astronomy is still
out there.</span><br />
<span style="color: black;"><br /></span>
<span style="color: black;">Read the next article of our series on The age of
Astronomy and see how far back we can push it's age in time. Stay
tuned, and continue reading Ancient Astronomy Series: THE AGE OF ASTRONOMY. </span><br />
<span style="color: black;"><br /></span>
<span style="color: black;"><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-57-astronomical.html" target="_blank">Next article: THE AGE OF ASTRONOMY. 5/7: Astronomical References: The Scarab and the Dung Beetle 1813BC</a></span><br />
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<span style="color: black;">Please take time to read the links and PDF
files on this subject. </span>
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<span style="color: black;"><a href="http://www.wikiwand.com/en/Nebra_sky_disk">http://www.wikiwand.com/en/Nebra_sky_disk</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm; text-align: left;">
<span style="color: black;"><a href="https://en.wikipedia.org/wiki/Nebra_sky_disk#References">https://en.wikipedia.org/wiki/Nebra_sky_disk#References</a></span></div>
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<span style="color: black;"><a href="https://en.wikipedia.org/wiki/Seneca_the_Younger">https://en.wikipedia.org/wiki/Seneca_the_Younger</a></span></div>
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<span style="color: black;"><a href="https://www.youtube.com/watch?v=8F0KrMeHQBE">https://www.youtube.com/watch?v=8F0KrMeHQBE</a></span></div>
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-nHYC-j9musk/V7S9fT77bEI/AAAAAAAANSY/x0EWTvtwc8oRbbhxwuHxJxIwWh1IefewQCLcB/s1600/Age%2Bof%2Bastronomy%2Bpict_numbers4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://4.bp.blogspot.com/-nHYC-j9musk/V7S9fT77bEI/AAAAAAAANSY/x0EWTvtwc8oRbbhxwuHxJxIwWh1IefewQCLcB/s200/Age%2Bof%2Bastronomy%2Bpict_numbers4.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pubic outreach program by Astronomy club Toutatis, Kustavi, Finland<br />
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S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com1tag:blogger.com,1999:blog-814906812666026354.post-70055288371664010802016-08-13T23:29:00.000+03:002016-08-17T22:38:56.024+03:00THE AGE OF ASTRONOMY. 3/7 Places: El Caracol, Chichen Itza 906AD<div dir="ltr" style="text-align: left;" trbidi="on">
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Ancient Astronomy Series:
THE AGE OF ASTRONOMY. <span style="line-height: 100%;">3/7 Places: El Caracol, Chichen Itza, present Mexico. 906AD.</span></div>
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<i>What is the age
of Astronomy? How old is it? Can we find some tangible evidence of
it's age?</i></div>
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<i>Many clues can be
found in almost all civilizations on Earth before us. </i>
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<i>In this mini
series of articles we will establish the chronology of astronomy with
astronomical relics, instruments, artifacts, alignments, maps,
references and places in ancient periods pinpointing exacly in time,
the age of Astronomy. </i>
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<i>Ancient Astronomy Series. List of articles: </i></div>
<ol>
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<i>1/7 Instruments:
NASA's STEREO mission. Predicting the Sun's activities. 2006AD</i></div>
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<i>2/7 : Relics:
Abù Bakr Ibn Yùsuf's medieval Moroccan astrolabes. 1216AD</i></div>
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<i><span style="color: red;">3/7: Places: El Caracol, Chichen Itza. Mayan Observatory. 906AD</span></i></div>
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<i>4/7: Artefacts:
Nebra sky disk of North Germany. 1600BC</i></div>
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<i>5/7:
Astronomical References: The scarab and the Dung beetle in ancient Egypt. 1813BC</i></div>
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<i>6/7: Alignments:
Megaliths of Carnac, France. 3300BC</i></div>
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<i>7/7: Maps:
Prehistoric Starmap. 10500BC</i></div>
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RHQK/tU/y/ogP9Q/qYH6L94J8Are2HwNP6K2M0+invG+iFTsM6GyHDhHoSp7jB8lLWuH8Lv0X7xB0rCMNqA+6f1VNMOH/wBf3MLaVkrQPJS5yzXC0lcn1QktCPxB6L7U57L7X6L7X/ih8Y+i4cf6Lh9p+qMYjSuLBJ6hfFaR0IQdgtiM6SiHSSMiBxBC4NtO0VSCMiFBdVPaM6kM1Pr2Hx27cveuuWh33mp2HiONTMiFVN9fc8GqUe3PsITsTD5gsx6LE7z5YiAo2991H5vQLSmfc/L2ePZbs07HacQGfZjeIRNo8PdguE7SvjOVnDliU/qezOx7KmsJbGijuj6L7Iq7DnC2kaq+W4VVQITpm2VrKnkvUu9raCeVu6xGuaWGrUdgyKz+qufquYIFrsgrHiBuqTlmhE9E6p2RyV3N9VxBHqLdFYuBGso52vKdxRKDm3vOalz4tkU5rLcQnyT+KKhkAhTaFUHTChzhfqqar5IfEA8FxYpPmhOKb6SjDj/Mntac8zKZhFv11QlwjxVId4SZVrnVROeUlWFozVMmEBmR1Vmea6ea/DsjVhVa2JQfgFnWtc7YnQIYYxJaDcgIfdOdS/7TWAzE5/RVNaYjTdBu/T/CPFZN4Ta1keGrz/wnOitxv90qvMFCnDYPJScJnovsGei4WuykCFceIhdRdU08XTNNiUIqnUQjzVbIN9ZCdibBENa0TqAi4tEndbDqswhDuEfKSUK4tYQ4qJnzRoCc+g94eq4d19Exp2z7AP7oHP8AKuWeoCiniPzbKciNQE2rTRVB8ToQunQL6pzvlyA6KsNBDNyqXU+qcyQAdZVQ9orMZyhrZcpuhEnzXC07mHKLgg5VIQeLrdFpjcLM5WVLneFl+ikt6LLhA3VLcK0Xuqe7K5bL7MZyuEKmLLkPqoa10dFZn/FUObZ26wm4TRaxAGqp6Qm0tkttKuxtPQpww4bJzlTi3BMG6dYdITzhtcMT+FA4wf3kxsjw6L8Ku0oi6vV6qzTfJQWuqVMO3zU7KaSQtUczqCp4xbVPc45CG1KoXjJGmCM81whojOVbCaR4riwBfYr4ns7oiLBcWC9QMLE8goZ7PiGdwj/0nhxCy4GT0KvK1R5qpRvi/hUVESuYoXfGyPEfBcLiFzn0Xw8TrxJwztZ0HNOr0OiNIyMKlrOHda5yVVOoiShfVcKY63C0yF3upKdUeApxY4HoVmPRcw9FmPJZhcRA8lzM9Ar0eYWWEP4QpMDyX2iYyYkxMq48EQBkFncuJsuabaoWuiXRVK+zf0VNMGLcSJo5s5K7ogXFpQrBaNiotG65Vy/RZLJZLlXJPkuX1V2WU0w1Eu7xsZElBrJev7QqcVgPiFi0xSLX8FLcIAnWtOAqv1Xzj8ydhNxSHDL0Q+KbDZaFgbmVFY/k/wAp3KRvHZttZZKkmNVSHdZhZ5K5Wq18EKZXxLj5V4CZQGSdGK6xTuM8Wa4XO8kA17j5Ln+i71x4jsFzA+IXKwrkw0cVp4f6LQeQR+IKuzTxKnLquF30QqH0Vh9FeM9VyGcmwEObhGXmnahR0lBzfZQGxBbAujVg0ToQuU56N6oVd5hw60NG/gsMkgtydZX7uSSLIWwobcpkMwxewBTSzDYWz8uaqxO93IjtEZzkhNtuzedYUC+mSIH9EGl0DwTcQuqg2Bsodhgtzs5TlOimU1tXNrCAkGyOG2mCDcFd3YOw3Seq58IT1QxHd25gtU7ZYnxQPwwmudh4ZaGZAr4L8MNIHDOu6NWO8ExwliuVtbSFxKQSQMlxNXTSy5fosj5BTR9FaGPnhc4JhDKs6rWBTfoiU6poTy1ouuTijJFr8LMcNkWUkPN8kypjbG+ie5mEwFw4YKe3uBN2l0rieJGjdCEMQe0u/Db3D2Dx7AFKjbKyJOdS8+x0rFncp87JhlAuJkYkC/VOnQ29QsPuXFs5rFa/iGxWO3DNIBsuJxK//8QAKhABAAICAQMDBAIDAQEAAAAAAREhADFBUWFxgZGhscHR8CDxEDDhQGD/2gAIAQEAAT8h/wDkQWeiJYFwYoQnYHxhPYCQInJ7tDYD2en/AIkKQPnGlOCEr5ySac6SRbtkSQsQAbUk4WVYrYR1PeMiMEAuZ35xDK0jtxIQ8V/4Joovw7xvYOYv9rx5UhIZSmZX0y7gToAzO28i4wDanWn3yPf01WTZGTnwgkh9PpkuHcBCv9zwAQkdDJIEOArif+5M0NrE8Xf7sxoBE7Hd/vfF91IUjsxD0dcInp4wirlUnrhFgQBE1WW2VyMKgRJ6mg/2bqWGxTkYQWMvp9MKligEbrBdIw9DXxhskCT6tJ337dsoQhKFhhQLaarNG5CkObwECQXz5yAyIHL4cC+xYSI84C2cqX/rbugYolcINAiOZeL5yDdJmmSouNX9MaN3kunXvL+7kZ00Kj+8l1MVKQ3L75fTSIVJfGDIpFzADWvE+uWlDKgmvfCyS3KFoitjiSVVI83nFYI2VUymMagqe+R/ptyOqbgjTiyJBZ4ntgZMiiiERcRucCzzLErvZ4+k5LDQQQkYjjj75VpGQSO5k8zlFfgpCib+JyFIalOlV1+7yLBAoElWCH9++GV2wBD19ffIONLUp0Y6YMM4KMzOp9kwTNIURIs36XnURoRXXOCpMSms8fzok0Fr0xJGJJaDcfvGQeqyMNAp7Gu2EdL5KwC74axv8JBj9POt4IaiEwK58hsyZh10Toa47YkHhJU32vgMDeVJ8L2I3xOVcaGlu4qTvk5uBComeB65rpIWv9HjJiiuSwrXvk3qkEBm398ZYyeBkIXFxZgCRZqnEitfb+QOoCT0xsY0ncd8HTBEQO8GNSGKewb65AlyQFHisdaYbAmj4xXIFBm724NaBZpfPzhGmKcB0rIeuovogPO/hw3lEt1mPjnOJzAGzqFeMFihEVaiMAToM1aJb3OKSRhvoLPio9TBwzPYknvdxOFGONFT7fXLZYBdGf5CNMhCVv8Af6YSsT1w994wGIWTneQcQjlvJc7CCJ5cdVpAWhmliaZHgUAzTrK5cTMRztw6qjNBtBY9/bE/crTqa84a1UW0bvj9jJYkdlHN05BlrJmN4w0JGNN6wYiNtjthxxCtCHbNfwSMJsk6wZ9EKac+U3jiTBJGU5OtcuT3Guk5ItHUaa74QEW2m339cbeFhs3hSU0SV84rJRFDcZtDeBnwT9sE4osa64rjWx0zmWUNT7/t4poCJoL6g5Z/CxYTHXNs9g0jKfACOz2y2JhCZv1yM48/wXJcYbK4xb5Syu1yiG9S4SRPqSvOLSqoiX2nHQbEAhX4ydvGch76b6ZPdjQxi2i0HydjFTRFRh8s6mmrDjB/aqn4ye1eFfRM25EMXXb2xmsrBacDcTSyWPGHkkmiQPXDmGVgTLx7ecnqyxSHEUHgUfw0pKyHpWAOHhVrgEKbWCYRHCX0CcawCJia9WTCDITDT98GJDOITXUyBEo8DEExTTAYgXOgtj4yGQSbhH1ZzW0csSXGC3+2XdNC5yWjutj4yc9itH7ZdRilg9l9seocEAkPBTkoTQS971Y+cTSjlGkvg2ZHTX+UCkmlNS/jEnB8YWzgq2KGL11l9v3y46ghOJlMi7E/XHyMxVuSJNLEGLcyEH9OOgwjmf3wXt/fXGxTpxT65Ozh5H3xM9qxhhJ23/WWCB3Z9sjs9ThBcaaT7H4xkENd6unxWSZZCXR/zLzYjXpjmWKRCIwphvi862ItnDNFEskhjVtAZNZOLbIhHjNjguEx9Cz6s9075Du3jLXrMLjFEhnEdsAyP8INCfOJK7AITGdE69qTDXKqqwfwSBEk31xWqzGT3JOcCYki3HIqt/jGe7ut577hTXrv1xjIQBiecA5/J/GaiTgUTOSTOmUtwpKV1xRpg1v/ABeX+EduoQNaFxJCrImI49f4bO49d54THGMokbCcYXKERV6vJQlBEvbFMEX3axVSbR1xn8TRjZEkwiR/jfRSB9nIEiUQkMphIS13wIXz1zvGXM4LIViguaVsaQIhyQZAEHy7y8XklqcrqY7wqUzvORVEvbKQRBE9XGm6tDZygI3THRvFspBER79MA1SQFbvGJBJUhDj0VClh01leTErd0vu1kKHTJJGnvkPgpRmPnh3WIbktXGKDYq++U2gpcROpzLDK8HC4WBd5KMWNBsvBZpFpfCeuLlEDl2MapB2mjCtJAFz33iuhTlg+t4Byj0mY+cVgsIqU0jrlMXaTVrz+xkEBqk+dd8SMZElwSzOTscAStRWGUeW0f3g1rZEyPhlMYBQCNVORG2U8nH4wpeBpaP3pkozitYz7VmySwS4ddHIWVrE2OcSJBCpkP7GBuBCKU1HE4vo1PF3gIwJPKaqHr+MZa6IWl1/euEGlMPVgxry5j65LS8TCBxpgIezg1M2CKb74ccMtU/OIjM3Wh74ICk3sPqOXMWLhWW9BENhHzkvDNn/fAqJKiF8YMyaioId5jXfDATxTJzxiQBLV2+DE83s5vb0YuAkmdPqNZAaPVMIpwoSToDKnxkt4j/prI9bi9YtcR56aAJevbCI3YFITAK0QIRxKw6lK5IUkSNTFaySAOfPnJdSMQ2MbQQNAJzRABSPsyGE2GaidRXOMCswPH9jAcXDEBn9nN5OuBPFd8NJFgup1nL98hcjgLabwssA7pOK8MdlfvWQEDIAR0v8AXOYW4pL6txiQ3aRL64MOINykT8dMCqjFdsdcQhFRD26BqdbyekDpUTzeCGhSSGZrIFBZs4nBICWYHAlFpEMevfLgKCFwjfXGncOgvm4MWKGzgzpIJSTPb96Y0qaWE8/Oa4iDB9hnNnxaGTBIwSxEyUk64yaMzEDhtYlDSOuKFYSeod6zryhBHiCJxOiQWTddcHSSusBzjUkclcFSuTb75JXAhUHi4mXIYstLg9b/ADg7yaCYOODNPMPSeh7XgbAkUIRf/MMcLTE3wHuhB16YRqWAA2cgg0KcJhToMhLiOpKHc++Wmh2LeSYTkJf3jFKYqquuRZSN52wCzpHDzg1LBtkxjA/kAknMfvObRYQAeVx0jBv2h23kClEkwVJ0w05Y2s/TAaWIcEI7c5XZIJfzd9PfOwNoVoOMt9iBEamKxIn0tsJ9OIyJrDZ24SF3unHebNg3hWRVQ04PMEiKF3475RpKZMR65vLTcJ+/3lmWacj4zp20b6emHuuovJeiNhgCQBgEd7xBUQWdDAVUBNv+H5wOxQmAnFg2UoJ5n1xyDOUvX74hvUht85rWXUWuz2nDPhiYDWWIg9zAVs22J85q+oSBH5w2USS5l9YyhGNqaxLtE6MuVULuemWZ3hmvrlAMbTFebyH60dn1wOfNySTm2rQpicJSDqYf3jmCTPYwyh1bSmWQCbNv0/d4u6JkLD+WICJ23GvrklsrruK+2QyVigJjX764RlJ6h3OQ8mRUFRXSbO+HRyM1MnTNjCzgmaf+XhwtBArW8mBbbUT4zlloZZjj84wsilkB9Jxu1fADCaAY0u2QFq4gSYiJjailyUjo0AySBCNKE5GSQM1I5HanRD/uQk3FIO/bDfAcBBN5GscQwU+uBR2Rx2xoPEhxNfvtgbIqVRH7OS6uUIQx7HbntkWGTBcJiIbUuznGM7KQYBotAAYrriM2FIRPtOBpt2apILI75agEqffT5yZh01z64liqrq+MSK84QiHV6xFjA7LOKNt8xvFYUdIhc4SLe3jA5FUmBJl3UbjjCk+Ju8oW2klvoGS2gfHfDGEzuVOclCzhJJYAOJPR5wzUiwlOtRgvmBFZp+MeFrtBXxiMITQVo+uVYMGrOA6AF0Mq/jIg52qjiAqzug4Sp7pleRX6YM98uF+crx2ajXXLKTwSZyQhZiDT5yYicrpilzMTTvKEyggq8spE0Ilcpla4i2/6xfQmYNkHPvkhoQJJvp98G3oqzu2P3vkbuoHrkrTu2N9Mor4pvFxroaZeYC9kuKwyFwarNWsRGUO+jo/nA7eaGvnJ0TMILKdcTjrLAnGJdJKAkJwbRJ4WLxMbPMBWT7Q7oZcIs2mFSEJtwLqeIlOCSqJAQnj95wK3HUDxvGFWTbcp6d3AhyjEJMUVOcPOj4/GARFRDYip2YVlIm4u+kmTnUgjD7Ml6AIxOAsImMVN4glSp4++FERRCDnvg2mCQkGeN9sOUikFYZO9fTtibsFG2MYxHcxMHTxrIUSL2sYLX6dcYFahhOEoDJiRHzkVma51kOY5qI+cXDSTQZXcKRVjrzkuCMrZMIA5K1eMUYknvj94w66eQdOIYyF6d5dtJMuiH64RpEI6m3/mSUTdmpL0j75fkki9LMHj5nJ6xTUzv9MrGalJmWxjtMZEBbcKlRX1yM2Sdih4OMssIgoz0+MdEn1axjU19sYgFW4QcL0D4WZsrxKVjLvxIFyK1ldRGc0SujeUHLhBWQndFl+SVXLVCMZVDElD14jv7YiO6g1EEPzeRXGdS9MkR9nWTc/nG+FwnBkNWoqgrrhGrBcUnzmiUwbLM6TTc4soCAwmEmH1+cIlYqVtXYvNDdCnfjv8Y8CqAtybic1q2jdzv0PfKGMGA59Caw0/eM2eM4en0ymRbyNR+pzR8Z6C8sCmMYGkXokfOENjVMcRgJnpT3cRu5pX39DCjZqyWs2PrkzZCqOmNXJQQqRxhbOHbWECgWEz9cvlEkSrbzSscGtZDK0qeM//2gAMAwEAAgADAAAAEG5U2/3x3+NHTZfw6PEcdj3psggPB++Tohef/aA/w4kVU4AgfV+BiaGu3LWgPkQ/u+2/CV0w/wBCOKEye5K09I3c7TZdlDkcAIGpfK2RfN66r/LyFU+cFimRZg6kIlK9hSRDW8z3woVxmFlEJQCrlsvNczDE1D/5wO7oifwZCEMh7BMiv3zWVDKTbLeBvczadg2CTjKBlShFSgGID/3154AJ6AH/xAAlEQEAAgIBAwIHAAAAAAAAAAABABEQITEgQVFhcTBAgZHB0fD/2gAIAQMBAT8Q+SDWE13XwiESk1HnUFK89+sqyDy5gG0KaIG7hfu6l27TUgdDClOKwsDQQ2QNWzjoVCduggaw4YAwjh43LAwdMboQz2lzcuWRwTvjRuCckRg1th4sSBL4XckCjFQ6g1FLhKDFYWJKIkvslogtwBgDGAK2UFSmJcNqiSugHmNHMOrgeMWrA3KYCUlIiA3ajRUJZGOI6g3vJk3A2Q2blCPqnuj6pbzLzcGK4NYUCLlwrFEJogblmF5fzPWmq7wDNsd5OZcbvU5IN/37yYOSGBzGefpD88f/xAAlEQADAAICAgEDBQAAAAAAAAAAAREhMRBBIFHwMJHhQGFxgcH/2gAIAQIBAT8Q/RNo2ZZ9JZcbdGLWS63jrzfxjtML5sa8DZqx2QdfZ5Jw7MmMPjY1UQVvBIfIxuhknEIaGxwQxu+Lwzbzw3MjtB5FxhogPh8hmIdfPwZ6RPZDFIUhC104yUGnpiUJPCH7h+wTexK8aXY6spR8jZ4wrEJMgugmymxVUyRYUGzy+M1eNyxD0ECTsc1RGrnIzWi2kbwbHgng6qQxsiy+K6IK9MmNOiwpvY1WIQIYijwIjNQU+hL6Gno/gft+EGhEsDSbzyGJw6QrGZeholBGyo09EdofejNIJv4D4SIhIYjThJCjWTsZzXz7C2ejUWh7D3w6EZz+z/MR/8QAKBAAAgICAgIBBAMBAQEAAAAAAREAITFBUWFxgZEQobHwwdHx4SAw/9oACAEBAAE/ED/6P/o//BfQQiKKKKKEQj6KKKL6KKKL6KKKCERfRRRQj6KKKKKKKKL6KAQiKCERRRRRQiL6KKES+TsEJQKv4gtaHHMQBkOe28AYsOrDNpwfblAkcBJFHiERRfQ/QCERRfRRQiKKKfkupoDknAE4P+D0IwSLJsHK1O8tQQQFgbKzwDSgGhL+JEhCxkLBlj/ViSbiUSE3sYjx5ALiQhAteqUVYPBF0elxih39O4oooooR9FFFCIoooRMhy8lh4BFEc9ywJSMwummB9oCkARDZIJpYHB0pcNGIADQgIR9dkTE7YC1IYILI8n1Km5JLFQpA8MB0Ih5HgDgkkSGEQEo2VUMIhcFOKKKKAQiKKKKKKKdW8gQSyBgUb6nvTqEEhdVoBk1NonBawIKFrihzmq8JFsKTH+JrM6hGCFFsrde1t7sFvAFtXUdW4AwDInABP2mi4yAkEL4/uD/mATsRadugA9VFF9FAIRFFFFFLn4BKiCnsgDptHBXTxAlOhF3kB8Zid+sADAyUqH8slTlvoYSjJ4Z0OTNTGJijxYIYYNBtL5k4ASNZTptkdiVrpyVs6RCIfWyJ5hg6DLFInZoDiY9tCWwiQsxedCfHqmBoFqgXgi9RC2gOQAAWwNgaJqbPSChazYFH4ii+ighEUUUUDFJkA4AAyZTL4GECGTK7w87aGbIRT0QI6KGyJ0aYQgBeFGN48RRPmwuwEBkECDbWWoGQ2QYDRSBsQxgLFzUUEWQRsG1sElndfe75uh4KlBiQZbmgDUTZBAEgZyAJUu1AAyCAIdgu2isZPsBtBgtG/wAoq50Z/FGkPJDA48k6NmFgKIlh8nZrcML6KAQiKKKeW9OiAAs+pg90nSJQLJIBWd04YWywIE5BZABLrHItvCAkWIUCRZIvI3DTPsW4MtHl7AZzXZQxFgSAEQ7RHYA7jaCYcAYZgULD1PRYWUDEDB+S8zlPhAAhaIWRkRljyX4WWxQZt5eZkPVw2AgGCNsUC6qsXfEWhJiKLBsUZd+zBU4AyCwavzHw17gGAIvOasngQ+3oZEpA/gPUBlfQCGKAQzaCg5yO0Cxkm08Jrn5jJILkhmGCWsf6olIAgUArNI3VbKfAYmgOFgCxHKWuHQpAghkgIgIJQwJxv87DQAEQuyoYdBUpLvaC4j8IYbrl8nuMkzlEB68zmWsqATUFcilklYZ6QKFwpMc+E4RoTMEI6R3RYAO6OX6IF2YNEIByLU5y1AOVtiiC1nyZvVVAoK+itinOVbAQsRIvjqufoYooBFFH224ABk1OM+yS6Fgg+Bzkz4waBtWfBwFOCOEIUTIEt0JnrpWVkAKABiufM1bkBQX5AB1kmXLvBiBkQea36vukwAHNnvCb47KgHAWbKQ0dRSXmoQJFASI0Sq1PaZSAVkaEcDWxKPKwBM+IYVe5ytsAYboEgnJGoroyFRYZKOX4nn8MIAAijoNBHU9mKBbCGjQRkYnZmAxEjAkIAIuCMhQes6AcZ8GKKKKATi9sgoCeSANflf6efE/WN/3O2MjIE4JTo/MrML8CuSx8eJ8dMAGRwKM9xIACHnsL3D0t6YpMpnCXU43RAFstjGueQJn/AKjRDPwYsNTCaZGBRZy1khOxO9FAsPYVvnidO2lBErJ+OkHSpVcArApCyQJ8NSDZBrFlHtxXdOAtTo4A+Z3DzAA6DfK0Z1f+AAHgwNpsmEfSBFM3YEAIhAsWFmMZyge8Sci39z/aQT8FBm4X/dg8oCdIYNsOwyPU3b1DMEFg2GK5E7u8IAQaJGjvfx7CkC8inC9xQngNrAtP7VP+RsHY7J4RqKOQ0NFXkurmmWYWKBKFBWWMcz+OUAhjDCjkuoc0wAdjPE9JOIE6Ei7HPEP2WgUIps9obnAJI1KILxwcz+H2gwC6x0PEH99zX0Ahmo5UJj4ErIxP9GwDZnGY+Ajc7V+ACKAAC1pzSaYYReh83j4xLj0EMrH+x/VjBgbw7iAamCGaRJqgYvJcwFbkNkATYyVOiaBSdExLBvjqfMWQMMoGF9urEcgwQxjd8y0dtxg80Buo0o0MMsgWIIYBX8S63wG2yQQToGuzXG7NgcGfALGMRK1Ni2m2kcWjE7QYV0LmgGTDYniaudAg4rNrA6E5svIbftwiKGFladAYPyxnift+guds3Gd0xNrHGhhGfIqJTlku2LA/M1sMOF066+ZZc3oBs7xDg/vM3U/8SklFuMQ9NYMHWE/sniAGz3B+6ZaNzzbA/YNOluCEE2SSQBQL71PifYBNM/ONT1ZADN2J9T0Bw0tU+Ck34MOOAcVsmhOLxFhBerIEAQa9JvcwZAoAAAWkfo19ObtIBAXwJfkfRkeqePyc/k0kJ12TAIxxc2GWLn6qAALE9KfJswB3WhcHL+D1hkczS2UdgH8p6LJ/AJ+77eJ6HsB8P7T99kcp/wB/jmgDOGezk5yI8BeMCZGfubPcHBzV8TpU4o5sLO0SvUD94qGJDACk2ysBgmdz3ALIGgbUX0vN/kCYJURQ7rM7eZBlYJP5n6/mTPYnsaMy/wAsB2xjufLeAZry8+Z/33AOef5n6cCF/E+TWMmlz/KbH/IJw/8AfA97mLsfefpePqQE/n+TsyDTwKP57E4Y+HkKOwRPNlwBdBrBGP8Axg23yJM/up35QP31+j7wdmKHHf7c+L8eH4nixg0HVQf3anS1g0U/ErC1DIQWxwT9vpKAXxPGwbCOBP5Q4ALRTqfwebPlz279DEFFTfFIcoAYSHxWSObeAwBrA2dHzxAI/p+05fr1PvkcN3gBtjBYBF8if2D0AocAH3B/neBx+Pmf4XAWVPnznlfx9p+7D+p5J4AP4r6D19p2ZMPxLoAlH0RAf72BPXn4RTU77dAHgAl9T4BEMToFKu3A9FsQAAIBs4ehxf4/wK2T8jMBmGjG5Aj/AIZ/hAIY+05LMgBgQvA4m8MYbMDPuec0GdTkb8T0toACdCTtFUp2fgdC9gX+ueTcgBV/k68TqfwMaAkSms9HiYl8wuKowgtyDic6ZgQCV6MFiVsewAQzQmxGGRagh9LtUyCqnyaSwB5Jo5h6fUPX4ndhAfbfehs4J/Mw7zB976iuDbATrkKc55BgHARI4Ofd3SLAW1RP7nTfWNgBPAr7eJ448GRgU4+82DyDEKQkb+/cw+HI5nYA76FTme0LQQ6WTXD6gNZ1iJjFslWbPBPKf4rFiyMv5LCjZ3WGRFdtl1yJxXKBZ0IFghqOxZyFCtsxjCOIQKxYBMAkSxr+5vCwDjJIUeRdsu563cQgoa09yz/rCmAyFV52KOoF59yABaBksDc+6ZAWFGeUIMX/AAbgYIrAvDiHOUACLFjkLRPicXrBBrBCIz4nePix5M2LioRoMbIYQYABjS4ZAWSRF2LD+4GenfSMMTbnQ7rBGrdf7EN+shsDhvCnJS2AkhAwABfwJoQtA2pqYfudC2DGTQGFDfGdcOrz2huNcbU8maK2SwNZQzU+7cG7TJdjY4nAcA2eBBYI6xLDCwITQGxAu8/aNNgywADYVnPUr6IF8EwJDQLEB2pUfUETgcmMMZI6nHeR4LEOy+BdSu5kXBEA6iaw6IE8oyiQIsHQE/EGX9/IDpRGp17kAy0PaFz8W2AQ0yIqzOr+ASJAsQEwgAQAdYlTU0DC0OwsgAUvfN3wJkZydt9TofwIG03/AHPmZERkiUnJwoOUEL8SqVMgEbsKAPqfhUMEMoo6PsT5rMKECPWZhcCCuSaYIpLcHtLIDAA3eq9yrZATEFsF0HwyPXLeAMXS1Yz/AJ8MCpQwPShe7v5F5lllsGqVsc63Mz/ipaBC6PzC7+wwJm1xnmYDrwCrbYnX3vLfAv0U4TbGUPT7HLJmijkVzX96qBNmwU5xrCCAkSuQq1CSMZKIRRQDFD4uYP5BmzRJAslApk0dpzYyWomAQ/cJ3ZiCWCMEkcT57B6D4mzSQ4zovA8SzTNCLEkijZGYMr0IySgGgFM8ZmZZbg0YobL1OSLhhx069zIoxLRRHAIKI9OZjM9hAMWrH2DidSjHhEgwJs11qe3sgKyWPIfEzAwCwBCqED0Ja34D0EALJWsWPE3X0G4aHRq/MVz9gqlggQINMYMy3Ji2ACIAB5N8cf26AGmwGQ+Ige22QyOcBDzdT8a/EskgNNVPsywRpEASStgeJXHwLiUoALorviZTgyEGyXZQ04IYmR/dA2II8gm8dqHqLBrYV6F73FfWQ+h55cXBTEEoFvlWCwb5sy23LFVt3/fcD2FwFWHgNG5kUVhYINEirI9z7HcCuW+p9gpEQVbTMPtfAEE2cN21z3PviAN0fZ7XM50xHAmBecHEH+tsHXmW4DYsbGG56YkRdk0/7mvv4BbDyAQxBFxPBQEiViUE3qf3vCiezQ+Z1y8CFIRE2ViefYCUBREJPcFRtRRYtk0K3xKMuEcCAhxLK3TE+0jEcy2PlmWrRQbZUWDlO52Wog4ARAhOX3M7b2GCiSWSTd7inNgCzyhywZsPuQAHQ7c2FlDYQMMSj8uAMz4R1vwYg+BFQei0AUbq8jBEeliODkhf4nkVg2V/r+Z4QeWzw0NnFwf42Aev9UX/AOAocgFPP2ja6YGhvYH3SjIls5ZIRQACPAcGe7+BA0ldOopf1SCsEOaJ14MK8UIbNm0uvIn3CzDt363B0TYDkQsPwHNzK4shjZBeBB+ZjHRQHxNNvniaGFfdTCDrBJoYEI/Mwb0ENgiR0cG5wGQMvN/0lU5/3IHyc9zzc+Bjf6+ppekFbYAs2Rzup8/iCiBsaOFrMGZvyMQVDtxqflsABWarziHU2wAJbLoXrieb8HB6DM77vNmgfxFTUYUCsXq7rE+8kiBYN83wjUbC601WQLr8hadsjCIU9KQ11PYI2XEe6eYOMxAAu9ILqM9Y7AiuzsB8QevCHIDonArHKU/s8gSB0eYHLDgArwPyTlX4A/JQ+08fbAJQIaCWMry+yNhiAJkiyem/BmeZ2wHg3BeCeTC/5UDYF4P6YNr4gwoAEBh39px+/kDFc+V1Pg2wMOv1Q/vZipgAdA13mdV8DdlXU8NyKM4Zy5zAvmwLHA+jD/uPAx06n5TIBAkCkggj6coK4QaiwASAA2noT2LpQURd6rxKKG5EEm/0JOTzYTJIZrJV0eJUOmQpBJCCOVsJt9g2AJnnAcd3DagFNhiz6zuB/wDUADeMfeWI2RFBgAPviVaXRwlg2AhNOWhuBbRoUIIOsQPPwgJBIaAUCrLEI94lokHTPT75ns/CiVn79ifnNZny6DsX8L0Z83iBfCnbhk+B7zP33AoWsfMH97ABrWoo8mwMgAivM8hiLZ8PM0V2TLgWTXRzBpWzAlKFEe6n8BtBVi6NvkTRuegAPIAL8zom4N0c6I57mXUxUTBsCWnsvvijwwSCTJYRACxPXTMABQIdKvE8QGE8Eq8TRw2ASET2OqzyqZW6RgvP7zOS/wCgoBDgf3GHCeDzkUuoCyShnJggGfgE4GEiX6sj39p9noop8Gf5qeowMPLzPS5gZRRxj5M+7uEGNNP3DTZvsYSOFNsl/oCDc47C6v7TtOAKTNgYr7QfwbAHXbepURjBhGKVQn0AM0HedgGyOqw6n2ZIEBrIBdfhOIRRgEBrhTHqaGIAYJYAxxPQVFGEF8VLzT5JPQ8/EHwNUep3+CCAAjg0J5R4MCrCL97g0dPQ+x2bn2FR0g50kR5Atmcp74n3PCECAOf98zivgAgOOjb4n3NoH8D+5/ZcA8AngT8xfA/O/iE/89AEsZ8cGJ+FQ29Lc/oqDhDyepyD4AFkMlfoyqrHDxREgmBufY+UBZLdhOAJXFnYAQaZN4xB3E+SnyXxCHMMvVQABBbINmGeGQKMSyIBwDjU+SYEAFcDXhqoNjfRwWiwSTdE4iVGIxWSRF6fIe7b/YoJCgpOBrU5rjQoNYUxB05h2wAZAYgNGPkMZKhpovADYRORe4vvxCTBCaxTAbvMPm50F8U1ieYf8l7FQsfpBREnKWx7nDdA6cLr8wP7+BJs2zk/E8M2KAAjkUEj5nvV4Dxef7mTKdgewk0ZgfYFCiLe1M6YwqwxZxZUy+cukMJgXRLXanqZ4gBC3gUZ/lkYJ3b9iFgswZIJPfCsHxOPVwIBCsb9h8Z3WBJMAmWWkvPhClDyEC8AVXxuccYGKaQ3/Fgt6yTABjgVhyA9y37q0iNWmQWALJcM9dAJFACxkAa0SfEwQ0QhEQA00Qq6mDdygEwBLChtkq3M/wC3xAZ1P7jYjYAHW+YfDuwWmvcb4/gAbsq3gnG4W/l7FdkCDs15Ck+lF99xMccQts2iZJocT8MAADYFbvmZPfFsMCQQAUwGeDVXkgvEUAsIhibGcCfraANA0c54h31PAVryxxNSd0As4ZBBGtm5t3sAKAsOw+ZRoFBLghgFxfEPXiCQRGwwsLF3Nmv0IESqoxuMGhEMlVgsQbOVRhgHOMMCboA0+Ep6rUEiEkCAhJhivUDDJcVAAAgCdBAY8IApIgQCyJAAGI9gA6YmR5/CfcP4hdPTvMDTT+8zV4/EqKhQeRH2b8/8mfqvRns1CEr1vYlYRuhuOOzWBtpjzGKXc4heTZ30IdA6GKaPD0ClU7ncAwgnPDliJLrqHM6MDBkCwYQAviJkc4LAFeiR7g0woCUtMB6jnQ5gQJCS7NwCwMqzBUU8mFHoSGxRVP/Z" width="183" />
<br />
<span style="font-size: 12pt;"><i>Illustration
8: Mayan astronomical Observatory. El Caracol, Chiche Itza, Mexico.
Credit: Bruno Girin</i></span></div>
<br />
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<u>906AD.
<i>El caracol</i><i>, Mayan Observatory</i><i>.</i></u></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
<u><i>L</i><i>ocation: Present North-America.</i></u><br />
<u><i><br /></i></u></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
In
the archaeological site of Chichen Itza in Mexico we find a peculiar
building known as El Caracol, The Mayan astronomical observatory. A
place where Mayan astronomers could have use the knowledge of the
motion of the heavens to set a belief system, understand cycles of
time and predict celestial events. Can this peculiar building be an
astronomical observatory? And if it does, we could push the age of
Astronomy back into an much earlier past than the previous evidence
suggested in a past article of the Age of astronomy Series.<br />
<br /></div>
<div align="center" style="line-height: 100%; margin-bottom: 0cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
This is what we find
on Wikipedia: ”El Caracol, the Observatory, is a unique structure
at Pre-Colombian Maya civilization site of Chichen Itza. El Caracol,
which means 'snail' in Spanish, is so named due to the spiral
staircase inside the tower.”</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
The structure is
dated to around 906 AD, the Late Classic period of Meso-american
chronology, by the stele on the Upper Platform.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
It is suggested that
the El Caracol was an ancient Mayan observatory building and provided
a way for the Mayan people to observe changes in the night sky due to
the flattened landscape of the Yucatán Peninsula. The observers
could view the heavens above the vegetation on the Yucatán Peninsula
without any obstruction.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<img align="left" name="Image8" 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" width="499" />
<br />
<span style="font-size: 12pt;"><i>Illustration
9: El Caracol, Chichen Itza, Mexico. Good surround viewing for
tracking of the planet Venus. Credit:
Dr. de la Cova, latin american studies.org.</i></span></div>
<br />
<br />
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<u>Observation of
the planet Venus.</u></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Mayan astronomers
used the building as some sort of telescope. The narrow windows all
around the top portion of the building was to observe the planet
Venus at a very "narrow" window of time, when it was in the
sky. Mayan astronomers knew from naked-eye observations that Venus
appeared in the East before the rise of the Sun at some point and
other times appeared in the West after the Sun had set. The figured
out with the aid of this construction the cycle of Venus in relation
with Earth.It takes 584 days to complete one cycle.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<img align="left" name="Image11" 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" width="300" />
<br />
<span style="font-size: 12pt;"><i>Illustration
10: The Mayan astronomical observatory in Chichen Itza, Mexico. View
from the grounds. Credit: Bruno
Girin</i></span></div>
<br />
<br />
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
They also knew that
five of these Venus cycles equalled eight solar years. Venus would
therefore make an appearance at the northerly and southerly extremes
at eight-year intervals.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Of 29 possible
astronomical events (eclipses, equinoxes, solstices, etc.) believed
to be of interest to the Meso-american residents of Chichén Itzá in
the past, sight lines for 20 can be found in the structure. Since a
portion of the tower resting on El Caracol has been lost, it is
possible that the other measurements will never be ascertained to
have been observed.”</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<img align="left" name="Image9" 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q0adUjaBiwfycL6GP83v32ZChbZ2/EUDlWLFhxmtqIhy77m2bfBNbrbe9nZmrJ2HeG0p/jipfRn1Jfp50A4jXGlXEr8EchJM7+F9DH+b377EVui/UOkC8ltaqY5U2mKW4dHoinrd2u89kVLBdXtrsR4sblAp3VrlfqCrC85dAvL5cns1/ABbRffWWnieGRw5PFtyepwlmKuzC+hj/P8AgN89t85N89t89u1YR4o2XUGmVdFTULdNz0QHLYCa8GeoyV2YnwZGIGRfRr5Kw10Nfp6qlYw02azTkZsVu0YM5Rn7+5eWFNsxqA4DFWSt0pgXVXRV2YX0Mf5vfIqGg9JI+msPTWvwBNXpr4y8bbfU8fY9Aveb3YwqsbV2NPjUmuNG4zdvIJ+9TWbprVVV8SaGtg7qlNKp6F3tZVb7qUQn7LcVpZA4Tdw4ThOsF2t4TSRiptK+zC+hj/N72sv1G/I6/UafqtP1Ds5V6Vr4jesstY1V49IbSp8jjx63dQSpV1dZf1o+t8rIasa4TP1Qm8T7NN5Nvcy+395ShqatGESilD4anUox17pvWsudUrNx7Hq1a9UmhEqMezC+hj/N7usMqAR1Qn66a9BNegmnLob1qa7ZUsttBdRVcjsjS1dOePQZAkUvG2W1/nl+a/CWA3NXLInKOcRaKGwENbHSaTScqqnOM51wTE5xjr6tSz1oeMptZU36T9+zJxLezor5L/TtyX4nMf8Aj9AW6hWoW12YX0Mf5vYK6EQeBX3Brld8j69Vo+o2y3PvH8KtoELR3VLuoy7qgClgPqHDWDR2OTAyVlGVTMlijSINXv8A3vXSD5KsdIStts5SZddhsBcqiIq5tNrpq+oWzWhPTl0uXVFNt1ORlTem72FU32MExKXeldTbJ0vJKrTtwvoY/wA3sZBePBW3U1TmrS/2gc2MijDgZ6aiusdIhsCpdUVEmbLqclLLGCyJ9691qVuHpXY0rO8+qMkKW5AJbTTvQYIQdOVNa1KImwFCEuuzSadlqC4RWsdCVQ3RDfbsqcpqE3U9IYutd3C+hj/N3zOlgutTrstVa3RqguG5+0MRI7eSXgdPPuXoVGVplJJVKsmV3TLYDgXyMUYEvMbtA8XLHa9ErJWQEGgXelUNv7buhrnXKdqV3Q1ViU07Lrgu7Fd3UuoZCseRrZeNV2ytS72F9DH+bvXMg9LAdgV3CUJ3a2KlHU8OACPjrtueFVjjva8tZ/67ped9IC3liVGJrUkk4SFyZqlr1m4ILByj7LMjOxSotXlKVfI5ZMC9pHyEBdl1QMpwoqzc6VjgJRXmavzX3sL6GP8AN3bmvjWjXSu7rCWJ2WPx3TTq0buau1xXqNUhKx8O6ZcYY4XUWNDWu+a63xqWzXSjD0WK6cNvHVZBhVs5OwAFY34Snr0Bq2Qhoh+OBdqNrlph9RkCKwAblwr2iQ7EV4V3sL6GP83cto77uOvapA+Tu2TTPk2y/DstQ3XnRQuGXLLYOMFkxl8jO6ZWMcy9d20eyp4GVVZ3Xne7xZCxg3EjJQePmLEbLlFAXxitogdyisHOcoKqsrJTjrVQQB3RJciLn8nj539/C+hj/P3G0V3T9sdqd6TbKrtvXRbL4tWDQiBQi2Tb2cQ6akmERuO9uOhY2I90w3TewZxqZNjlSrop/KabqE7FIDsD98yMPZQM3HlpBgHiZCHV+o1NmTpeWFXs2FjgoV/xzE+Eu5Xhk4/8L8KrVaQDYHfwvoI+ftZegFcJVaLxdO/fYQicomBBWJgZbOzdsHDx+EC9R3sWInXnCFayK1OBdHTLLzPn/wBlx/8AH9sx9XxqOmOynJp6sRkQCxfX2sb4mLBkERXVyvnV/Nnms/PkexhfQx/n7Tq7ql1U08e7r3Tu6qxE7q2Lg0Bin/YIy2AA7A9m5codpai3GUFrWNxnhkXGhyJYdWJZQ7mVkNaq1jXTr1Il4673KWsKAKEnRZ2xMDxyUeNLuriddnsYX0Mf5/ZNgrlMBne3+A1QDZbBZVLSkNg36jvbuHWtN07KjaslgdMC8qisce7an0oxfJCItLJWnGTELVtJpXHaCEvwobJWOdcaW17WF9DH+f2bXqxiSlMKiohPtZ55/M6qDpvUNscw9ggOwPauXArVuu45rpXU75WP61DVUa6YGtHN5JsSE6mktus1HHoAsewq5jP1HB53qvkL2cL6GP8AP7ZrE6JRaiRa0wLl7tvIsLK9AZoFLDjDXe327l3tG9VIvasOcmQcejuoYUwFM1uENGO1yokNk5PP6RSuUoCxCoy9lfXVVcCSrjRVUI+zhfQx/n90licYq7l3ZMx7HQBWDccbM2nY0I0A+4ZCJMc1hghZ3fZV9ljz5NNsC7+tbvBUWJEXyPq97/awvoY/ze9pDWJwgKEthJUQbQ9Q/bYwFDyOdKwl79zBnouvYwZRCRaSoaxZVlYDSyoepGrEwLstq6nUruXzMm4FWK73EVANaqxwDjD2sL6GP8/4JrEraDDXVbR9ljlprdkOi8cALtIROVRhLYBThupvsIN0VS0Vu3ZAS2Jua4UFmKM5im1jINCA6wvUO/O/28L6GP8AN+W161T/AGHReOtV+xwhrq0Z6LC0cEFwXfZrNZrNZr2JvRahul+3hfQx/n/JK9o6ZDopC0+7dUVbLGcvhS/DkMZV0VX3D80Z5i9zC+hj/N+Vr+DaR1o2hNFNK6YM3Dd9idIqvD3ML6GP835WSg25iWNu3m88XqH3lYVtNXvEAnPOMuwOWm6l0ejKrb7uF9DH+b8kzFYKet0sxEyMQlFRfh7ZuKoFal7uF9DH+b8nJG2Y3FkWNY77vpncHA67bj5Fn/Q4X0Mf5vyuQN/IGnMrbyrgZC2N/ocL6GP8v5R4jby/8e+1Nwis7/T23SlMXlf0OF9DH+b/AIDC+hj/AC/8BhfQx/l/4DC+hePe/gbOBs4GzgbOBs4GTgZOBk4GTgZOBk4GTgbOBk4GTgZOBk4GTgZOBk6dk4GTgZOBk6dk6dk4GTgZOBk4GTp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2Tp2TgZOBk4GTgZOBk4GTgZOBk4GTgZOBk4GTgbAUQh//8QAIBEAAwACAgMBAQEAAAAAAAAAAAERECACMCExQFASQf/aAAgBAwEBPwFbwhCEIQm862L55iYmrF93jDFmlKX6mLspfhTwxeuqlwvjYiE+5i9Ym71o/hYvRCIa2eyz57mL103ZY8nkfSkQmGL10PZLNL1JERFhi6Hsll4pxRMeCZgkRHjDFrSjzM8d0XMEyDRdGLN6lm+S8WNQmbi4WGLLFijdEtJliy3osTHk9iHtyF6wyFzCwu8y9oM/wWnIXTMIuvJCHl3PEY9eQvXQhvo5CzBFx6wteQvXRMLdlKPzs9uQumdUPWIQ/nD2YvhukxSl3Yu69UJuxd1L8LF3UvU92L8B/hf/xAAnEQACAQIGAwEAAgMAAAAAAAAAAREDEgIQICEyUTAxQUAicUJQYf/aAAgBAgEBPwGpjxXPcvxdl+Lsvxdl+Lsvxdl+Lsvxdl+Lsuxdl2LsvfZfi7L8XZfi7L8XZfi7L8XZfi7L8XZfi7L8XZfi7L8XZfi7L8XZfi7L8XZfi7L8XZdi7Ln2Um2Veb/LBDIZDIZDIZDIZGVEq8n+VxHh2NiiVeTFsXLouXRcXIuRKJQ3+VJfcqJU5s9GxHiS/CnlRKvN5+iCNSyecfgolTmWFha1l6I0LKPyUipzYkWkaY07MgQ/wUipyYkiERGpf90obylksflpFTk/JGbMK+ks/kOfCiCMqZU5eBafY9sv8Dcl5LKCNUIhZUypy8UaG+snthQiJIHsTluSbEZI2NsqRU5aEiOiBZybEGLKT360YtyNDRMCZsyIJypFTlo+ZTlhnRI3micntnBsW5NECHnSMfLQ84Fig/rJGJjywrQ3uSf0QQj0NE5etFIqcskbaJPZBI2TlAmXZehCPp7Yx+idhH0eiiVOXgRcMxPUjEIQz3l7MQhd6aP0qctMm2eFDepmEe+UyJjgtJg95PTQ+lTlrmCUxj1QJoanLC40Rlh3HpofSpy8M+HcuIkhokuLsvS1UPpU5Pyz4JNmWkCHqofSpyflTguG/DPgofSpyflTLmXP8ND6VOT8qcFzLn+Gj9KnJ/6CiQi1FqLUWotRai1FqLUWotRai1FqLUWotRaiEQiEQiEQiEQiEQiEQiFl/8QARhAAAQICBAgKCAQFBQEBAAAAAQACAxESITFBBBMiMlFxkdEQNEJSYXOBk7HSICMwQGKhwcIzU3LhJFCCkvBDYKKy8WMU/9oACAEBAAY/AsIL3RMl8hKI4ckaFnRu+fvWdG79+9Z0bv371nRu+fvWdG75+9Z0bv371nRu+fvWdG75+9Z0bvn71nRu/fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG79+9Z0bvn71nRu/fvWdG79+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9GRi12+ufvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG75+9Z0bvn71nRu+fvWdG79+9QHOc8kw2kmmdCwrrfsb/sHB+qb4LCut+xv+wcH6pvgsK637G/yqC6TpB+VRE+SVmxu5fuWbG7l+5ZsbuX7lmxu5fuWbG7l+5ZsbuX7lmxu5fuWbG7l+5RWsbGpFhA9U7cs2N3L9yzY3cv3LNjdy/cs2N3L9yzY3cu3LNjdy7cs2N3LtyzY3cu3LNjdy7cmOaH0Qx06TS3Rp9DB+qb4LCus+xv8qhQ4YFOIZCdibElIm33GT4bmtNKTj0ItLCx0g4A3gr8eH/cpiscGD9U3wWFdZ9jf5U00nNcwza5qENtg0+4xTFiMcIgLc2sDQFjIjw51AMEhKoJgpioRBZzkxnNbLgwfqm+CwrrPsbwtdTdEpPcJh56ai1BwxZOIxh1zCoPxUhFawyBvGtB/qq4b35p5PapBjKALQZ9PasZEoSmQA0aCmGk6KXNcZh5ytbTYpU2VtY+cPk5QqUeGS1uS+jIaOmaBm17sSw0jO8yrTWB0KI5zy2k0VWT0/VNiyZjDISnUmUi2trySRKsIxAIcmshuIlbSUWkGyAfRAFsulVuYzKhmk3pOv+V4vGjXdt9DB+qb4LCus+xqImRO8L1rcYznsFfaFjYYYZ8oLMbsU6InbYsxuixB1BtIWGSkBJFzWNDjaQEQIbRO2pF1BtI2mSk1jRdUFQLG0dElRLQW6EBQbIWCSlQbsRcGNDjaZItxbaJtEv5V/EOeIfwgrGh8QslOYrQxTnmGbKXDg/VN8FhXWfY3hxjCYcTnNv16V/ENyfzGWduhUmkEaR/NyDWCW+IRhOM8FiZh5pWD9W3w4cH6pvgsK6z7Gqi8VKr17OnOG9ZJrFrTURwU4DsU7/iexUcJbi/i5J7fcQGtpONwRAOULW3jgLjchKqO8zLhcssUm6W27FNpmPf6Lpy6DJGFEFJpTYbbGiQ4cH6pvgsK6z7G8M3DKFjhUQsoY5mkZ2y9TY6YUip4M6j/APM5v7KhFaYT9BsOo+zkfw7jo9AxjVPwT4sZudlagqTpPFtE1EK0hrBTk4SRebXfIcFLNdpCyssaQK1kmf8AIsH6pvgsK6z7G+jTrZE57bV65tNn5jB4hUmODm6Qi17Q5puK9Q6k38t58CqBmyJzHW+xkVXXC083gEO61+pCFyBW/wCgQh/1OWJutfq0KGwtBo5Wr0Z2O0i1TflNHKHAej3/AAfqm+CwrrPsb6dOGTCic5t+tfxDKvzGWfspgzHQqMRocFkHHM5rjlDtRDTJwtaaiPQL2zLTnN3IOaZg+g+gKUJlszZ0BOiRLTlO3Jz32nKO5OfENec8qm+o2uVM5z6z6TYV1rtSqzjUFL3/AAfqm+CwrrB/0ao/6CsWQXvgwX0fjFUlRhxWRJlgpgWTNiwhpjZWKZIWTrT4ZcDRihtOUpAiahMpslQLiQJzkZKBTLSIofVKyXBSgOxTtAzT2KjhLcX8VrT28ApisWOFRCr9ezSM4b1Njp/Thpw7b23OUx/5wVVuNTQhBFbWZTzpKYOQMo9JTW3MynfRCHyW5TvoEITnZIrf9B6RJsCL3Zzvl0Ivusb/ACDB+qb4LCus+xvAC4gXLFiVK2Ss9KRU8GdQ+A5v7IMjNxT+mw6jwU62xOe2or1zcYznsHiFSY4OGkcFNlT/ABU7DeNCdFObDyW9J/ypV1vJ2uU3Gcqz0ovfW6069C50Q/NyBbELXtE4jxejNuKIlSlWyvwQpij0zm3b6AZcK3fRBgznfJSFn8gwfqm+CwrrPsbwPh3kVa1Fj0XMjRHCYFoaFCaXxsXSdO1tUqr5p0xGL3QQBK41qyIWUjbOQEtnpUXAEG4r+Hdk/lvs7DcqDwYcTmu+mngpwyYcTnNv1r+IbIfmNzf2UwZhF0NxbElKYvQogiFDqE+cqXJZUNaDLm5R+ilyIdesp0QnIh1DXepuFecRpNwQabvWP1olryyWW+VhOiSDSMU6UzLKZ+yGMAaDY8GbT2qnaPFZWca3IxDfm6uCsO7GzTYjM11nBIkg0S+RFyDm2H3vB+qb4LCus+xvBWZKSGXbExfap2a1KfsKL2hw6V6p2MZzHmvsKo1tfex1R4KUB2LOjknsVGI2hEdU0zydqa2HW7NbrXQPmq64rztcpNzzU1NYMxtesqZzW2a0Sf1H6LKsGU7WjOqnW7oapwzRcayy4zsElTfCoQWk5pmKWmSaxpmHVnVwtYxgdC5eVKfQmuMKqhRoBwySjEkKWOa4OnXRqmmerDjinsnOwkqYaGtxTQZc73vB+qb4LCus+xvAyg2ZbNUnUTOhWDKjLsVUFho4RjBXaK1lhpEolvSak6GWB8VzYYnXMSlZ7KT2z0dCq9czpzv3RomsWg2hOe4TaMhv1Ri4O6TRMNhuzf2TWRBiyy43u1ovubkt+qdEuzW/XhGi1UbrXLKvynblVU95q/zUtDWhOiUZOiGcuAueQ1ovKLsYJAyQdjBIrF0xSRONbICZROMEgg5hmD71g/VN8FhXWfY33JgsiGxwtCoAYxpyWkDKHZeobIRpTyark3Bg0GlpuGlCFgz5h3IdcOgoQgMW4D8N1voeK12oxdObqQh3ZzuF8Ntpl4p7jGGMe4TkJCQuQa2KARSkaNYmsaIstMhWaticS+m6hRqvrnOtRIkTJdTaWzGga0G1dnuWLbFYX82fsMH6pvgsK6z7G+5GOeVm9DVjuTYzVpRwiZY45rm1VIxY7aTHctosHSEY4ll2alKI0FZJx7NBzhvRonKFrTURwiCOVndARNwCpOznVnhju+OXyCbCIcXGupC2t5Z2hUpPAoU6xaE0lrsoyAqTWMbOG6HTpcNfuDQyG8SeSQ4TaOkFSlGDhAl/VMLJdGLRFbKbjmyrQm6PSxT55ZzrkC50QZspWSvvVKIX0yTnO6eHB+qb4LCus+xvuIgjlZ3QEIAsIm6WhNgiw1u1IQRYa3akIIsNbz0KnDJhP0tv1r+JZV+Yyz9lMGY0oUhlCxwqIWUMdD5wztl6L2vBaLehF7s59epUOS2t2v0KXOJdtKy3OloCp0n5xfKdUymgOeKMPFgzuVTnh0yaVW6SZED3za2jbbwhpsFZUmOou0NKuf8AIrKDmfqCq9oWUX1OolwFQKdWMmshMIcMsTAKyK6yNiJD2mVtamDMcOD9U3wWFdZ9jfcC42BOivzjWdyMSLnWncnRIlTjlORivFEurd0Ivda+vhpQHYp2jknsVHCG4v4rWnt4AG5LpTc9tupeuZTFz2fUIFrg6ddIX8L381pKhs5rQE9rXtbRulavWtl8Qs9GZsRiG+tScAdOtZLzqNaymT6Wqo0D/asl4d+pZTCOkVhZJB9jSaGDKBxoMjLRK9SyJNLjTnW6c96gkUMkMpGejoVHJaAYmUDzlQowWSDc3lS0pwIlN05Az4cH6pvgsK6z7G+4BnJblO+i+CH83INnUytw6bli+S3Kd9AsVybX7kToWkir+pBoNlXap3WBUdqng7qGmHcdyoRwYcVxrJscegqfJZUNaL4Rxb9Iv1hSwhtEfmNzf2UxYnN50m7TLgYyxxNouF6pHLZRpGdoFyySYUTm2HYsptMaW7lUa9HA1t1pTWaMo/T0K1kzbqKta/XUpxYZadMvqpw4sx01quHP9JUrDoNXpUXOr1LPGcW9qLsYJAUuxZwo0ZzQdStMrDPYg5pmDYeHB+qb4LCus+xvty4ok1xD83LTL5lTdW82yvKm6txtleVQbED3Z0Qg/wCakG3j/sVVXRyW9LlUazkg+JWTYMkKZsAmVSPJ/wC37IskDSqAK/h3Tb+W+zaqDgYcTmu4KWDuxZ5vJPYoMOM3FmnbPJPbwOdOp2QNV6yr/WO1XBEvYCbSDziqLHU7Gydeb0RGh0aJo0rp61ShvERvTvTokTJ+gVM2vr9CVKZ+GtZsT+wqslutpCmxwOoqcpHSKlU4O/UpRIR7K1KG8joVodrqWUC3WquAPEShIWyrGoqeNycYX0aOlBmNsg4qz5pzqUpsoSLZ3zTPWibCSJtyZHtQhYO3G0apipu1ExYgM+S0VDgwfqm+Cwrrfsb7EucZAKVbXaHiXo/DD+bl0Q/FT5DLOkqlyWVDWvhZ4oNAD2iwGojUVkmk6uTYlTp6dBVATa8ZDA4SPSUXMu9XDUuQB8v3KoDPnM/qKDRcsZdY3govaHDpXqnYxnMea+wozNBwta+ohQxKbaBPgv4Z8p1BjrOzQhDeMVREg12gW61N1+W7VcFWKxlH9RsRdbRyR0uvVX+nZ+or1Ti1+Y0i83kpuDuouacpxFRlw5RknudBnXk0zdqVRht1NX4w/sVsN3ZJUosAtPPFfzVKDGDh8VfzUojSw/LbwZQmsl7h81WGu1VLKbQPTUpsiTGh29ZbCOkVrJcDqUzYpYOyn8Zqap4Q/GfDY3YpDhwfqm+CwrrPsb7ENFcq5aTcs4zvpVgrOIHTlN3hZYojnWt28NFrRFAslUU1kF83Oqnf0lNhw6iclqyRZU0aUBabzwScAR0qQrbzH1/+JsOG8w5VBj/oVRiMLXTnR080BYw2Ccuk3lCGLXeCq9CURoKng7yW839v/FOI3NyckWHVapNovgityptNNprLHmvaiLIgyi11s10QxtKaCc2s61EiGxmTvRiHOfX2XcGRUznG/UqhXpv9KyidLalKL6yHe6VmtUmHGQtFpGpBzTMG/wBDJm39Km4tc0XnJWMhwKpTxj6v3QdhDjFfoNg7PSwfqm+Cwrrfsb7AvNgRna239R4ZtNB3Qp1jpYJt/tWVV8QrbwB9jxY4WoOijGChawVt6ZIRR+GMzp6fRkRMdKosy2ymYbvohiXyHMdWFjnCVKwdHpFyDXciqnORpFUqyeeyp3bpQpSjsvLanbFQqLhXI1OCn+NDFfxfunFmcOSbZpmD2zrcpmxBz6odzdOvhmSAOlVUnfpaSg0se2dlIKbjIdKySDq4abAaHKYPEIRWfhPzpePDSe4NHSvVMkOe/cm0yYj3G112pQ4d1pHQPTwfqm+Cwrrfsb7Botlly8Pmg3br9GdjucLVkzo/CJ/Lcpvzec2sfsjSNExm0nEcliZTzpV+iSTUEXEWVnXd8kILTW63oCl6TWCxtZVG1rNN5/zxU4Zo9Fym9phu57U1j6LnOMmPF3SsiJjWtrLYlu1DHzgvYKiajS1rGvaYrHWOGcBqWQZw229J0cNCFKrOcbAq5xYu0/srWwx0VlNc6K91GwGSAbKpwOVehTaYEW5wsKoRZV2OFh4S1w9VFq7f3RZGeMmwnlBerZi2859uxUjN7+c7gc+5uSPqnROdZq9PB+qb4LCut+xvsKXTT7BZ9T7CdjucLVluLhyXusGyxClldF51GwpzzP4hO/R2egGATvl4f50LKNlbii52c+s+kXm5OJzp1npVFt5t8V+qoalVqCxobIyu0KbrvWO+gTYLpF0Q5X1RfAeWy5BraVOM18KJfGh1jt/dTiyfD/Nh1jYmtguBLhOloCxMCoNznaP3UmhTU8qjpolZDwToRa4TBWLi5cF1VI3a1iXEkchxv6FlukTYLyiGtEJtxdWdiZhImXcsurPCTfcmwha6qfipD08H6pvgsK637G+iWBwpC7gMrTUFSlKl4XekRBoSbbS0qUVuLPTZt4TRyZ2iUwexXBu1u8IUsidk7D28BcbAnRX3eP8AlSEK4Vu9IANpOdYEKUNwDcquwm5EC6TR0lSbf6tv1Ro35DFk8rJb+kLoNf8ASE0Hlmm7Vcnuubkj6qC34qWzgpQ5wn6WJz4Yrca4kP6sVB8my5Qs7dHanRC8tgDRyk8OBax2a0msBBv/AOiz4Av4lgl+Y27cmwi6mHAlpvVCIZl3IFZKoVQnQ9NbibtSxjG1utLqzwR4X+VpjtI4GN5uUfonOuZkj6+wwfqm+CwrrPsb6JfU9hdktdcBaZqVIg82LvQxjSyHmzNnSfp6Ro23JsBlJkTlzFmlS/Fb02r1D6Jvhu3XL1jaHTaOE0cmdug9iHIG1n7IQpBpna0z/wA/8XwtCys41u9IVkEVghZTaY+G3YvUxDDcLBo7FmzDG0WUPFSaavw2fVZPKyG6r1+sy/pCdG5T80eCDUOiH9eCcpzMgEWOYWuAnWhNuWSGh14VHBX02Ny8W+pUIkJ0KOag19h7VMRIc9FGpFjmuxo/021rKLcGDuS0zef86FShCp195TfjYQexRG6HngHxN8E9vNe4Ik2BOiuGW67wCDdvsMH6pvgsK6z7G+hVaagsmzNGoI0hOdvj4oyiOb+mw6avY1jUbwvzWf8AL90ImDuozulVsXrG0fiu4C42BTdKl0XIDkst1+xyhNZD5jQ+tTiNMJ/5g3r1Ra/Iot0jejDbUfwwLwLyg0ZsPx4NcP68EPRjGzR+Jn1QcBMscHKI5s5SAnJMmMbRmCwVynpVbzChn/Shu+u5PxTQGNFHWVqZ9UdFN0tqFIWWKTdfA39J+ijdZ9Amw+ca9Sa25mUdd3scH6pvgsK6z7G+hVbctVin7MNbnuqCEP8A0oVWsqr1jdBtTnQX0JZzTYOxAykxh2lEqV9p1+09WaB+WxY2KwVaEASS41uJ08EF2tv+bOB7byKlAwi6dfaqEIGK/Q27tQhucLKRY0yEtdqxQZizzCP8ms0joBIQuFgaL1/94x2f+JrBYKk+IIr2icmSsTHkSJE+D9LfH/xPdznncnxjm2DUqRtflexwfqm+CwrrPsb7IUp13ATWS4H0jEbnPyYepBoVK03DSUIRrnlRP86VN2e6ty+Fnj7WiLXVKHCFlvYOE0c4VhB4sKlAaYp6M0dqMPCH5D6wxhk2d6xBABbm/EEDOi5tjhcqMaFjG85u5eqfhE7g2f1UOmZRWyM9BRc51J5vWLZ+I/5DSmYOzlVam8BJsCfGlN7qw3wCoNvyQocAWX6h7LB+qb4LCus+xvsnOpSJbRHQp/iDTY8aipfiDY4diyTPhEEcq3oCMTkjJZwOiOqhwvFUnXZR+gVVpqCDfn7Wdzau1Of2DgmpYOzGfFY3apYQ6m19YaKmz1KQsVF23QhCwip/JeL9XSpRq2/mAeKmxwI0jhowRTdpuClXEjOr6XIudXEdafpwYm61+5MZc3Ld9EX3NyR9U+LpMm6h7LB+qb4LCus+xvtMoKvLGmxwRkcZK0WOCOVm2zuWiJF/4tVCsBt8qgsiRc6pqZCblUbRpNylfaT0om5tXb7UnQpDPPirZNF5XqGT+N1QU4zsYdBzdnBRs0EXKg+qIPn08FFwmFkOxjdDzXtT3GVN5mZJ4iRorTSqAbdsVYwiLrmpNaILNpRo32m88FQm45o0rnPcf7nJzjW81k6Smwm57sneUGiwVeywfqm+CwrrB/0b7YUhWLDoUojRHb05ydEgyiGUsW7JIVH/AFLXNdaouESk1tQl81Tdcfn/AJUgG5zqgg0e1FNwDRlOJQdChnF89w+lqpufjnDTd2ei5r3uaWVw6NXagyNIG51zvYUZ5VsljIrpus/YLGxBXyW8390G3MyjruTnXMyR9fZ4P1TfBYV1n2N9wrFYsItCy241ovscE1uDOD2NuNRCoNqo8k2oxLrG7/aUnuDR0r1TKDefE3LGOLnReeVlCmPhtXx7HL8wbCpWO0Go8OVdYRaFRjjGQ+dLxCpQIs23NdWNqlEDoZ6RVtWS5p1HgriNHaskl/6BNVeqbtciyG2nENv7lU4hpPu0DUi51gRec91cum5Bvs8H6pvgsK6wf9G+5TzXc4WqiWtebKVkkALvZZbpaOlZDcS3nOztip1vfz3Vn0MoTWS+kNDt6lGZR/VZtU4cQ6nVhesYR0isKbSCOjgpQ3GGeiw9irY2J+kyXrYJafihrk/NZDB/TDWRg7+2QXrH0W81m9SaJDgbD/qcgLodfb7TB+qb4LCus+xvvknOyjY0Vkr8hm137KYE3XudWfYzbNh+EyVz/kVzIn9pV0QbCpGbTocJexfGdfX2KZznVn2mD9U3wWFdZ9jfeiZE9AWUcSzQK3LIbWbTefayIBHSvVOl0GsKjGhyGm1qpQIlWi0L1kIjpbWFNpmPREMWv8L02CNbtXtcH6pvgsK637G/yyk2bHaWrKbTGlu5TaZPvlUVZTHRapTr0HhdGNlg1IvOc+v2uD9U3wWFdZ9jfe4mDidCL6yeoS8ZJkejJ0V7jWLJNRD3ucHQGxM2wzUmxMibaIIzxpsWMixCSSapCqv29YVRpDQVReP7lkOl0GtUKBBNUxWE2CLD4e2wfqm+Cwrrfsb70XvMmi0o4t05WprScp1gQpGUzIKrTL3PJNFViepF5vs1e2wfqm+Cwrrfsb709oYH1ZpvT8mLi6Tcl5FMi8TTDRcBOJRFKtoIqUnQSQ2Ix3SdNU1OJDe+HTeaFLTZem1PzGhtF2af5Fg/VN8FhXW/Y33uhTbT5s61Om2Up23IuxjKItM031jcqyu1RITTlQ7f5Fg/VN8FhXW/Y33vGAtDCZmvo0fVUC6HVBxQ2hRHMoZTmkV0ZSCFIsfkUDXKVfQoz8mhEkba7JfyLB+qb4LCut+xv+wcH6pvgsK637G/7Bwfqm+Cwrrfsb/sHB+qb4JzmR4kOkZkNl9QuORtjPKuORtjPKuORtjPKuORtjPKuORtjPKuORtjPKuNxtjPKuNxtjPKuORtjPKuNxtjPKuORtjPKuNxtjPKuORtjPKuORtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuNxtjPKuORtjPKmtxzqhKoAfRf/8QAKxABAAEDAgUEAgMBAQEAAAAAAREAITFBUWFxgZHwEKGxwSDRMEDh8VBg/9oACAEBAAE/IbOGkaE+Ear/AOOMECBgwQMGDBAxYsWDBixZs2bFigYIEBMuzZs2bNmzZs2DUFcouOPgf2tmzZs2bNmzZs2bNmzYs2bNmzZs2bFAKlgvqONe0f8Aok1P8/lNle0f/AnnNle0f+UTrXslRDgvlP4YkSBAgRIkDHN694t/EiRIkCFChQoUKczJljgTh/DymyvYf/KEgWpigVfapIuADcUfj+iNw+C8ZWMxZo5h1I6JtypciSZsoCQQkTX085sr2X/yjRogJLRqJrUiu9kuV/o3cGUp5Ekwdq0YY2ucc3q4VedUrdqZNlCe8Hp5TZXsPqO5hks7niIybVAuTMm0SM8WpaZCSW9PJQkQgpJEsc1QHBVAsRkUb7MxS2I0QJIXZ4UiSKWsJjMcqukJMxcUru/DWsgEc2rRlzCgeuEoTdXaVofFIC1CL0I5IkLKYYvD3qJYVAvy2f3S05NlxAZt70KIUmume8hUxYAIYwIO3zSkMjxNf/KNTYm/t/AfM0V7DRhWo1CvpHHjp2qfOLEyXrWTXIbb1Krsyd29WYsQ4MOSlUQMQJOVQhDYIrHkABaBBKQG7QTFZAS86iRosEttTMFvmO1WPJEy3aunbEFXVggJDBgox6AiXrQZcpBhoAAAFgPzmpqf/Agnq+QdYKDUaBbjkFKBJN/HCdPXymyvYfUaoefjMdVYPLU9LPuONBkvCSP9GamppfS7OtDU1P8AeM8BI61NWly9p8+68Vs9fKbK9hoWzMrMJ1qMh2UHWx7KAeGTqB9BZKsoE8z9IaASWAs/U60Ikj/HOvo+k0jbeSRYy0CfULcw9IYxSCCZz4jrzNCaMc2qzn+lRP7xU1P90QpkNykHFRfPPnUnkebYt6+c2V7D6ipAzPomtVbfB54dHao9sTucE0pCAI5GmwJ5r5fp2qNcbC/SPz/C0wiJI2SiM99m17PD1eOlNW8bLocfur5dZZLEOlvmiTKusPS+tt6kUAqQdmNirRpgHoHm9TqBp3eF571oXLQ5mvShJGGdznU/+D5TZXtv4kQQMWf9dawOrI8dJoewYSazNACRrI83ah1npUT+Tejfp+c00ggCOR1pmk9DN4HhxpRqRLefodf3VpBZ8jr0qA7h2dDq/FWWqeRv8TUncTdhg6vxVzUWoqaHX6Fqk0EaWyhxP1VwOjQKByh/v+c2V7T+YpeM/CYawotsvWZ+HGjJkwqRrW5F9OJtWvuCORq696VQwn1R+GcFJZ6/pQwMJ/BiQHIgXniad6HIEabfSlruhN3HwKgbHcNvqtMKTebFqLMY6EaHQov6NF6aJrjtNOr90okVf9aEiruurv8A3D18ps9JFkPkUMuEbzDnaHlSkCsNUw5cmrytuBO4eZpLvJzqFpm1QplCxFEdKl/ORG+ehPPLoTzf0hoIksBf0nWhkkojiadAlytDR0I6WOiOVNDQsmFbJp6vM68//B41dnsjlbPowxlm8XyaOUsGZe5Pz2p0EfWB99qab9xo++1ARJh2V8HoVH8geGOI6TnpTe+Zooaz6MHAStboOmzSj2t2tXv8Uf3D185sr2GiBIb0NLiBbXdKlkiJnIb0oyhaUmQvmoDSoDQ9QYBHI0o9y30+nagIkYMvbPv0LWKwv/Tk19gMeOlD3HCT6OywSL4Oz5ao0ELPl7NOT7Xu5j27qunLk3tPNCgKhhXdSb0be6x8CpmsL5TediieE3iPEc3mkdVQMmhNXLeikv8AF45D79ChvXKv9b76VETozs1aBBAICj+/5TZXsPoXri67aHvS42nyiD3etNauUqEG5lOWaURS1XFlyYiglU7iGE1ke/5OMtgkaz5d1PyPcUH5Q882Oj0ZtWfgMNYJ816tfhxqJiS4jmsZzoOhmgzZFN3UvL5mr7KXjPL0x3rWFviuj77UNEQXsnTPasVT9h9d6S5k+If+UkTM5N9Hv8VLpyy0YeFScSNa8zNTE8gBDrSlYLR2BSyrWuP+Y6VPhCNv957eh4vLstDnFJQpSkj0XLhQjCy09kgJ/YPU+Zor2X0BJIbrUDJJcULxA8s/qnmAU0YYpKQTmJ/gY7cia+kQeOvemgg4MH75lNT0zuxnmfpFHh2ZpO+zrWaREmq1+WtHKNt1+1qZsMROTTkfBVsr3zfpmojarw61Iw+RuoF4g810UXmNzdf8fRXALynTr9tSPzjXazxaVEEAKyi3AM1GoCQZ8uPQqa0Mm/8AqqJ9OcrZlNouXIq5FPGAC7o86nydkGQHt80KTN7BZf8Af7flNley+gEy1BLSbIiUNOFYpc4lMTs60y7mWpPhi2SiGn2689DyRkSAEsuW33/iEihlh5HSkynbgH69lCcFKOYNCUiQbzu+ulBSbKVGqcxp2pWCM9uFgx90JG8/M1fXejeZP+rv8VEVFXZg2bulAyxv8Nq0C/QhjxxpUHcvS13p7qCObo7UJEmIIg0PTNFDAUCDgfNwRSUvyPAYXhXFJEcYmJ3ihc8VOm9DXOA8FwUBXGT+15TZXsv9AVa1HERFsOqPmaEGwHWNR8O1Rk1jVEuu1WthECdxcfto1AzevrOj1nNS4Q0EA4b8z8IzghZ4mpSnVP6VMPCdt/XPatiZ+g829CjFmMdlRWEU6Amqdd6XIlSiVMiM27VBYayoMCG8t8TSHmMBdAFzhik60iRkMCjO9XpTKsIJWf6SMgyDP5Hp5zZXsv8ARAatSbXGWhjvntV+3D7HV8Vgm10g6u85vwqaElr4capvac0+CNFmDj7ajFS5OR3HStebvHKcdXeohtk6o9ZSbWjq98U1bTrbFS1h4Ntjp6Cub4uQHzNChWyOJje/Saujlfcn4pI7U8kt3qSJTVIyzMR1qRSBdXP0WoAqANWtKj1j+MhyF0md3eccaQAxpXPvGJqZbh5CuLcmhUk02B4/+0OApcaqBdYb5OVNF58ZglEGloo9PKbK9h/nGtaumyJR1e+KhbvALb1x3oYVgdNvXHehZkFjTb1x3q9csTQuOuO9JXHPxmGiyg2i9Zn4caMmS4GRqQMZD0SVq7aYPP6O1S1gl9tqXjQ4NDzjSjyc42g++34Lj/rho0jhCxDedSzxIp2oJpBnTjVkDAg3DPO1AiZKbrgNuAaUDRaYIeNLTdUSU2/fY++lX8WzB9qhaPhwqKzHIO+KEEoTc9I/ilqxXjNF6lX9MIDcKD4hchRJxUBNLN2aAgMgLVGEmEo9PObK9l/nFqwyEtKAuPM8B8VOGTLOm3FGKPxsvDoVjQolwCx2+6hVDWbGhWY2t19BeeZBPN/SGholsBf0nWhm5ij2TwaGi35O1OIMYcvsdJoErcSy1o9P+SgV/wA9QosSmHO4zy5VjGd2f80ICMjhKmmqKUEgXWjCo3RzwPqgFpmRqzSwo5Ch4719qkdz2VU9iD9lY1cBE8kfWamp/BOxSLERKBxZ3oAYIPw9jbwULFiSQxvcZ2SKRJaiQ2MMRpTkMDe5pui3ZogLbEPY+PXymyvZf5haaefHR99KZzXPDl88qiCFzyHPtVplHxHwe1cudjTq+KENH3uhSpcRDis0wzZBdf8AJRW8epxomxEbS962jyt9oDUtrVnCT6MOmaWX75remO9LYvkbfI+aLF8w6tervQNBVxNav3Hsn29BvWRGhK6nTbrUUAliTdWqlGDrH5GDTgDlb1/SiYW2VZOlLXG56R/sVtb43X4rKiiohAE2aQmXyjtipLANrnerQBqw6KZ9qPvmnRTeb2aXfdll6TU+p+EyYEwTEsYOdFgyB5Jk9mixeJh6qvWI3UjmMRSiMEJmGSyaKoOQ1KPTzmyvbf5SaaX2g03dChBSZeJg+ulWu33O7/tpavJ3PQ+KuDnSNXofFMVWZljP0KQyDGvHF2z2rV2u6mXzjQgiVOO8vapOw7jq9KArN9O2h99aVhs5eMMdHu1JDbYk7e9ApC6nsyPcr3ngcnD0qLUjSS7CfqdKe44qpQC25gs3qJqEPyOxu/nsU2AILHYf4dmiDBrGkHQgqOt1xky3ZAOdSNcSDgF6eWUXwPurgKMTMXk0EEzZ6Gh2ooeit6IH40SR53Kk6qCIDzKkgupyqNFthD3P1WFDkNC407ejTim4JVD9Nd6HJCcPQHCghrMgke5RFxx7gZv1o+Jhzjq4VCpwwFE5DTZIAtF0W3qYXFkH8O004o4QfsaK8psr2T+EFAKVdKBOdiZeW/o5qa1qTdeDw0+Wvhuv9HzXEVj3L0x3q71zxdT9d6RuXzf6Pmv8YXG/dRJAFGZ7tGojXhwvd83pxprD5e/xWpT3Qb/B0aDXINhxHTPIKwN+7jSl0f8AV9EGyIr65B4a96h0VnyDnSsBqkkZgfdQ+65qTuzu2tinIthGwcST2oxKdmPDvTKMli3sCtxLjcbu8HSi01ET73v71a10IcfcQVP3ZiDhOL91JUUDJywZXpTtZycMQxso2R9kY96hfmP7qHm8V+9J72Bs6L0raWGHZeiA1YW78b+h8DzU9hqw96MJt1L3r2U3zK+Up/anEfkfave5ULoAyulZb8jOvSpK68MP26zQAAAwFHofM0V7b/COgXz2H99KsATWuu6P1TpX2vcoIjNYDJ43rUMVKNPUAAuuqa1eEnCLdNtWvpNm70L1nrE3LQqZWC+46vo4fqE1ISnKHRzTEUZchzx455pK5FyFlYaBQ5jf9nQ4UgRGV21ecagABAYPwi9dJycnSl7yNSfB93GnE7RWZcq7Lc8NQ7CCZxg+6U7NcGgcuj3q7WfY5bHMCppF50buPONQsg9U/GroEUOGq82pBsL06Hb5pgL4rDe9cj7akm8y7rm1coPUuUqpIZklO9qWXW2RyNTjSAhSdI3WpwocApBrQptSyQ3KhZS8Ue2KXM+El+qdS8Bicou+ONEdAN24YdaKn0PTymyvaPwH8MVrLTovSffdiCpTWKuWbXF5mGlIA5Zxz0dKEtDvSddOtXpeZbLgfukrSosjVdl+FI045ES1+h19ItUU2ooEmgmny+q6kYN0raKJoPgPAclOhMQTMf6z2o/Bqw0oWN3QpioJtSLjfzNWU/4NYpLoRsYo3w+KCp3E/fc5lTQK6YwF+PZTrywNiXAmaKS13cGXu0TMAJV0pgGo+eP9PXiRBRUzf4hiiU/hDSkg5VAUbIu6n1IiiZ0nA+qQ4V4AuPq+oPgHVRXtLY7ZPWKFICbXVGCgJsPiB3jtR6lHp5TZXtn4kVFKKtjK9vSx9natfky3WXv6IvUUVanpv+utZV0p10+Iq6jBmbqa9VKsiiXHBzvHNaZFiGERHpn0dLCYpWkjacTwWdPc0loHcdd+qAACAICopqPTWnPvk9POVFCXE5S3V70M9W3/AM1G6S43r+6tGtGEZegoWI0J9Fv2UhLOIvLsGzy41NmEg2OJ1723xQQCMvsdGe1YKKcTmzsni1YPPv8A8vZWp2Qf5VkGTAEtpsUwk0TCGlXQWyfdw8mgOFhbcF2aT0DI3w4Hp4zzoB5jrExzdOldiP8AZ+/ap383py0OnoZrwlebVfvBy8d89aPwPTzmyvbPyFFXUA1cscJDvfQFR66eiaZigWP9UrtsQLAWNXPioME8JDwHRoOFsQkgyhyfNKaW1LNXjtluZt735UeXYrdXK0h8VGx0oPxLDDjfhRMNXMave3SrlYcEyt5XepShYdvZl84UW6gXomX6phw6lwMljtTw0h4+HarUZFOv6Upzi16aAZOjQQz2qR+nJFGQVj3TR7laJJNze/VEhtfLyG9LYxl3Xd3qwqwZpGvYtn2pSNjG/ag4WSNMi5vC8HBxoCoE6Ru4nuUQR8Qcgy0FsrhlTGw69qhW9lyDZ5Q7caHpjknQ3dKVWt77l80ALAWPxPTymyvZPxJdGad6mKWUC/Om70JelAbZQdDYdvn0PRrWtCrud9hHl6itsipfL9qvVMUOx/aFQIUZeve/YVHF7UTyMGjRTeGWKBi6j79j5UWQg+s82rP4NTtoSSNJzRzFIW7FOLZ7UKZwV7utWhWJWdtXz2qZk47IMvm1EQLDpMj1+yrNYP1Lu0KjPJhh8e9N/a1n6HSoXWcHAf6UU5sy7anmYaQxfQccTPS96PgGTTLmuqDObw2vFO3LNTelmEGv6o9K0BoICScTd2vNW3jd0RZ3zmlsSRBD5FOGwMNiF20uutG0RXUvBfQJeFnt/c1KOQnnrQvTYcfp/btS2M6+V8HT8D0KK85sr2H8ReLjUAsG5w6UDl060mDzM1O5GBBuvIcDuaubY/EmfC1uxOlQ01O5vbMuOdEth9In6vtTrYmwsfLop4D833dOtCzpTI1mLpgnnK1QpINlv+741DYBg1iZ5BfnRWg2Aav+1IMuQ38tRj8GgNwdQGrsKPNnUqmEpqOqImfOkot4l8LlGfmlg2pG+Jfm1JeWit6HLzhRYABEjTy96cZ8Hg/fWjmJjLu6tPVsdR+qWKj5WBLStRueghkdo5UWjDC0je/KaBFAKwb2xbThjWrdwYJOGMUxOZv3TNYUiQm8ThxaL7bETadDh3UYg3FT1FvPOm/Mc4XHy14zvf7qCnINUeq3y1Z/0JP3ULACVpavU9nxe9XulC7d1f4PKbK9t/AdtV1mgMJNnud2CkEaicQMu9Ek5uuTKVbhUG3rHrf6RF5MFuQ0GiO1o+qNgPMeeikWBsv/AJ60lICSExvwp42TAIg3TnPwVOUM4309i/U9T8GmiAMMTpUZ3wk5rTHAvjvTqEJeB1dl2xU2rQ6wdLT/AJSMAZTix2PmhrB6HT/XpsTR0M/uK1Jhjop+SmIhANYb+01JcgkjfeoB0BhgRdYxrvU50OS+7HZSjOqm/LzimIDN7rZ8NKYPqZ1leuUKJ2pWaCylVXm+mbw/lpryhaRPtN36OtJMx81YfL29H8ivObK9h/AnWPLadafILABwKjQEWo9W1NF9IpKUC7yd3pR1HQTFv6+WjofG7euvXvVzswC5s6OlNdMlnlcY1vvVvZTBu6FXwy2XdZ9T8UqKHoSR9oJXOkZIBZyts5vV4EwXfFulSVwQrdST0GF+w0rRYHKCH3igIJs4ebAoclvDeRfM8oKKF2oTy0oysjITsNWSMC3Wwb1ZC+k8WHl6wMsKuvpIwNU1vNECDQU10HyqHc39rPinLDI4Mvee1GzwyjacHaPSPxKK8psr2H+IvxLBCehU7MGTU6VFNTU0FKL0tz3csvalIUNXK6tTMNDcMFbwamvDqtSrkZuO3IxW84O/+T59AqP4Gs6QrS37Gr2oaBOZ2DvFZatrb7c0vWGkm+lIcUrZzMe00mNnabRu797VaDNcEG4cd6NErrM/Y4Va/ss98jpNSIGFl9VNqGE7N+etSSW67QbBoVGG0COt41rCqFpoZfrrUAQEBYKQigJXYpfzch6eG9ABw2pu+LQ73ceWsH8R8zRXsP8AEIC7AG+8eaVKFJY/0TlWnASwdVq6UYwwyalR6TUyc51e+OtDEbFpGr1+qZambuAd9T0x3qBLK5L9Rfm00tzQ7tGQzGVq6tH8YTU/pYc2fqjYS9I/2a1qEpANWh3hb7H26TTOQMgOsdU8eNAwAYDSm0m4MrRONOsXpJ7rTgq2Dp2XRpzxXHs5PoUnoMD8t+qnJXEeEHtU4zAvYcCmrY2rw06vijC+JD5elD/SXV8HesCJJHhmf4vKbK9h/kIFJGHCcnSopssF77WoBGyTttaCdkJNj0UhJnR6+Xu0zEGDsRNKTMJskuvTPSmNIg9idW7yqIlK5pZaBwj/AC/Xf+VKOiajW0x4tfNqzIDkrAg/8HV8vQB2kEDl+00IpglunIRhpUjyQwdnD4qafjfI0WBcGDlq696WJGz+x7UC+1LMaIaPHjAj2sUjC7GIOWD3qFDOQzzGmoW5olyoCeOmyedikV/WSfBTrt1xf9GjVgoHD8Y/Hymz+URFRXKQDDyNAQbsAfT7Va2NJZ+a1IzRWSJObbVD7b2CmUb6dKSHk6vL0+1XiG/16VgBP42koaueEBsd/ii9wWfEuut7ZriJTHl0fNCKGGrNDVqRAUoi89b2ipmhY/AeH5zTHgkQ1RUEzOxDE6FSOGLaP2p/6GP+ntX+1Fn6H8fnNley/wA40hXlS5DUSM2PC+KcrWeVpPLN+FRxrEYB5vTV+H4a9X1/JxQws17Jy7yz7xRAU3zp0wdq07uWdlcmOl90t/xfpq9LsdFlYUJAzciE3Gm4Vs3reVyrwddHZyK8ZiWFq9lUfTQa3NSoY4vvxQsQ3Pg0PeuCkjLz0qiDjoI5L7paoKVpi9/qLD4KIW8Zd3V/j8ps/oiI9Mq6Nn/VTrSycuP/AJQ4EIKP4SCcsMvIa17QWVy0de1S5xL/AMOn4AQMMTpS1BjuUwnopHs2nzWabQXztSuLylNFATDn3jSJYt5vZ/ddfZJ7k1wIcqAgiMCP1UpHA2vzTjEF8rz/AEioV9orKjs/tDY6vxUc6E+bHtPc/k85sr2X+iR/HD7IHRBepxnEYf691MHLlS9Wn8YqK0hp6gHxMUbV8OFO88nnTgcJ5D7V4q6cH15qeKmjVoXoMS7Zx++tayTrvkdP5PKbK9h/pCfwYVpgu178kTrg6TzoBsZG/MW76v4R+XBCAmo/hztTeVrZXnGrXgaf9yoEeF2/tUPm4UqWpqalLaDw1PN6Jgli2ODq/D/L5zZXsn9shuVJMST+c1NT+bpvJ88zDSUHyt7v3Uig/wDQNaynEWdlGBtpDURRdopXEZXQ69f1Vursp0NDt/L5TZXsv9sCwAR4FIe7SZtGlZIcrlLVlWFhIQeRVrpuSQmy/XUikYNxkQRocP5Z9IqNTDqdaD7Ge9HWfAVdF6F+6dI70Yas6U6yqSbHP0df5j5mivbP7QCEsppRebwIROjQxSXjRmj2cKbVcFEMsJW1PV/nyQ3KtycmO1Q8ff8AWorI2B0/meU2V7R/aHGDkRyTpQ4LhtSmwcc3eoI6ikhIm8X7TQkTkGAzkJ7TUfNWJG6/RETrSNZzAnmVTvDj0f6JR/N5TZXtX9sjLJEkHsq2uELDq5VA2YiHA86TJDwfZvUzlgM8P6ZR/N5zZXtn9sRizdMlmZE8CU5+VRbsktuFD6APNSCyFnvUu8xVG4yQvnhilNKIZQQYdN/6h/N5TZXtH/pBR/N5zZXtn/pB/P5TZXtn98f6k/zec2Vi8pGLATc0CrH8KBAgQIUePCiz+GFDgRd/FDjx48W/wx4ceL/448ODHi3+GPHg5e/EkSJEiWvwIEiDL34kODAgSx+BAgQYSfjwx48eLf4YceHF/wDHHjx4cWKQ/EisbthX/9oADAMBAAIAAwAAABAe07/2ekgyRkSpRUAaYIKAZpHP76U07FNK3C77fiCdPyj6gJxev0Nenwo1UA+tXhUxt8xjb+W6ohzPSiKedckFucgMJ2Popb2UzvW1E4YxbvN0V2a6DdPM+GstePDP4jxexfML+UBkMHMXiJytCrQkEV2VYUkHzixL3/GUu9NmQkNWhMt/kK10G7ZAi48ODJEHj/6q9iHqCAax4ixJOkmXoRaGbRZ/+YzmX+61O1ExIJE1df8APgoAvJUAQ0kKArUKngrq6JKG521//fTYxgueNn4/ygVicQbCYk0+uOUGArOS62qYfrP8S0n+0XW4TnvJFjri84CTZQq+vrfOgnCd6Gew4bqJw2W+hbKvx4S589439kzNtQ/e/tlGDw1O+G0cRgV8VzswwGV4T8bo6QFxVTD1EkI/7cl5eqBylYeOjeB/50lvwNPJKkpLQYwhGC6Cl6KPLQaiHZjBTnyMcrFNlsW8QhZ4YI7Kj0HyUTEhcTxqUqmnum0zxtWOfsfXS1sM2uoWTULuGU5zg3ZF6Tpx7VeWejgaOSkIecf1U916GvkXS2KLNyDY76jdOyjdsPqsLjspz/3T0Ox/Qo8VCjLymRPlmQBdRwP4N5yZifVFsLEHAtsDu9QreYEotLXgXMXMiCaCo282F3+FP/Ly36pT/E0IzFl1AE1n/UNY+vxSQDZJzIviNSr2TXf5L8mhVUXMXYcd9Sc3LEVcBGleWe1A4TmhFDxjBXf0ZmgbxVicJICKBIIidRyG4snq7pDJFLZw7NWD4wGqil2RBBiRKpog0TkNoDF04y9maVQTrU6ssDxY+LJBRCdLR+BNvDh9D/j9jfDiC/fBdjddcf8A4PPHX3/3w/3v/8QAIBEAAwADAAMBAQEBAAAAAAAAAAERECExIEFRMGFxQP/aAAgBAwEBPxBFCIiIiIiIvhBHwj4R8IIIIIiIiIiIiIIiIhCIhCIiIhIcf8sIyiMojKI/hGR58fk/z1Mvyeg0vWPCFoq+EfCNkfCPgmvgmvg3R5hP+BJTY1vHhG1w0x6/BxDRFPn4UpfOCjH3HhjRtGn40aro6ILB7xfFlKX8fKQ3xjRpm0S8INYauFokWej8GieFwvFwEqf6GphaEkxf0S+CTwTaEjG9CQ17Eswgx/i4CSdH9CGUIQ7sZPmIMYmE2vQmGm9vDRCDQ8rxcPCYRMMd4X6THRIhuNFCFDzBoaGiCmf7P9jUw4CxCEEvFfpPhVjaGtnyWN06bNlOjRGQU+n9D+g8OULzbYy4onekkPZ7Y1YmPQoaDiIH8CbQmvZAj3ggaw4QhYbiKXcWwlg01hLiDTS0NEaILEO+GiIYg9jR7GLgmFvo9cy4ExPBOvDRscEiCQ1Xo0UEyiVUz2RWiFTGNwp8NpCDVGfBT2MqaLDx4w0XRrREFiiao1ZGnsq9DehPeEQKUpqhNDduifpFTpPQ+GfwLlJWMeXLG2jR4XDCYKxpdFWyaKJjSY5wlRIkPSpXKJ1Cif0T3BNRNHB9jIPDnEymU9DWzRCbE9jDYmJ4+JqJUSoUTjGQT+HFSujDehaRR49fKaK0U6uJIei4TExI6FNQdTHRR/Ak30TSDdZs7ilx6HDNxcSjZCEH4IQgmXSCE0VoTWKSixQWilKXDjyYhMhlGPCQoUREx/JWKn3BFJ7KkNWUpS58eawmXxRcKJnRiNCLMvgl7GPx8fissTa2dcG/54IuYhhIijH4+P1TaKE3ivF/h4/BE8LCxs/FF/R4/BeL/BPwf46VlZWVlZWVlZWVlZWVlZWVlZWVlZWVlY2yspSlZXj/xAAmEQACAQQCAgICAwEAAAAAAAAAAREQITFhQVEgkXHBMIGh0fCx/9oACAECAQE/EFFJje9m57Nz2Lsezc9m57F2PZsezc9m57H2jY9m4PuG57Nj2bHs2PZuezc9j7ns3PZuezc9s3PYux7F2PZsezY9i7nsXe9ihy/ITVMQh0Y/Ns1KNRqNQnOIF1Gg0C6BNyI5CeNIqIXlHl+xVUVUO2w1wMHRNF8yPhoSS9smk0C5EaxDx+KKPwQhURFmRhwYM5hDuRdobLIl5SJTgajJIQQQQQQOkEEVVELSh4JlyYOglrBZ5En8BI8WJLJBAhDUCQiZyMoSQkNKiCCBogggikEEVRgxJdbJ8EosxcgST0QxB4GoFcgS1zJcZENSRCEiBoaIrAkQQQJCQkYukW1kW44CQrDSY5VmXYE5sxqLHyJtHYTWBeRiLSQMY6RREEEEECRg6ZpTJuGSo0TA0ngyDUnySKiIVxIwjUO3dj8EKsUQjBiEhCq6qVZkdDfDqVrjSyw+n90ZRjtZkEEUQqonJ8z5kQYsy0RJJJNE5pgT7EuhRkPATE4bbX8J/wBowtSbnIiJUjQbmGIUECSeTYbB5MWZaSTWaI+KIIJhXGNyLPQjQe3/AMX0WIaBvwNC9CTZaLuiGG6wS1kZN3FvRBgzJWSRkGGyyRIdE/JDYoeLGGJHkTguCX3P3RrgTgaUCjkkklEuBNZRgHyC6CORkoyBW+QkSITwJKHgbvVslBM5MiQjSP8AP9/QnIkLCUCU4IrJc7D6EwSXQ0WR72L3RGDM1IEpcDXgkZOBglNdjGTucFCsSVWySBB5IhB8mSYYpaBSuKyBq8CsExUxZkpbcTy8G/BbIbrAnwxCVhyZFDELsKHgbyY8tlzgwkE2GhFByDSwa5ExOorCdMGZKTaKw8iGISbsQycIkKjOBnNh7QPclIiiRNJA1GWNyhDLAguQ3LmiJHGTxToltDTQ8QjkpK4hIgYwvIjuQoWywR2LEoXYhgXY+B4UeOH6GQkXinC0C1D3gVhCoyTuIKBgaaJFyE7jTpLkbgZtI0sgiv0GXyYxoTogSEJkMbSwNt5IE0wLsQwFgCLGg5YlYpBAxn0VSFVjJ8EKA22MRFIEoE/JIPqW5FuNcVWPxFI2SSNjJJJEx1yM5gS1EVXimxCUsVVGMw/TxUk/gelCQuo5IohUf4ZHT6KKRkkk+So3Ck2Z/EvKK2kkb8HVIdFVUQqNeC80sxud0aUaUaUaUaUaUaUa0a0aUaUaUaUaUaULpNJoNRqNRqNRqNRqNRqNRqNQklg//8QAKRABAAIBBAICAgIDAQEBAAAAAQARITFBUWEQcYGRIKEwscHR8OFA8f/aAAgBAQABPxDY1W57AtVdXnxXZBxeBx6v4SwY9ePTqletPmoUK/g1a9ep+XVqxKgYaEe/nuTp+tXq1s/CvVr1qPYyaizvaDOwcf8AwVatXrVqlStWqVqlSrV/CqVKlaPxqVK9euGRsTuAIFeyxv4Kn4Pm+vxuX1L8XD8Dwx/M/O/Cy5cuXPTwvxfmppLm82/A8NqY/wD5FqHjb8GP4EZXmvB+LNIea87/AIPk/EldHyzXb8GH8D+R/A+X+FgBDgWYFFRxeHb+Hz5y/cvnzlaEIRy2UUBms3+Pnz565/wv379yd2YO8S7xsK0dM8/i2xr/AJd58P4msr8XyyvNfwMvprTSqBlxo7iB9zVhXTxarrw/xP48YLvWytKILrjkhB4wCxTZrKE2+ZcqmjYU04vbeFfElYHRHeG8Bqn4N9fBL/hdY/gQPwJvKlSv4Tw+FHbWLakZARCJMP1cloVDyqr7/l2jDwYbyhVCxAwup3YuE7iBFaKtK6hVoaq1cvhrAQtQMIC/1DJ4bY2nnb2IKUFMSOB0czUvYQLBFg2HOmcQxix8KIVA6NG+oLVJVYCml6M4ruomvByYKCrQGYLGMdm8sOiG+AS9Di9NUmqqOeN5aA/FbE2ZRZ1VhL+GTNsViMAbKLVXvfMOor0FyhlcK3kGjJ3A9YsK11WwvXEybbmTM1TWivFyzFbAUhVQNLYOWjUBpfrX6BZpSE1rVyGqTmjCht2kMdhdRQCwNqAsohZ6g7HY8s2m0O5vDMf4jy6eL/J/iZtFugdCs1fBdfGau8QhCNo+GGsEhA4WmpYlnqYYxcM+Q1939IXXv7GBBd4LGYzibZDVjjI0X6IsKBQLSUJ5DAwIYAhiM2ho7m8U6sOp4WoQpZq0ha2tHKrLrO5U28oW5hyjkgTYpWW8ww0I0Lsqt+YwQ2gClcA0tWu2XoZuwvzhUZuIo2pobKgZx/wUlUSoGlUnUDg2NoR46Be+lsHTejd8pVOhBjMAUAaAeL83LgJUmXh81+T5f/ib0hMQo4WyFpq1dbwaYLgTcSv1/UCbrZaFVIlKrbjWbwNXr8G33abbOAPRBD0vhJUq03FHOX2/AgKhsgHImHyfkx8MryvkMIv6lDVgOoU0Dp7j1mGc4S/4WOnjX+PP4MYRUrrAkjEXHdXcOT+/vbwvbw08NlmmsxdMhBogpE5JVsjtG6w+S3bCFtNNfFJPr14yqlKvvD59iChdEzNtBd4J0sAARLEdfwPwfDiIBSAZV28KXEGrUuqbSI3hxuBys0Ibz1V0uSKcQt1C6NV0A7WiHnwTK0s7AAQRfmLUjdeDzmv39IEtyrbp4eH3CkLQZZ+Ny4svT+W/D438ExlG8REtOEGNmBQ9mgdfaGqCRWgAt9ECbROz6fENOPDrdbHoua60dyaMztw9AeyrDM+cFi7oyukuFhagWJwkTc9KL6jX9XaX1vSlun6MdPO/jeOsfInYSgsR1EhNxTbO0Ny2X07RbXqXhiAVAZK6HcogsuZm3F5XvqEAG3wOohSgXjdQBINCjkXwil4ZvMySeQhtsZQLsxacQOw46odbvVe1xFa28TOeFP8AjJ8hgunr036T7fSJTGAMJwHJ8wi4O/m5cWLL/Pb8787whCGsNJt4bVwzTnyQK41LPW4Q9BJsEYtIchadtXRDNzYQYWCKPB2M0wPVCBxn9NEYF9aYgauSHtJ+TiKuZaQ8LoCwcJEk4mf+2vHZvguYQ2VqbzH5Yd9p1vj0Rp2gqwl/sS3VN4TJoDVmu77K4Uxa6Cjzx8o305TJwxhbsG9bGlKBvd5jolxhlmPwAUug97nTZKT2zgTK7uN18QBrYWPIyzF8E0Nfs8XLixZcHP8A8DOPJpD9wmz6ldHw30yQIfhn+UAp9v2pfCQwcW4ff9zcD1/ZgORMMyqGgco0TVdmZkIvbC4bHrVjVSD3sua4dHZh4WszOnFkl7nDzods6j2Cw/7CbkuMQbEEdmMH7aK5PVCmguKA5xm+XCLcKDmih3fMo/mZRagOaw/+y3ajexho6AB67jsNHWBMXTzg+EzlMB4v6z5XmURAKgrQg4RlCAi9d7MfoeiAjog6DVq6DL/7KWTbqmyrtYMd5cViy8+Lly5fi/xvzcXyTeDmOHuD4be9JalI6p7SxrAVWpg1Fg51ZjNaqy+YKKByF52mfPrBSBsXilad21RnAIhkAWmQFazmUuazBaF0Wi6U1qL+YqcIptuxzcw42jDn0lH1/K7Jch0TI0NBfonSwAQRLEdYiWraC+a3wPufFShu8PtO0KGrCeUFK6SLeIzCCyimD/T23lwBTT0TUNklxsJEGtk+gtdDGql5MtQu3P4aR8GWXpOnrQ5c12mUuhtlif2/DlEYq+UE5yWP7Jdv9iHhsWZXWKbzQKDIRsR3IkJywqACWZC4wZYPheVtjF6Ne1goZRbZDg9ivQ5mqGkZvHWPi5cvzcvxfm/Ny/Ny8wZqhDBAap4aapgBMiawWWqyyAB7aghM9BYUEexz1KcoVaZqABRoJr7gwQCFFGhxCtRVpRp5CAyAsThIiObtL4Or5a5Uqa+XY+FemungwUmGJwug6E6miUN7XzYvtv6Jp3bIPyRhy9ZZOt/p19MNoR/N0P8ArKTWHugIDLK5lWiAkLreJ0dXR10TWByVVto7Wg9QacojsgPmn1KERNj6HoP10QZYfFq2rxZoHICCXAUgoJhZrtK3ApluBRE2Y+qv0lXSZEsTeJPAFHTprVu/lS3Q5lywiRr/AIc07SCeCBsGkGfDFjL8XLgy5f8AE+NCLLh4MEG5fhsE8OkaELdrPxAZm4C4VQRG0KhF0Zjbi3aUFwNJDZprqn9BNXI2stXG8tN6bJA2v1QAVb0fxWA96iwcI4mgJ7ujih9D0BFC66C1dXQPZ7CXmZh/hK937UvhJbqrbfg/23BE66Mg5E1hdvyeHYAnp1PUX9NsDWEdc0vdLYgA1GLbQXpXyg7G6eluV+FHXKEWKh679BRdvCLJDiNFl9iCHtgyoP4gXpr9t5QKpubrD/ToyqggLQmsir4XGcxgGSAV5cGRrGNdag1DuqPJ/oe2YPgJd3fkKoHuV9KqXFzJfAodQj6gXDQcPtf8EI/fiCgaqDXz3xLG6IpPSDF16h5ygUfATnbfUlqX3yJZj0y/J5HxtBh+Fy5c3l+L8DFpCGkbR8N9MEO3ZVIL+YghaBcvqYuNqPMPWWdMnMXi1ObuQl7Xo9nMpx1yC65qX4uXFlxY+LN1AOycPcwlD4x8UW+r+kUIW0Rc06PYdxajAttIrH2APaXNweIFWeiiDC7QDjFxjxWPtH6y+mKalGGq3TtH2wQO67WhDwFRJW3U6XM+gteu5t7qLmyy+c2u6jWJoncKfQMHa8TbbTNLA+sfNcyhEIWsagPQLhW7VYGHTJ5F/wDhB1TUawSaMDaU5MDU0CVhpxxDXXQZgTp4V1pOVfbiPQBwQTSqZQjSyNJ15MYlAJuEyQrC9B2GsW4seIonBzQmMNNI9a8NsWnXJMcoMxpYZxBq0naXF8EPAy4Q8svwvi5cGXBhDWG0NPwbbRCYRHYAtSUiJelOsPaUhQCmgRQC7DN4UXcW4NHP6lKOESgRKTj6jkjLnibiKVBrbSXmLLlxZtHzeV96q5DK7ElmiN4Xpx8lu2Bj2U4/gQn1CODCDPS4UB7cyldkiGs27oFEA5Rl2aI6ei0Sta2LCpWY0L1ej+j65TekeIBwexXo8wIaKvL2wBiXhXer/kH+uJkOpr99R8k+juZZVTfn/wA1+uUqBZs76jfSrlBba0mgLV/uDSmtjiuay9rO5W3BZVjRb7ZX6kXJ7grtRmUrSBbVgAWBwrg3lxCtEXSLNjcq7qA6hJoDaByLgTXHMAOuG3kIa200VBoVb7HNP7v8N5cJcGGsvPneXH7lx8XnyMIQ0/Bt9XysuXLxLlxlxYRa8GsCFvSTyyKdKK0sXDutlRs2CqAt0cco1RKKorgtKMWJdpjMYdWoyG+NzhdQ7lIjm2LsNQBRYyVKp7ClGOQexO5UqyVW0UopYkyGn9foiyVuyXAGnpX+YJtoXNbr+Ty66QKaxdpef2ivXaKpcNsULVAGARc4wCysOHXYQa1lTgaEMeEVggTZXhVYsxLfKEZ9l1FWdILludg83hS7V4DgKj51oi6tuCmGvF9S6bR3ZCoVdXdXuVK8ViV4rwMPD42/BTDokKaldb+CazSG3gaROz6fF94jGX+F+WMu3wtkWxCBQAMroEyIoAx3DrU/fCYi5z2LZfYK6HMX5oEWysFDKgSukMNxeNpYDIW30CpS4QoLQGtFVDaw2gtjbLhDK7EZWsrsRfD6KPaYRMKye3J70dpz4eUWQVS/+D2u0q/aQNA0D+pUVsM3mfpUe75g5gz1OgE/pkSgFAYPICHLUCNalljAb2q+Gf6haqVoyicnRA3Wt6ZgLBps1iAvomTVjWMUmxxFRkbVtVXfXiiJytalB7ZVhNHchhEleFQISvDK8VEglCQmM8AaN2qzERv7mzyCLgUdy+5UTgj4qRp2dNqjxQsDWBowa24ZuBixo8o4lXOx0gG0BmB3FOgZx4GnhtsdPGsdPwWXLlxYs38ICNMKhHab1POh8u0udeWKRwdL/QgUNSjGnGjS1ehFRgC1Vbs7fTpDiZcBsntnwjIJYQHRftS+EmBhbx95vluB+/oQORI4KOd+Ck9aO8MIlsw9GPar2hslRNNNQOUcIMOU3hJmn9Z+3lKvBA3jU761f7S7e/Bwxe+fof8ASQPlNQxQ5HsVW+IMCumdAHWWbOvre0/KEx1AG49a2ZhOXpISG0T4N6y19MrBvWLrnCfUoIj0lZ1JmRaMe7+CGRYwWXbs/UbICG//ALL9QQWBWSz1v9oRY9EsfmJHDwV4SVKgRIkCJbLaKrFnJVZglg0AgLutY0QPykGq9JaVFCqQ3ebzWPiYpRojfl2hXWQxH5JhD/Ero+Gu7x0jF8XLly4MZzLi1GRIhyu/AZi4nId2wG6KHa8x11xGWMopyU5V5mGgF7uoYPWA7vmEXh7h9YVqOXlEihX06+M17WVuOGatVt9Sxsw5pjDn2Wj6/auyXU9FyNtBfonSwAIKLE0SWZM38GVdLpStGY5kdGcBavsh0S8VoJTlCd4+ILhRLmazPFj/AIl5FKfwH+Iv8Dt4ss2OWPTMUcRMb3v88dwg2Uix9MESjWMNYIwKjYIQsnfif01CzjeYyWr9sJovphvvP7mJtdKUTleT4uKhNGsH1gfklp4kps9J91Lpz/Dd2ZPkjwaalyezU+ZUWvGkBMTEczTfkZeEaAK0HEEziY1AHRWpt0VCHc+EAsmxWYy86S5N82oDAU2MXCC8RWrCGjsYG7WYqV0rAa0Zq8Azvqm0PDYb810jHxcuXGOs/uLLu/FRMkVa6FO7dr7RXQ5gHe4g6xeei/aMesCbUWL0xqNflEKjqDjXTk3nXKJM5Efn/SK9O4XlRMaW/wCw+yJmS5//ACC6+HiJnwshcWv2L2nETVpEbxTX7FfHcujRqYCtQ66h7eogQL1BmtUoMgatNRa8PNK+QAAKgBiLfWr2B+o07eEcL9nL9mPfHBI1s0WL/wAeHaAHSwsDojPYGObj9KN3mYaDaKQAzh+icrTKoCmMwCGjmWRvNYyl0l8tl+4PWy0+x/t8Ro508+0qZlpgkS9Sboh8/wBkO9swfTQfYWBaqBDSJgGa9RsfhgJwbMnvL9IONog/Wsfog5uoF9i3+4OueQQvVKH3F0wml/oP9wUm9Gp6vX4jZrBXCxLzFjziMz1CBEcXQjkrtdZNaGx9EoVu4s0K2ZLQa0cOZlFodizTsioDdqlDceNASpXoFDLZB99ZsTIkENIDVPwZ6xm0SO1eHwwSJNILZDcQ4GrNB2qHzC3w50qgdGB1BdbisDKZ+V/fUdFwGM4YXuh0HE2qLuVgfJQ6OoMusWRALNLaHHqbDivqK4s+hwlEiBfMa57ZW3rbta+2x+nMIBwK6AMjwBv0wVwGqGp+3LOQTJ277JQHS17NyPEKhspqrCBa9SqWcrVu4lV59BDq7odNdXSfb2EooSx2lhKW7XvceWd3MWKiAOcGatBlpi4CtZv9xM7O4bv5VCAvtlMvRsfGEN/y8Ey1tsGlwAK/OgGjYh9qqW7Y35gGsRrwZviJLxkNb1hfR9wFyw3INyYtyvjiEyWAKV2uqfNxFg8QNKlBu6Ec1mWtD3VqYI/f74dpTqPtKlNO3KnuouKWx7HlTX5uJ+n0T9EOi+8C/gz+o66xg/07PiJ+nftCz9SqaRqL+qz7hC4jCrPuZ3hyzGzVawE6I7GJnNhYutGfNzH/AIg0X8+8Z+nvXEBNx0liyLSYpMdIy2UGMoJdAom1vZqLDtDjNbBu2KgdiACvwtp2tdE0eG2IuvhWJHxc28LYFpwN4PWeVHyHHwWJrFUNhzFN2YTtvWFMvxa9nEAsGywrCWc9v31gpwTPhx6DY7eEsgiQnrfoyO4bikU3ss/ZXtcQcRK/VGwBaDoDjMTlzrA+HQYArEUpWNwV1vtkvRgBRaHaWNd+Geu8e0a7Q5rE9lTk5ILgwDnLNyasWlJauqW1dqq+5YQ0pO5f7Uo6O45jlY2kQeTh7hmoHAPjd9X9IczQDU5RwnRTuZgf4JA4cSORXvj3NgLwsQyoRLLMtsBhulYXMPFYr3L6uuTlL5tX9R8sPqiXWxfar5H8iAhlCyvH8j+2KvpVAFkPIOicQhm6ZATqzSLE0wgJU1mOhAqzQiroWvwTfbOqDLLBHa24Phn/AEgH6jgPVQi9C+wNJ7EX8SmFVQDs0j5IaR9EfopHzcR3gFCHYGPgDGzWHQZpTJ6dSPCucj6qz9JG0qGr+ix+5hHVwon01P3KeQZMV9DD5uVXNML7cj5IDs2QVPZqQc62qgcrNKFxel2Vv407IAtusH7E/N9KgcWoFAcB4BiNoxhlmtuj4Y6R18a1NoCe1MsRy9Xb6PM5SrlC4bW80TZxKO9xIuv8iyB2INs6UMH0mgoosRsTkYXETGxwQiqlM22kXiGxHYxbAuUGoa0QNUp9esvoezXMEiCxMrj2K5+WPToeRt/IrBUviLdQXzmOI5d25fnPSnUuoLK04EeuQLsWaI0mC7fFRoyNbUqQq1leqMHGHytkjfkoGp1f6aOxAJAUGgGhEPA3K13dhS8hlemAG7aHsZUfp7EsPRfjMrrg0objcT5itANTuN2rz9zXObyLUrWgGW28LjUFA1ewfJlmSUsNB9Se3K+zHv6KjvMv3T44lhdeVxU+daDFEUUOtFJ6pfaiSoBlVoDdZYt01VYc8PGDgZpIWf8AJMsXQRsXrHCKlcgxpIzc40tqcutwLTLBo68dAxubwc0KH/iEs8O0BuxWweK0WACaiWPxDNDa/v6nyQPjWCJ2uf6joRapGua3YqlC6EKQrbOo5W9zAoKA2lbp4hlxv4Gj5bdaqOIkESVDG0WGmkataB26HuU2JNyN9dN4zBAWlLLwUU1nsf2F9x6gtoZvc37tlsS4Bo4dT6JLyDYliaPcxSloAdR2GNESVR0Oo283hwQ8KiJgoJbKpQapydtyCNQAI8Y8mazfiB+GF6MjTsCqQkCs1cVKInwdCugfKdQ+4loPRujKvRp0ls3HNTaETcpn5V2PkUJUvatCvP8AHTKIF0VRY0JTg2+Ikga2Qyp8s1gVjSOFZRKOUDTX/slxik1GLFqg0G3akMkYlKgVwzW3MVayP5RfeFcLxFlqUoBqsSqbUVwFxufN4GrgSspbQHyxcxDWM+yn7hLGbiKFoItNC01ow5O2YDlWbDlQgfiOUquosFwN5a8jka6hep5/lhd0Ptr2DszAjCmvEgg/c0jvvQnOP6D3KccNCUWTlDAheS1lV66nQeq0AwMSprWbIaPrw2VxXdiDVhZpKpiX4YHgEJ8oII9r7OISqDsd5fyJYBloYsZIsToq/B27OgkvVmpSH2t/IQIOy4RrKGrOh8xpOooCYL3U0Z4UQgVAyK0raiiJwukAlQxARhFGHbBqzC2o9o6fLZ7eI6m9rn+wdHb1ClDA2DASlVB4aRTAmVjDlYo0fRn2xXB9av7KoA+XEGONYz3o1+D8SrQcotrrVdGOEYcaAUcILhpa5qUSUaGqgBarsl0ZILywKi2MQAKs3qJW1gIINwAsNtfolJf101UNTcHejoxgbYEqOrLwP16G/EA4fQNN7ho/SWs40rR2tD4GPwVCCGShWlC+WFDjU1OxVkzTvpBaDVuzYofC3wQjUQMq4H67p2dvA4YvSVLDN02BfwhWKBXNQ1wqq7bbzDs3dHus9s9oINNFPWUfCINMpHRWu7f7FHyheBeiz+x+DiA8VcMXNUHWJ2fT+FVWMeII1i6oxCxSsUn8nwTK4iCQxuVzBzUqrEUYlTC2GRwpo6RIPtBPacqBhuha3LlCKT4RuvVCzLZyFAF0YRTVXEUCSlLLOJUvkHRwL0hXZzEJSEstdLtvHohRIwaZP+FR7t3m1KiRjlqDIqWmq0B2tB7jsqgObM60OjES4uBWS72k+pUIl8LSfeae4vxrGf8AfeHxzC4L3UCtgtoXVtkxblPoP1f8YI63qBvPXQU9ktrqE3FKOVQKjOkyJ3YeVcDc6UNmC9izqHJW+w8iRw2CyaamsKuBzd6RGYMNyTlDcu1cF22tTJpNi2rVNU8sApAKnFBqsMGgC9GliMJiwzgfaz+oCVKbCRhUANaXBjysVzw8xqyELQMpvrD2ajFtIoRTwdp6IBFAsotAdUMpTgzG8zl0Db2qAYwzK16gMxKRscq0PtIm0+fm/p4dpDwpgGwaHi4cwuLBBx4bM/Wx21hOZh0iDNjWqJY1rUW6WxrsVxt9ECcJbjEteiPtQAbqPMNINZpFf6g5jZuWKKtzoNoEKZyU/R8UYGjf+4sDzHK1ShXK4+SnuMiSqLYra6svPslFd2D0v+wepQMzQJUta2O9iHgvgGwRVecQ7HvBJh09Ku39pb12mLKwxcu4uPBwpAEtJKsGCNQgFQ8UXBW7TTVNMcxxnodwsb98TNwAbUDR+suk0hTKPUuapfjHesXH/YXn+iXl0kbCf4L6Opiblu7L/kx6hEZE7dQfP2IrTa0DCi76v5KmYXHknYhfNb85fcrzieAqFYDMovJN7RG304rbXE9baGXVlFRCEY01ZL4DLVdJBpQ254Im0VtyaupmLVMgFF847IAPt1Q+f6JTlIWJIEozU4FCva+YEBMOQw1cvvQ5iVY3chW2o0o57JkHc4rRXbhsrTiKbTQQ8F6FrUFEVmvDH7DGflCiFJbjUPlVFmH3B1/wNUubfEtiagxRSujGwntsMxJWCpUipNLHcidPlAOkCghBC0FULctq41HkqC6GQEgsihQtpWldRWMShiYiXDEI1XSpq6uog/8ANOF2LVjIizVtFglU4nwtffGtGTHYKfkw6YMFOK5PrX0EAgbRYjhI8BSIC7kMj2l3VPcz4qj8hL/ciAExVMOho0TE1DeYshAymgdpflY0QWaQvY6AB6mGXiozpG1s1qpJi8OFESVNV4hOkU/D8RL6HkqrMJQtAmYhgLTT9WqnHLmBLOtEHA6iBWab7QrIzk6p9J8QS1n2jHr5BlGaoUaf2N29uIR7Dnco2ntVhy82eiJ/p4FPr8SyotcBGTcJBSCk7ozUeBv+BmBR6LqMWnq1YJha04NBbQlUBK83osN3XgZtSqu4bn9yviYX6ylF2GF9BzUJtLKitjELidcRTnNWm5zHsuXTYg5UT6P6gKGlbrDxTIT7iCv1QLl4AdhY/Qjc7BmwFrMuyC5Ra/Yt2wzuvnfz8irNZeDwYGDmDiGnhsXAxTSEuC1qVPJQ/GX4jwEGhooYxaoiCtsfSV3ZFlO8gq0AKFUFYDuGGgdG0qsxNo6PUTiOJbC9NpkZgvqw9gMnwynsHKgNysfofcPa+GsCiLVhExTA467+bt1+Cu4gCZEsTeXBjX9D3p8wcSbhTLmyllMODBKmbFHK6H2fLgm/cGZRnMYY2oYPV05XI6nxMVJOsg6NL5uDsmCsWVoMfGDRYEXbhLwK3tTmNS8PpIos20F3OUfSgk0qo/a/CXZm9wOD03/SDRqNvc2vSH7RTpi35xEteMJQwA3bUh+NEe1dChoua5IEEiWQCSrsGRFhBCiz/N3B7MEkkvkK6rAV3XiahJvxVSRLf+qn+ZcWeWqlNKHJGIhR0aqirpvEuZcawpeLCNDALJW+9E0Tx3Q1X3B9AUAJ8BApFLyQW8y4MGK4DVPLLTSdQRRlEcPB+AtSpA4yZD9t/UUSy0B1Wf7/AMQMRgwTCHMTMRAy7eXEtzLK8SPjZehn3RvKdvwOxqUbwbX+iWqV0DA4Hj90W5TYGy1VXrkc5gtCVEleQIADSmUJgg2YmPVsfI0RytV7MX+uggXKqKiLHwwHE3keABKsSkd5ZKHP9BHyUymYedKJBxAoJ7IjcM0Vrb0VBhE0bcWx/mKfMzMTVLZ6c/sEB1F899enb11Ek7g1u761vgY3H0DdAAKcYFveiNXDgHJRgeS+45AOoz8A/UJKv2gG+X/rLUhHOh1rf/ue4GND26obvbvCQlXO1WFBPw0Y2wQGhTa9uI9oqgvUveE+lLN/QBYPgx5QRXpnQ6foERfKt/wAESP0msJWIeGjw20bN30hpmOZfjeXnE2gytIuxZaoC0YthCNLFr3LJ8kVesSeBhAXOnLBPBS0gt+bLyEXxhvUTadqq+5m7YHcsoPb+r4jC3DrRXI3uknF8RZRq5wMAHQA9dwItFbBuG/s++kpZgzGKjpHwxIGsJTDWEt5pA3P6LfqOapgfR8D+hi2XvNLiHdGhO7APmq+YyriNHYexsfTAjJs7HZs3LOoe4SgJyu+URQgzD4zP0AxTAOc6MSLTT3OpnCbrD8S0w2/Tq5O1DVRVvB9IGeUln54rroqGg2E0RYgflBS6zTfsdVYddRZq3ngC65oTM9kFyDN8auREIwgGgGAh4nHbBa/UAaXWqGrW2E+VGiZWZz231kemNpAoLYxR9/aY2xNfCQ8eoEI2jG1E2jw8eLpmkuGkuEEigWLKTzZtslT9JE7IUeyvbpGD0ApnK186eo0WCgwvCOT5IwKSzovXZHVfKQe3EEZVodBaH2KOhzKFmMghSMU/rYdsIa6ElDlLvbqO2VEBmbul9GV6GLBdnUM2naqwE0fLE0jHwOsWJYj79O+h+hT5Yi16l50X5X6QWjLwRWpQHbE26Ks9rB+v4QaZwHVVg4slkUwzAHrQKBwEqgFitFyrYOkVqldtQ04xr76jFSmM/Q4K7dMuoDatBj7Ja2KxNhii3c3PyWqcM+tZgrFAzGDBg9DQe5aeo6QD/QucurNxKp2oLte/bXPR5IKvTo5yfd9HmW1k3jvkP8AjEFkhMXmSx7t+pvUZWkrxUCEN/LY6a/hUYTbwl53gcwBZOzVfIZXqBCqYr0jQemvmWzMw/yVB7x7YpxcCTGqqmJBNrLB29g6/wBcsiRX5TJpMc9XrH0BiROpqAVGfseZdzvt6lswVQ5BvL+zTquIQ82rsrWeiobw0j4xGVEiSo4iYRexKc8H3HdihnPb8LX1DEGMRABurNeV5R7/AMEqBBtu0PtR9pdwiAAGANooOo1krDsf+zKdyslaE7W5uwzVUGZdDsZXhGjh9I09Li8vNChRSc0C3duV0VTVGqiuzN3vCShYVzfhV7mvWA2eAfvv0hZareRymWDNby9bNV8uwGV2BjtDPAj2hehR8dEziYTeoDq6DiozMoBc6l3R81SvtYtgURhKiZjAQJUrw2yWSRzKgRI+N6hN/FHWMXy1bQV0ZIGSogSjeHA9au43z0dkEBTAraD0xKEDyiltcKKsoMw8gNpLDpupcLyN5Ttu1dmETwcPUClht0GrV0LX4N4dFHWdV1V7W1gQfwqMTPkS/SDHUFgHMvOVQqM4BGoRhDBdMm5lDV2C3Tj3T2irSOEuA7zDfMMe+xBCim8rQUWNxil9Ebg/vfFy0uWJW8Q17gpgWjuVeZVUw1Qbb3ZyCC1xkm5JA0Fgduccrv05ymld+G6a5HbQ3tj6og7OkfQQVZdal4XSHr9DOY7w8VAlYgbypUTs+nxfTw+GJ4qEDyRJvRJg1F8AyetJXmZSpfIlD7Fe40a3yHEypaAbLLKjGo6Jum/pY8zCGB6V/YMdDmGY6Qj4PDpGMSP7VooW4DVeiYhZbkDm4+30YgFgMIDFVq6PlBajTSq9tp+H4mVWHnX+j/hGlJ21/wAHplQkbz4B1+LltG0tS4eQnphDI/8AMHeFMU6J/g3Qh4gwYxwGDjLXEOS/uV8hH16hw4y6U+rgNoW+o6iWoMn7l5d1UBfof2mSmFNxvTPufhL96SchsjR7zwQ4NHRN1E35WXoxL3NcYJv3Tcp8E+pjyqKrqzadqrHiMISoEqVtA3la+G3wZIaQ8MYypXglQhrGJZHKMpeoUuj26DpEjwuokZws64WeIQ1FKqwFeCw8XLh4Y1bdaq4O1dBGgCuyJ0tezuBwpM/CR0HQDqVcbIsMbiBn0dT4lmcO1+Bn7GDHK6RI9GD7GGWDn6IaB8sK/wCElQ+w+YIYNoP1EkDUbjFNlYXsp7lQb6/uOQ0rQbX7Yx+4uYQF4qD6qUdxrf6T/OBtQbo/2T6mPR5JE3Fpr09oNJduvl5e4yC9apgvGs+H4UeikHatPrZBjGVAgQhp4rxXR8NdOHxcfNQJUCEPCeKjlE8V528m3hEjc75CX1MCps4Q6M/N8SDlfKezmrowbEGJXhMSri5fWBaARKRMMFSs3ct7GXyMLyn6x/2fqUVLs2CC/r9iVDRa0KenUgDa2h7Xpf0LEppJoY2jTdMer7h7MovMVEjtlrlY0KK5GQofoYErbzuupXwVBeIkrMqBAlawJUry2xy4m5h4rxUDyGfFSvGs6lSjMqpc3mni/FdquLXUGMzYLbZ+2PrC4EokVnr+b3yMrmPgwJU1SpUolSsy79akH0y4w+J+Eu/g11AEaNCh7qz4ECpDNU/Tf0PxNIRqnzYoxaLt2y+Ilxd4FmqVKBVtxz9DR2IGZemMI/QAdcEc5fB4IEPx2gNUjZnWItQlY814r8to6xajljoxiRNY4Zfg8U3ZUg50eP2T9ZLzLAy/cYxzDEUjD4LhNoO0GoLsxq4NqH032DAhLvHz4Pr4Qe/BTfnjD2MdQ78VgdrD8PxFpZ75vQ1fxMqJUbSEFVb0TIfkt9EMrjkbR6qp8rzNvIZgQPB+G3htjzzRvM0/OvP9+d4xZ1G4+G/B5tp1xApbmnwRm60EBssXJ0q7rRmQmZrPgGqbRt5ViIByWYrEIpvIBGSoOYCynVQtg1ZUcYixZcNfw0lwfC4DslcegZIv8yUfW/5+5VgHjl9Lj6ZimbF9Lo+48E7UJ0HC9TWoKlADgo+agrN+KlZhCEPw28No+GKhn+O78v4Lv5eJXl7nGaBFwkSkKWWAl7YmY8A1qunohIFZuVfIx9ZLgikp1I1Fii7R/g4mmp5uIIAmomGVrfGhl8liD1Ye/wC3+FiUO5NJaFbW2/XEqVKlQNocwh+O3ls1PO38bHwsXE1jE8HjCCMk0RQEtjDeGomecgXpZGRR+xkGlUBDL2UUq8HEfLQpW12mmLHUsxG2up+CpYQorReCNoi2LBc8NpvBY2XfwY+CH4kfxGLj8G8rxvCEqGkfC4fDbL+cVjpGXGXOPD+DfpQXCrstcoRtAThg3yM9kSUXp1ZtQx8GpdDPTV+kClQqzYbKbounsSMWLHwa+L88/kfgHg78EIS5cuX5Ts+n8Lrv/I+WL428P4I/uhBX2jRwhWzEQxnigNoU7q67vB/APaJVtYpoVYmZtUTZQAdNE1trLjp11YLSiqbN5aYixZfnSX+F/jUqbQ8CPl83Ll+efDba+Fv+V8rWY+do+bhDwxjGP4HnT8a/M3/A1/gro/i3Xbw/wvhjv4ZmV4fJDwxjHxt/MDBA8X5zK8Ux8hEc0eG3P/FWLLly/F4l+NoxY/geKjNfJ4fBZc2/DaHg1hGbeHyMGGjMu5eYfiuMS9M/MHxmbQGqRkV8ildaRhUNY0yzEfDBhU+GTBk8s2PG38ObNzYZ/FJg4PLPjRu/ClSUiFD4JEGHkkQI2/gSJKFBh8UQCDzgwYQ/DBgYsGTxigJ5YwcG7xjxieMWDPt+BwovIEkRulDy0VPhS+OfBQa3mNGiL458xIxXsorKAwKDo0n/2Q==" width="364" />
<br />
<span style="font-size: 12pt;"><i>Illustration
11: Orientation to the planet Venus and other astronomical
alignments. Credit: Not mentioned.</i></span></div>
<br />
<br />
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
The Mayan
civilization clearly had knowledge of geometry that allowed them to
build building align to celestial objects. The Summer/ Winter
solstices rising and setting of the Sun is represented in the
geometry of the building of El Caracol observatory. The high windowed
niches at the top of the building was precise observatory platforms
tracking the celestial objects.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<img align="left" name="Image10" 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ZuPKOqy1LAUCFBKDHPE8Pfryl9Ly9HCez63leqcPPp9A3a/K1Hdt8vM9Xr+V7zf28uoy7NHmnudHk+sSxZUCyhBUFQXRuwXY07SmJkkTJC1BWNipKyQUQAAABhZatkMkF8z09EbcvPJ6E4Ma9J549CcGmPWedT0J5uR6M4Fd7zcj0NHMOPqz7paSrETK4ipSoKQsDQ3jDh9EeV60Lyc3p1OXHsxXnw7ScuHcXxuvtp43R6A8X1ttiWLAACUEKADTtcB6ABFoAABIosBQgAADCy1SgAqRRFEKTz/Ri/Oz6Ieb6VCUkUuKklFERFEyhZQhVLEB4u3n61vPxa49DDj9ytOzzNcb93H6Rhv8TuPU4ei1wb5rN3N63yUfaXj7KBCwsBLTFRyXXzr6N8bOPWvgbz2M/nfcLl5Wg9rPwdR9JZaBEoSlACAAAMLLVsoAsqAQAFgRRFGOQqUSZRIolDFlBlKsBKJFEWnHesatfSXm5fTHO6CebfRLo19ZNV2w5/P9enl9u6nJ1UJRKEoRQlEWEylEsEosoa9hZRAEoABQgAADCy1bKALCWWAABYWAAItlEoIACWIsCyGVwyKFBJQAFICwKlIAAQw2BUCyiWAACUAAACFQVKEoIVBQoQAAB//EAC8QAAMAAQMCBAYDAQADAQEAAAECAwAEERITIhAgITAUIzEyQFAFMzRgJEFwNZD/2gAIAQEAAQUC/wD4UA7j/hfp4EgD8z7249373VsyvSrhtqtTlZkZrTVWqUHosrU5cyUpV0q+6sXPWe1viXO00vXovdmZqVWR1Ffh+Tun4kt9/wDgdx5th4em/ofAKBgUDCARxXjxG34h5K7FgfBjsAOI/c3V2o5puFdmWZdXpfpT6r1DWVSbqrVp1BWnxuj/AKtTynbUO8MalmB1LApqKHW6l2SPxNPhupR0csALV5rqHNfwaRnUmZzkSULcfRlB38W3Nf8AgtgfDYZsN84jbYbbDNhg0s1t7lGIHUebKyt5SAc2IA7KB1YY7cVWQDfuDvsurda/X8KjcFVgw8pHVozvHEor+KHfJDfGmrHd0xWDDy7BqYzLy/dbA50SmC23tsSMBBHkdOa7001VYMPGjcVReCjvrdQc3pPDVbY/c3i0wTyZMDBh4O3FVHFWbiKByVXiv7h9NRbLYeBAI6bJi2BPs0RxjjUKszvPwJ2Dlq2VzBlYOvgO+tG2CqEWfc1O81ROMUKp5TIZ1GTAQc+6mL3v+7ZQw4OmLUE4yhxwdMWoJ9jWHuUgr4HuV+1WBdJ0aRnRaLViAoCLPvancSQiyX0PzKew0wBDfo2qRT98yhhxpPEqpbGUOONJ4tVY+WTE0chtaVIIcFfXlsdtT2zSVCWG500myO7nVU4pKp4yGN30duCzXivndgipw1GNyzSzP/AsivnGk8Wqt4MquONJ4lVbyNpwcYVxDTdk9VPIZZeTTBRaTPNh6eirIb5wU0duCovFR319jXULZKKzi+z/APCNNXHGs8Sqv4NNXHGsylVfzMuCm+E8cGIAMkMfvd24JNeK/wBlaMQrWZXTUKW81X6c9FPqOxCrpWLP/wAAcHkea0HzZ4lVfwea0z5s8Sqv5XXfOu8n6gs5HJnbgk14j+ytGICqEUsWLKrDiZ5Kh5C438mqc3uiBEr810TgP+AODzPJXz5ssV1fweSvnzZYlFfyWiKrILplmvFT8y1G4qi8ETvevrn18WUbDkjJduqlg3hqK9KWglsKOJz0iH/i3krHlSWK6uMaKseVJ4rBh4f2Vo3FJrwRfmVoc9FX1bPr5WQEHdc+KIynPVakDYOg1Df8a0QT1HnisrjGiCeo6Y1RwReCj5lasdgAiz7jU8j6tn3Z92fXPr5GmGxJvGhuvFF4L5dxvuN/3Z91ojfqshBBGdHqVpd54mypLvNO4sQq7Ye7Puz7s+7B659c+uf+or4BQ9/HVtxjRnWK9Wg5UdeBbIsWh+6PvmO2UuyBdgk+9qy9et0hIelGBbPrn3Z92fdn3592ffn3kegox2VQo/W7jw5DNxm423H4J/ATvNZbHr9MSG4f5tHTogWCZv4n1z659c+ufXIjwn3t46z6MtOhxodI61Ont1SlX9H6xVN+H6N5P8UEpyGkPH4ZmxoPxnBt/wAA+/Xuz0USBOUHUd0MFhQKHfuIGxk0sWw5eP1z7sA6jZU74PQeO3lac3xSCv6QMpJouwopBqu/MZyG/wCAfeJ2Exj97uwRJqVX+yt9jPg0ithn24yDbhSWLZc+ngfpJSBku7zaubm79TmkGDadKLfTypz0i8dN5U5Xptdc+ICkMG/Mnp6LUad8pp6HGixcxYGmndrfnP3uzBFkpAPzK0biqJwRm3P2481I2pHFqufTHmrDakcSqnFUs2U7z5lPJfZ1D8ZALCCvXbqoS2nQ5xsudUjFdX/JNUVuouC8i3XU4tUZlqjn8A+67cFkpCn5laNwWacFXvrUnbfPpn259uPMHPmRxKKc+3HkpyYtp1FkZZA7eWn9dqmKu1ut8R03Vgw8w+ZqX73wqDnSzei51VxpI+GdpAVbilpv5tXv1kNpK93bJ6lli2pK3s5nE1cP8UzR+Jpy+Jfl5rad3r0Kc/hjx6B6aaZw8NOZt+AfdPzK0bgqLwUfMpVjsAEXct4jPpg9M+mNJc3pHNPxqcrFbW5VliUWg8j+p+uMnGhZXXjN86zpiVR/JanTnGfSlL183SUZbqLK1OMenJ16RUcrLi6ibePEFnmtB0Z7HTRbC0WuyhlM1YjTSA6SZ8GPiPYJAwakvX86jcVReCj5lKsQFARZ9zVPI+rZ92fXB5Ppn0z4ZNnrSAgQZ48FY86TxXVx4fWx9B6lWIDdEbuKmVNqFFsidYDwb5mqr6jxUsT4EgGnq1FLM0lbONBnMjA06Z0AMPWXOuowMGDOFzZnwKF9xnVBzd8ERv8Ahn3F+ZSpOwAVZ97U7ixCLWnEhhTPrn3Z92D1z6+MVBOf2VeIbOo88Vgwx4hj1XnisGC/WvceWAd256bL6PxY8qRz4hNqV4vCRmqdz+RnVc+InnWLag2PX+IXBeR8acN+mRnKi51Z50lfFlSWdbYq6v7TOqZypTFkq/kkgAaiZPmqTsAEWfeadxJCLJTjfMrSAZqICH3QBxQ/cfuz7sHrn1wAKKNxVF4L4GI36rzwEMMaIGJVpIH5KdlzY7fdXkeHoCq8ie4BGUs1ExVCr43PGIbSo3VY4vW5jrq5u64bQbBGefNXEqGOc9z0g2dIDPmjOqu7RnTOm4zqUXFsjeV6qmfNfFkqH8rUHcqtSg7CK7eUNxtU8ySFWQON8yrtwWa8F8KaZKF13HB85h8+7PuyI38F76eUx2PWKZqqIZOQZGIVxUhg/aRtPcc9vTc8GOxgvqO+/gTsOoz4YKxinAeQqGw6RQeV5YGlVfmpiFSvkMV3+audXbPl0HS45zqmDUo2fMpiIqD8k+I+Y2EAjp7Z9pFdvH650eDM5LO/BJrxX76+V4q+GRVQhZQeb5QnYAKPPfRLQKxkQ5VfvkYfOXU+u2ffhbu9cO0pTXgmO4TBMsfY+mbs2DTh1WjIXmUM6Ci+YyQ49TIsHK6QbSjpxI0LvqDVoyOr+T12LjU90amq/iHwue2IBPj9c6XEf151SuAg+NZBF6tNlUKvnsqcZhmJV0yXf7NW2XpqzGLJnFOfzZT3lXOkwCakY2y5Je499cd+OInHykgZ1Z4rq3hz9dvFlDru2nai9MqwdfJ1tz02fO0VryrQAKMpFaH4ZOPwycRBFz4dAyIJr+M7FnVQq+bpbEgpgqcVgwb5thQ/Eew7es14rTu9ot3le0clXqpnTeYs06Ls8nNI0fp0nk7pNJDtduCzXbyNUA8aOCkZ51FxSfiLcukknmgtt5CAwk3Sp/RbCQo6pbOjyP0yleCylwEO8+FXM5GjhviHaR1FBjah+X41X6c4p3ey0hjgriXTg3rZLEZ8TPl5aNxWa9xIAl3D2KNwTj3Hvz06nqI8DN/iwxgOAdF4zjQPWi0bhSWSstrePI1JKyXalMCImdz4FC4RuOkVzmGOzRwEMPDUT6ky6W0sbVqoiPAnYer4wBfUE8FAVfAgMOKnBGa5wXH0qPb8ax3rJeKe2NOiloejA7zn6+Wj+s9lXUPudMxefsMeVfXhvthX0PrXYlNhmw5E75NeKTAfKS6a8Qsl6i5O6UxvmMzcMROOc98CY1pqfiJYCG8GQOFJRj8hseipm9aYkljrD8vU4WwLn0EvpP5l/wA0nYT7z7DO3U6q7+R03CBo4tVY+NWIE1BL7BZ6dAAAB5qVWWddDPj6E7kAcw2ycfTc4uyk/ag5vX1A9Ae62NFSdQGWctR0UjZDmxbOTNgZk1LIy15Pm0qNzefg6h1GoGR6pxJKnhqh2ag/+OrGgChRle7LNwnJOnP8p6bUFWGK6tmo9RH19hmCrIcUYoT02TBYeQjfGlvi81xbKfAkuQNge+vsWQOh2OdSkwKKp2PTPdXclWPE8cJ5ZIbKnfTE9X8D64dPK2NpCA2qebfEC2JNZjwdFcdQyyVSucKUwzWNa9pyr3UtZnGmXqabTf5/Cfc39uq/L255wCjmwwF6Vn9nnqnUXi7uQGHBlzqDOkVzq8T4kb4y+jDuj3ZRuKovBfZaSuRp2k+8650mVmbgnLFHdueA72q/FEHFMl9vhsz1Q0nbJqtFTRckOovphHhqE+HUZPUliVPHqcJZqP6LeumDdm7PgUDNOOKx9FypPFiJRgnCf5R9Qw9W9SE5FIq7gbD2yN86ZXOpnS4nqFcBDDCQoRWuSGTJk1f3GUMAjLmpO7whvhFFXmKGS9v328I/biksE/tT+1e3I/bp/wCnU7dN5CpECcG3xVhvGn+VftI3DSVcWfp4Syfgvfanzb/l7759M/8AW3ao2Xz3ia4BsMeqT8n9lhzo3UK50lOdRly9OpiKESh2VVCr75ltlK0ku09XjNSKyXinhP7vD6aj6XYb4QhzqbYIjOmyEi7CcxJbeq29fCt2GJRB5JfZH7KNxQbSlpx2/lhQuMN84bAKeftvJKeNW4qw4oAAMqvTFSeGjjxGJ3t+FHvu3fXx+3UeD7DLuqoHeq9FUec15d0sFkOcgcrTpqNphfRuJbB8zVU7qZ1E5UbjP+qCDZD33ueZ/SMwRettgIIWqO3mXvpLuPgPmV3LkAAUJwDYfg3fhKaiMZD08begx6qmfNpkYrFh8ls2Bzd1wumUMyhXqRUMxVeOVpwWa9KazFc6Ix5AoKdbKeuMwVZAhI97/pGXlm1d/TdF6Tg7hiFCsHHhVjsw8aMQH9FkN/Cfd+G3zNXXu8r1Rcl1WxZqng68gCHz1jh7gDuMLBc2L5ttjuExEO7/ADW8Cdhpl9B6vTufUMQiKFX88aofFQt15+UgMOmyZ2hnPZJVVfBSDkgdvBDyP3tlO5vwnYImmX5c+5vCmpRMXnbEkk8qpxWDr4MgbOTTzpjFNOu9NsFZDBcNnzWzZYqzM4Xbjm+wZ/iH6m6AcFl6hfmaj9BTSs9dCjT0/nIBHTKZ6BuoyZRxQN3u7Hfm6Y1BQUIyaHHr0liDt+Fqe81OyABV64Oah6bMhKBjJ5Nzlh+Q2+48Wmq4kmIqVmOtHOrm9mwRG+T7XayglXpigIEG7W9co3TlGfTl+g1l+k3tEb50yubLyQmOR7h9AgChVLNj/Mp+HA9SvX56rolyAANRyNIz4Bpq4o7RfKOFVA+mAO4wtnHwZd8U7jyOh5oomqrtn3nE76Hvt+h/kX5aqDF9P7ZG46bLnoGdn2egYzUhWbiJrsPwSQA1GqslWQ4ToONFzqjfUxDZPUAjNVZTmm1DMKIK4tSCUM8FBbAAB4ntbxZ1QLRqkDYfd4VOyekpRHb+h/k/v94jfOmVxlTfqMmchem34DOqDqO+CA3zbfDpl5c7TxbSrnS2x5Hfo8mX+NJZ9NdM0itmoHNZrVWDztnTZc5sM688FEOclOdaaZ1lOfOYiK8nqqEcmHh99697fov5L+z8AjfOkVyU+mnvM6pnKlMWKg+Z4zpnTvLBql3M1fPmJgquci+dNSFUKGmr4EomdXOpM5wQ50p501zrTw2zhR8Saz8Xbgk14JEcv0f8j/d+e9VTPmviyVT7RUMPh+ONdpkcLr0+OcyuAg+RkVs+HlnRXOhPBJJnyt31sTsBsP0X8h/f+abLvxo+JNUHuhuWBQMeKPm1p4NQu5mrZ8xcFF383qPISFEh2oOVf0f8h/o/LNxnSZ8VQo91mC5xL+UqGBhxPVdDulB0yM6hBBBHiRvinceFe9qtxRF4L+j/AJD/AEfkEgDrF86PLANh73LliqB7LQRj81CtVYma7/MXForeJ7T4R7sHff8ASa//AE/jO6oOq9MGnG/vlguDdvdKq2dNp51iudlV4Mg6vEAghfQ3O4dxOcl4J+k1/wDq/EeiTHOtcSCg/gF9yE29s+YwU4WtLEulMMRjGqjTsau3zNR+l1/+r3NXWkj1qV0wrbkK0nplvZkH0vdYqjXuqQRD4befbzu4mkme6gbfiPJaZ07JnxIU0oJrp02T9Lrv9fusyINhnKewVQPerbpEVHA1mFWqPh1E+C6mZfqJy5Lk6LUF1B5qG688FVbAynAwb8AgHDpI8l7T+l13+z27gtCc6iHTchEoNakmVJA9WAt1/dvDrPWOLpmxdK6hNLbi2lJxtPb4kRr1NNMyTUwo966arag6c8n09ClYFF0R5P8AguvII3IfpNd/s9zrzFeomLeTstpvnxE+CMHT9c3af0l9L1re4+modV8PXmulKiekoBLSOFkCsv169jf9KRyCncf9K3of+EO+PqtTMtqaygz7SbXHofEanfL6kRxdYwpWolKFxeTa0isdWKvqNSunwHcNrl5RulkbXpylqJ2SNVsnvDtb9DTUMrA8l/AYhVTULRZXWp97Wf3/AMj/AJX09xpyCdMktSGw/wD6moeSD+QpudE/HUI1hrIF66/U0WuphUt/HaAL8JUyEtEFGlJ4a7+O/wAvvMvJUbf9DWLF1AVfD/37tlLxGmYrNaNf3nktHrJbKyBkbRTaQ0Kg5fTpcJogHEFF6acPecBOnw//AJMICCT0/Tt8G6GGmWKfB0mZaRZzTSXmJhlT3m9CPX9BWQqPhRnwoz4UZ8IN/hs+GOfDHDESzoNnRfBNnwad1Xo0zpVxoVYdK2dO+dPUYs68x+QGDflSFUv+n1E+ddq/EqtfidKnD8hq2vaL2Wujq1onUPz+LZdMaauINz8VqrGK2reltMt4Lo9X8RkbmtbU6UTfUGcNTqLZS2qVtJqW1Gam6jWe5a3Tydgy8125rx5rtuM5KPAuM3GBwR+0239nSOI1+J5X0elW0VQTz+sW1KSlZetrdVpzLOn1NekzNJSK6X+PbqU1n+SH+L+O/wAuoobVRVjI8q5padXT+3ZH6jpakl0z8fh2XOkyssqzD6enT2PSXTlZTjRb/DMVv2sPp+7rp5WycJyE5rJehPcxn0l0MFbpKa1klQ+ijR00cpmcllOMEhlJiqKgWcpLFD/Hz5Lo1UJMTnCAgPxuIP8A81blv/8AD//EABYRAAMAAAAAAAAAAAAAAAAAAAGQoP/aAAgBAwEBPwGP4KU//8QAHxEAAgECBwAAAAAAAAAAAAAAABEhAXAQIDBQYICQ/9oACAECAQE/AbqMY+7KF6vyTb6ddbk64PI+e//EAEQQAAECAwUEBggEBQIHAQEAAAEAAhESIQMiMUFREDJhcRMgI0JSgTBAUGJykaGxBDPB0TRTYIKSQ6IUY3BzsuHwkML/2gAIAQEABj8C/wDxwr66Y4BR09vCVxFMFaCJBMsq/MeAXkU0QMzxCzjTmrVocTCWpQHSGBtIRGx96cykp4FoXjo6xyKbfMKXQvxZmOARjayQhBuqIDoQcAAnHgrW9FwAKeGPpFoBCeOkqHwiVZwNSSC5fhy50L8PVXx8X9BCuPWw2cQo7KAKgUCFLKIaKEBT1WLZYHIoF5u8OpAe2nQLwAyIhqql4dASQzKtiXO0A8l+GEXYGJVnEkUxTJnEAMiYaprpnEuDoxRd0j6NDvNG8Z5rrNQpZqE4IxdEzFXP9US+aZZsMrQ3FOM0srA6CLSb04gOCkLrpJootMCgY1nlLlYlzodpCOq/E3o3hQqaanSySwTb4iXQLNPUgXDBCG6DgURNKdFfXAo8NoZEQhE/0NGFdkICCwWGzpIXvSyt3jgg11+OYVD1sfmjH6DFTeWzip8Xwx9s0xXR2zIe8MPU5shiojrQiZW6aq9fHDFUO02xwy5IvOLvso4O1CvXhqFEHrGlBjxOwFzhD25GyMvunBQtBIfp6OIqM1EdWCrea4qI6lMckApsm0HNADfOBV6+3UYoMYd7HgELIYYnqRF12oV8RHiCiDEbeOShsiJmvwAAogNPbIdYvg3NpUHiR3HZAhdk6nhKg667Q+ijZkjUBNMxDtIppOm2JUJeQ04otxhvOOf/ALURtLu62gUBvGgUNEbTXDkhZ648lMaQzCvVccetFplPBdoP7gqKOTfvsmyFB7cg4RC7N1PC5Sm67Q7IERC7N1PC5Sm67Q+haIEwxgojbUZp7hjDFDozj/pldJMXMNKqZqlbvOwQAyRtMsGoWYzx5KOQUx3nKXutqfQlzTJyTY6JtjZ7xx4D2/BwirhmGjlLuu0OyDhFXDMPC5S7rtD1n3o/ogL0YqZvmNVFRioB1TiU0d3w6owx7zj9kXSwgLzOCNo15bwXSO5DkpQanPQK+GgBsaIvOLkG5CpUc8lxz9AXHAI9qZ8wrpACdavMXP8At/QNRFXTONCoYO0OyDgrpnbocVDB2h6lxxYcaKkk3FGZohqFM3e+6MMc47I5DI4KDouOJKZZihyKbYtzx5LgEbQ4u+ykaIDFyiq4nFR7rfv6EWLcShZvaDBCyb58B/QkHBXTO3Q4qGB0Oy8Fdvt0OK46HrRGKNDEKtQsyWo2mWSLzi5CzyxciVXE4qOTPuoN3jQKWzcA1mualddd1y5Ot3eSJOATiIQdXlw/oa8FTtG/VQGIyOyo81/Mb9VQ1GXVi3eGChaANH/1UGNMePBCyG63FF2iid41K91n3UBvGgQCnGJus/dYRAuMjmVdvNF0A5nNSsPeN1yDX3HHXqiwYg0YBdDWGLof0TXHVV7Rv1V07K46hV7RuoxV09TRwwKdM2Vx0zVd41Kh3WfdUxOCgi/LAIWYxd9lFudxn7q7lcZ+6u5XWc8yqCIFxnPVfzW7gij0cJBk8oRi12h2E55I2zsXYckXnJOtXYv/AKLjg7xBXxO3xBRaY7JsHahXxMPE1RaQRt91n3XHJQ+aL8m0CDBi5cAuNp9Gq7ndZwCu/Az91d+Fn7q5lcZ+6u/Az9SqDC6znqnU6RsYVxKEl4RgWnJdGWloGKgiw7jceap/Rswuu1C7RsW+Jqi0xGyZt12oXaNp4mqLb0cFBTd1uHNSt3nKGQRtDnhyUmWLuS4v+jVSk1G8GqmdG8Gq7ndZwCEud1nLMoS53WctUJPhZ+6ufCz9ShJldZD6lF2+D81cMXYQ4qHz60I1UM/6JmYZHcFC1b/cMFEbDaMMkMIZqR4gTg4YIS4I2uuHJdHrjyUTgFB2d5/JfHjwatJ/o1aT/RqpSag4NVKTUHBqp3rreDVdzus4DVXc7rOWqmyFG7Okhu0HUxcDlBWQbaEg4vVi0vcIgxIVY/klWUHmlnGITCcSP6KjZmQ8FI8SuPeGCAGCNoeTeSksTKXY6QXatl4jBTnFyrusqVB3xPV7O87g1V71XcGqvfqeDVWk2PBq0n+jV8f0aqd/Dg1U71BwaoBQG87BQGXtDELH2GbQ54clLYmUuxGS7Vsn2RecXKTuipRdZGHu5KW1EJaniVe+J/7K/wDE/wDZXvif+yvUjedwGivZ3n8Bor1Jqu4NVaT1PBq0n+jVOc8OA2G08m9SzxhNWCgA+WenJNaeko5WUZwRFWYg/c+qZ0hf+XlqrPehJSEcU2OMK+xJg07yDZTR5MULtZD80S4Vu/8AtQAuzxhwVnMKCOPsAWYzx5LgEXnF32Qs8sXKayNPAVLaXbQ4xzRdkzDiVB1Q2ruJV00bec04RULS6RedHPRXvjf+yv8Axv8A0CvfG/8AQK9nefwGivd687gF8VTy2CzGLvt6K80GGqBbh7FgCIpxjhjBNMcU4ZtEUK4qERH1+JRecXfZCzyxcidFXeNSvdZ91LAEuoF2ZmYzunMqDt5tSDm5VrLV3Fyg8RDbzuLlQzAQc5p1UH0IvPBzKvfG/wDZX/jf+gV7O8/9kXHedU7DaHvYcusHNa46JzJHVeDEJr5TN0hjyTqOqDijNNumaiaIEHOPWc+chgMGwWLXj5KDwWqhj65hLQ1W6GwaRTNNg2oaArUwF9qPZh8QIRyROsIHT18WeWLlEqJ3jUqHdZ91TeNAgFOPhYqVDKDi5QN4N+rlTtGtOeblDNtSDm5VrLU8XK/WWroZuX8xogXc1exF58dVA/E79BsFnrjy64OvooDeddChk0K/Z/4lSxroVS6fdV1wd8SvsI5K64esylwit4YwUA8RQlIMTBFocIqDXAn14uOSi7eNSoZMx5qOeSh80X5NoFIMXKLfgs1d7t1vEqlZaDi5UrJQcXKGMv1cv5jWn/cqVk+rlWstTxcr2LakjNyr2gOMMUXTYYqZ287rFNg3EwTcWtyLahS2gy3gotIPXLu6ynmms8zsqFdcW8lgHclW7zVR5ollpMB3XIFzKHwq64daxEC7GgKazvPcYTZBMyInBgj7rAaptnAXk54yVnMBEtJorSYCICN1sgdKsBLPJ15mw5ruy9JOmilCVZNpcNUagCBwQLoUEMfXod1n3XHJQzzUe63Dmg1u85QyCiN5+HBqiz4bP91d+Fn7q78LP1Ku5XW8SqZXW8TmVSst1vFyjm2gIxLlXtGtOWbkIGIbU8XbAM24uCvCduoxUWnqtHHYG2JlzOiDraz4TBTMNdWqJaXtjCIVDXQ9Qu+SgTE4ko2ni+3Wu3eSdUOjRSlpbGihBpCuPcOdVeYHfCoRlPvU2gwqMFB4igJRTBCLBRGzFnM7MqU4IRGAgiJMVu4mK6SbOMPQxKks7OPE+v0xOCgpsm0ClbvOwUMgjaa4cl0eWLuS42mHBqu966zg3VCXO6zgNVFud1nLVXPhZ+pVz4WfuhLldZ+6u5XWcTmVd7t1vFyEIhw7wV9sw1CiHAk47JhddqFfbM3xNUWkEbeQ2E961+gXu2eHNNYKOxc4K0G9ZjA6QTeiHanGKFZjmCoPBZz2NZkypQZ4vt1HRbCtNoGqY33kzSMSsIHgqOjzV5h8qqFCrhLOS7rx8lfDm81EGK46K9dGgVB6SLjBXG+blF5mPH2BPkKBSjecoDAI2muHJCzGePJROATWOjNaGLoaI1q/H3WrSf6NVKT4cGqlJqN4NVO9RvBqi3vXWcBqrud1nLVRZ8DP3URuto3Z7rPuoi67xBdoIjxNUWmOyZtx2oULVtPE1RaYhOPFCz1x5J9rpdag09y87mi/vPwTLEYZ8k+0IjC61QmnDWxdMu0ucHJgsItjiDgjF0znGJKc/wAh1bzgFSJ5BRFk+jV+U+6FUPHNq3xtaHNiTwVx5HAqrI/CqmHNGQSe8rrpviUHscOKuuB9FeKuiQalR3nan1mJwWfAkdcMbvOQAwCNrrhyQsxnjyRJwCLnbzlL3W1PNTtcWv1C7az/AL2KMwtGOhzgoYOdjHJq0mHyavj+jVSk2HBqEKTUbwahLndbwCgMAqbxoFDbMy47gu1bTxNUQdhew9GeCHTN/uCNoMX3WqHdsxFBh3n1cicmfdF/efRqA7lkInmgDib7k+0hGN1oKDbN2cBH6oNhvUEMEAMuo4q6AXcKqlk5PdIK8U50jTNxV6xd5KW0EPjC7MlvwlYh4+qhUO0OyDartL3NXSWqsrlB0W81GFdQrlof7les/wDFY149XjoF4G/VRhXU+thnd3nclMSDHuFUPRk912C7QS/bquNpTJvJCyGePJROARe7ecgzIVKj8lDPPbHddqFC1s5h4mpxa4PYTXWCLXXXO3o5NWk+PBq0n+jV0muHLYX5Cg601mZD9F2wl94YKSeBKaxpjNSKdaWZkk+6DLYS1mcU621o1Nss3Y/qi7u2Y+qDTnfeo9+0NFBvcoOajkLoROTPvtiSuzFPEVG0JfzwTotaK0h1ahRs3OszwV9vSN1aoF85OGoV+LrLhioshDh1YiLTwVIO5q80tXdcrjiOCq0OGoV2JOivGQaDFXR67/3D/tGyquGnhOC/lHQ4FdoJeOXUms7pzGSa20EozORUyricVHut+/W0OoULRnSt1GKjZuiDi12PJSuuucax02SjFygMvQXDLwyRduwoAagpjLRpaMS7Irjan6LsTCSsDhFOfaCDsGptnpecv+4f9qc/JlAod7/+iuSAzz2anIBTWlfdyHortBqg6Bs7TXNSW3k7VdJZebdVMOvh8lBj+kJO6UXWrpWjutVwVdXkiYzOOZQsmulEsYhXiHmME18uKsZRdehduF0ocppYDL1eQYvonPy3Ry6vZmXgcF/L5bqviniCptnaZZawyQaWQe7BQHoJyKjMYo2drK8AY8VcdHg5dKRCOHL0NN40CFnC4wVjquydTwnBYGxtPonXZo95qDadGwViuxdv4t4Jxc0teaNQbiGVPEqPh++aDcm1OyAq44KJq44nq1W+35q64HZBtVeqdpa6oKldWyOB0XS2f9w1QcMD1YWYm+y7R3kFkGs+6bZYNNTyUBhsDqhwzCArQxigAXUTIRuYKNcYwUrcPV3EZXG80GjLrxYZfsom57zcFeEW+Jqi0xCl7rKnmgSLrqM9DHJv1K45ro9ceXonPyZhzTbM4vq9TsO866w4KS1bA56LsXRHhcpXMLbU4I2bIvjSOilfQMG65dmeJadUG2lxw1UTi6pUUXO3jj1INEztArzpeDUC6EeKox3+KcZSLqeTSmAQDH+TlC0Ep+nUIIougd/Yv+W/6HZErsmx4nBRtHTcMtjoVIUzquNSnW3iw5bXOGQVkXQiQSrQPAjLFOIhKyCdVog6WU+rl2iA8Ar8R9FFplPBRcC332Lop7xdeciTlRgFD5Kt4fUc1DLxZdamJwXBn1KiVP4vQk55Jln4bzlxtDAfCi7u2Ygi6F96ayydCAvRXSOEIC5xKtLYmaOCax9e85RacKkO1TbK1bLmYrsnTN8JVbsuDTr1INozN2q+wCvGUaBYAKl0aqigV2bpeGS6O0bA8c1FsXM00QIw203hUK8QI/QqUCraFxUXkvPHZVaNTWDAXipG4vMEAMtsDghTBGDBVboqukJPL1do7rL7lXeNT6QljQI48VBv+DsFDvDAO/QoMxlvPOp6xeMrrOaAQstcVHu930Nd2zqea9+1KdaDK6xNsdauRPdZ91DvWpryRlA8DP1TWDdYFMc7x5ZKuOac8je+yjZEtOQyQZbWcQO8FGzd0rNDioYO8JUgw7yDWipwCiau1UG1UXVKgTXgt75qhB2QIUj/ACKmb+Wd4abLxV0SDUqtZxQnVNOT6HZAVKi7HZOe9VOtMm3R69FRP+oZj8OXoZWAGGMVK66ePVyI0Kg1sW6HFQ72h6ga3ecpu6KNRJUXtBccYqAw697NF7XRA0TbM4uvPRcMTcYg3u2f3TrY54fom2WtXJzxibrFHu2YgpTi+ruS/wBx/RBgxdsaPDXZMLrtQiXtDwO8KEKIc20Geq/5pxbor/yXZwDfEgwvmDh8kXsaDMKqtl8iqRY/5FX6s8WyBRs31tBkM0bM3AMNYKmOp2C0GLDFTjK8ECKAqA2Cz8WPJGGJoEG6etm86zI+RV5sR4mKhQshi8/ROfkaDl6AuOSi7edUqR31XZup4XKDxIePV1HFXTH3XYqBunQ7IjF9BwCACh3W/f0NRFBrpXGFHChToRtCbs0FE0kbQFBnefig3usqi4b1pQclQUZdbzTLPSrkScD/AOIUTialOfkLo2Wh4w6m4BxV29zx+a6O0iW5xxQZYGpxOip89sHKS0i7QjNOEsfC0ZK86UaNTHNEAbpTLTQw2XGAhWjCxNLzNSCZwENrrTWg5LhZ/f1z4jMeSmbFhcZjDRRtWBxGbaEJ8j6wlAfigJZYZeggDCsU2doAbWmZUCIhdm7yKltGyx1wXZOhwOChaNl45dWBE40KFmx5A7wOQXSa4clxyUPn6KJFdUC107R3TkpXiujlMx3k5Br6OtDUpzxg261DRmPNe9aH6IDI/ZUxNAg0ZbD8R2ug8tA0TpnAtpGmx5c0GLjihaMcWOOC7ZswycFM50500VwlnJFgbM8ZjBF1s+mgUbOygwa02OOlU/4UHcFdo3VUTx75Tho47IDF1Ao5AKuJqfW4ar4vsicv0Cr5p1o4AxUB6Sq7N0OBwUto2BPyUbMy8Ml2jYcRgog02EnAK0Jo11FSo+qmO63D0sCFcdTQodK09GPqpmmUA3dFI5sQTecESD7o5ZqbX7Lgz77T8R++zdLeatOYVqOSkPknN0cUB4aIOODXAlTfhmkO8QoF2ry7hkruTap/JOj4UFA4KVrn17oKE2WW1/xJ3xbC7JtAm2WTbzvXDA8ESPhbsOpooegECPNAbLx6nus+6L2vgMhqu0bDjkprMyngu0bTxBNs7Mxig0ZKA3jQKA9QuGXkvy5vhUWU1KqJxwQjjnttBo7afeaviC4rpC8tGYUtm0NHicovM54rsyIeEqEWN4hQHmdVJm5Ns/EfpsAY0mJhFYFpPi6kdSVzJROeSrkKo2jt59fXBw2GHkh4R6S8NtN40CbYtxdifuoDDZGzo4mkM1K3fcpjyGwvywHqdpaZboQbkKnqfENs2iD4ilQo2d1viK6Q1OZKLbW8/U5hUvN+qxhzWIUYZwRe81zKNo/edgOCv4eFcLMfVWbOM2yWYRTjwXwhAcFDJlfNNsfFjy9ilxwCvsc0alRGClBr1zaHdbQI2hzw5bS7utoFEd+jeAUAgwYuUB6kYbxoEBoKqY4ur1A/wmOyBNdF4G8cUW4nInRQ7hw4bJHZYFeIfVXgfMKNnvjCAUpzCBJDiM8guOpVKuOAVeZKNo7Pd5K8S4cVBt0ioTW5xvJrdSiTkoneNSnWpzo3l7FEdUTMPhWdk/6FReDwIwCoonAKLTtlbvOoE2xbhny2yjedQIWQzx5KfXDlsNoc8OXqYblZ1PNCz1x5dWXE+ELoyejA+cFQbOORRs3iqAMXN8WiBHltqr1Bps1OQCnfvH6KQbo3tsTknWpEC8xRdpQJtn5lSt3nUCDRgPYDrE0hgVNCFetA1C7N39pWdk4/IqW1bdPearpmjWO11u7DLkpnbztptThlyUDi+p+HYLPXHl6mXHAKd28+8U601oOW2G8dArzwG6MV1sELRu836hBwwPU7So8QUzHS8kWmWAFSEYQ5nAKJtASroc7kFkwfVE/MlRq2z+pV3DZVSN/KG8UICpoFDRG0Pe+yLsmUHsG3dg7uFQeIGPoIFdmf7SomNk76Fdo2niagxjt7MaIWY3W1KDGYn6K+2niag1jozaaKTuiruSLzi7JRNOandvO+nqbLEd415KVuLqBAZBQsxOeClc6Echgpqt1lwipgSRzTXajYT/pnHgqdSYOk5IzGjseKZZu3Y/Rf+lRjvkqNDRxUXEuPHY9nmFAXnaBCfyb+6IIpqc1P8kLPxfZH6IN9g2Q1dXl6Oq7Mw904KNbK011R6SsazhG08Wx1qaTKB+J37bBZ5Cp9UtLc4brURZiaUU0UbV03ujBQClaXYmgC55KDgmgQ6OGzUnAaq9Vn/iojZSpUTjs4jDrB7YRwMVK2rlqV7v32Of8A2hBuTKn2FDQJhOMPSQK7N0OBwX8tx+RQDxdzcFSrG1MM9FXE4qJwUcSan1KJKIsh/cULP8QDTCO6hgdIK66I0coPBaeK6StNEA+h1yOwMY69wQaaoEOg5uBUlrR2uRU1mYDNpwUpEvNU6k2Rx6kXGCo0hmp2Uw2UxNAuDQpji6vsKy9PVdmf7TggXDonx8iu0bTxNQlqxtfNU9Qi4gBdm2nicpnmc8ds1mSw8FfbONWqAcI6K4S37IxGOlVGzq3MB8ESTKMgqdoPqi5wc0nIro8SV/MY3IqXPwlXHeTlesz5VVXQ5qjhslLxTVXQ53IKkGDipnXncVDF2gUXU4beDPum2etTy9h2PqNV2boe6cFDPP094q6JBq5RN52p69W11Vx848LlC0BszxUc9QvGPqq3ToVdw8SgoBVCuvmGjlfY5q3mrdatxqoACt8K41zledKPdV0bS7RVxzTrQ97Dl7DsfYHHQL+W36qOLtT6OBEQo2Ti3hkr7P8AFVlcNFcdDgVfb5hUPUvNB5qjAOSz+a3Y81M1rRr1g3Jt4oMGLqKA9h2Pr0G3joFeMg0aro9NTDXZHA6hUItBxxUrwWHio4HULxBQwOh68B5R6hJyUxxdUp1ppdHsSx9chZgvPBdo6nhaoAQ9Pf8A8erAiKjZOLeGS7Vn9zViHBXHeRwV9pHEKh9A2z8zyVMTQIN09iWPrMSuybH3jgu1dNwyUB6eDPmuOvoY4HULxt+qhgdCoih1C8YWh0O2b57TaeLDko5M+/sWx9Xi4gDiuybTxOU1o4vPHD1CqvYaelgRFdm/ycu1bLxyWTgrjvJy7QSrgpfkhZjF/wBl9kBnn7FsPVbzoK42RvicpnRe7V3qMGVOqianX1GLYsOrVVvSDhioA10Ki24eCq2bi1G1Ih3QCg3Jl4+xrH0rZKzU80551AQdPTpJJYJxDonpIckBER6SWOyJqcgED+UPqpsXeI+olxyUzgWDRQHql5oK7N8fdeoWrSzjkjaiEFMd59T7GsfTVwjsygTDzUAB6dolLi7CCmf2fNBxe2BRleDDROeHBwbjBFk0DxUkwm0WIUWGKALhEqUuEdE+9uYoQwIjFUIoqEH1CqjL5ZKX5exrH/7P0jgIx4J4ldCI8wjKwhk7YNKjB0ImMU0Na4dtXkhM206SJick2aaMTN6azjutxVn0bQQzupk0KEkjmqSx6Mt81aCG82FSrSgiSIKeHfig2W6LSaaKcC2F4qZrdE41gSK6L8Rd3xQpsGwhZy+atC0QbKPNWrwyUGHqXHJcRj7FsfL7+l6Oa9ot4YwUGvBKMrgYJzg4ENxgg4YH2fP8/YrLSaEvpekEsIgoC7IHlyssLoMVaAwEWwVpNiWyiqa04ge0Jcjh/U0FXHP+ppx5/wBC0TQ6ybewRfaWYBii/hFWbwyrzCC/hvrsAhM44NCDbayNnHAovOSnCcxti50ui6MtLH6FNmz0UVCzY60hjBTN80Qxrnw0Rc3LFTtw9PLkcPYTg2zmDN5AjP1EuOARdBzWjVQEQePp/wAN8S/uRP8AxBhLgvwwFDMUI28Ry2Cbw0TekEa0VnZAE5kBWlnAtDqgFW/QsDq1ii61Er2DdT4gkNEohqn+JoITYea/EdFvwvQTIeat5cJKrz9PBVxGPsF0jw0WlDFBoy2w9M5ohXVWoDejDmwDY5oPcyWVsPTtc7FuCldgizIiCbZ3oNwX5lp89l7EYEIOtHutCMIp1rmUy1jAtVo+O+jbB2UFCMY4lWjgbr+6j0FsWNOSI3i7ElHoLYtack4Ri5+LlKy3gOSAe6Z2vp5x5+wQDGmi/MtP8l+Za/5L821/yUektY/EvzrX/JfnWv8Akvz7T5r+ItBMV/EWi/iHow/EP0KgPxD4BfxDvkF/EH/EKB/EH/FfxH+1fn/7F+eP8E0vtogZS+sxBiOHrTmu/LO7w9kWONHLOPSfRVjGfTJWtCL/AKw5lgZWtxcjZWtaRDkXPNYr8QKXBRWboRtH4Ke0lc3MDJWdmN1wimlsKugrSwsw2EFK5rZAEWugHDRWrT3CnP0TXss2kFsSgRZNljVGWxEusUYsgArJhjTGvpWgAuccAES4SQxipphBTTCCjMNmIrsHEwpsB119vWtk8wM0RFGyZUAVKmLnCuS/FtGQzX4W0O6MVPR2iscWRZlkrM9K917vK1haFnEJ8bY2lM038RZ77TXiFbv1KtOSb8K81/w1kfiKgMArV/QudMaO0TXZ5+kZasqW5IzARLt3gpXNp0k1dFuhzQ8mRWQdZzVcZdFZukjCN3RWdyLg2ChnBWMG1DouRg05xijM2os6c08PEzoCHD27fbVQY2EVKwQCfTfxXRy3dFNA+aFp3ghNkYovMYlEiOmKkbgnSZosdgUGDACCkai6Z4jonDpH3hBBgwCIbGBPq8SB/wBNRDz/AOiH/8QALBAAAgECBAUEAwEBAQEAAAAAAREAITFBUWHwEHGBkaEgMLHBQNHx4VBggP/aAAgBAQABPyH/AKz/APG3/wDhUf8AgbRx8H/4q0AAg0NvxyIoopj/AMskASSgLngQEkBev5qF0ogYPZEqF6BQf8d/j04RwBTLwlleFd4qdQokFviNwzLmYaQyYTvANQBMylWqgKDJQuYrui4h/Ue0iKtmPaC0IAbB7YxYENAGsr3IwU4pMSCQAR8wwgogiCmoFVig0POW5Thp3g0sroEhdoQ9swFvH8leU5EEV2vP4po4Cw3p3/HX5Djjj/AtkyVv6EIhGV+EoZXg+CIwpJwPAEQEDekBIAHKFwBBuCHCZnIqSiorArRgX/EAkmKImdqJYOiMJwZ4kAg2QIMNoav8Be4/eUUUUHuO7KyQ5fqJgGmI4PtVEackGYYBQFEQJKuyJDLphyhCBRECbYw9zGALIUjCBTEYsIhoEQimZ89pXJk0JgFlHAyCEXhXfeGcRZ6bN5MzfRFMxt9CBcwFEGNGJf7KwYIALLzDMdwDMK3UsFBztNHVMG3DuaKAPLfSVJ4Qg1LmrZsfhNBmwtQKs2JAsAM0uYwMYEACCbYiYIsFwZTEjcOJYMIdb/kWj4P2AXwf5SxiDePE3AfSKVGg+UVQalCAQiGJ4eKUwRCwUNait6SlYXdoqSqd7H3RDIdGsIvEAaKgaiBW703AQDAHQVELDaMuI/1TzBQTfIuDEitg5wXLCE+D9oe4Q4vZMEMw4L8JhssBTiH9ZAIBgsfhN9ZyQBNQ+pyALrJ7fMQXJQSAL5wsRwNILLS0wT/DsA3nO6dIzDtNr2iciPUEIMQuRwFGQWDxgLDBYPEZf9Iek3AfSEg92C/UAQeaBmrkfbRgyGMGyMG3AcROFVBByMJMniWf+2gCSnobmo6BmZjqbk5mA8vnMUtNNQoQMTCK6EM0A6Su/k9TesDDns4DeXoq+5B3ltoi+4gqMTEF8bBUqBmYsZ4k6wb0zYDMwnNVNpVxghuBel+s8H/y6kUZFIQQbkYuR4FQRBwIcdfcY6QAGe88j7R5cNwK8nGzChJ2VfLCEuAgTxAYiAg0bJi2cpxtBWJCGiBg9Dx/3AHEww4oAjYJXNqJUrqkzCwUoER3M1Zn1GF7PxcxGFR5ogFkxoYC/BIbbrwqDuH7D6r+ivoMwg/5hOITAhw42zD7GJqeU9uBKMTAhylqZx9jE9OQrt7LBAAbEmQP3BuzyXEDoYgPWAEkGRaB9xJkz5kwJHGImYBkoYA5Bo1lkKiVb+hnvKGdRdMGpUBCA88OmQlL9kOHsu1rk2dRAo6MZtGUB7C9RtB/z08hqIrb8avQxiPI0eCaQmV/Er0P7jSeTo+qugGacxH1LWkArBAOGV3Y5ypNBQ6RZDYBSvYJyOUBLVkWR07ygGpMMoin8S4igFNAGphBGhyMPLkLRoutnylRgDUA8w7zglIiu0NiEIBVZZDAbzn9TuAj26wMzE4NSqWZ9bhy6DMNoAItlFkoWBAqSHAC8lClolJThSPixH6x/wAgehxx8QCGEqee6I5H9w72WjwrowN80UHI/ueFWj6Kw3EnuTnAgHIMQThAhAARGzjDZZg6c0rIQ1GDTg9dhuptNf3DuicQ9PEMIJqvW3IQVg8GLesNUaA7QinIGWDesKysphPIbygS34AZmHxVYtZ2VGvsilWSo1g1DUyHWGSxOGACC4L3FDwUUUUUUUUXBcFFFwXBfkqKKKGDgpEq1LQkPWPwMpJhuJEcFJqtpCwLUF0GUkMDcCI9TC9DjnzggYBEQnu8QVKq3JLjClUuSmT/AGCiMCDVln1hSnjchgN5ynLexgN5QBHCwzheaj138QdhDXb5ghsSstdGQPWYk+BWx5H1hMYWGZhKrqR9zLJYzHjKiiOXgfvG34Jjj4P2X7Y90XOQbEdYr5GBKD9w+SK8JEdOA7GwChHWWV8I/uMRnBUI9N2K8/cI1yogFkk/C8qjAEWTxn6mEQBr7DeUCQ6M4ct1huL7fMC4oIth5mMH6OPh4iyBpCrMPjxA27l5JMHbxBSSoNw0+IuBsBi5ekimKP2YDdAQiDsQyjkN5QBQCySyTj+AfwlwUUXoXFRflFj0WChEdlqigwe25jEcKiFFqBEJBToCDpALCc9PQJVNoYQhZSqGRQ7fuO/iUWoOuDesPjqQawYstzmZoV/qd5QyBKuHLEd5wklZ7EY7ZS25OO2USI+a2PiF5UueLbKMySaILycVvCF0qkVC9InAVgqOIUo6RooGwi2qD5xU9nd8PZx9jH/kj2DB7HR+KjK7kDUcxFEhCJcbP0Zl7wKjmJycQeJCRqHXb5jYip0HMxIzNyzM/sJxMMQThchid5wAMCgOwhNW3S2PzHQaP3E+I2rX0Rj4eILC19MY+HiHBPs4+HiBBHCc2v8Age0BK2fWrbKBjGvF/q8Dd84haGEHjCYDHekEMAgKCOJyBT2+YkgFBAfYF/8AsmD2ndOep85Z6FPuIsU2IL4M4eUvnKkOHCfcQB8FQpbMEG83JzMrNDqxGABeENMzBkKAgnQXRAAukZBDMPHb8zNWHlFzvOCoWryi5mA0fuJg0KciS5s9nih7PntlMsm86eIaCg1ZIv8Aw8QmQoiQEHTrDDqBS080W3m5Zn0uKpKGnKRgwYD9sW/5I9iyC3uHcycXMS1Ac+GoBByL4LgmkFCxJ+IIwPquaAKKkULcqTRKjDVIroAlWAcZbAN5RqTQ1YEb8zudC9+YLKYGSt+YT/BC53nOa9L47zmek/dDvSKg0/vMDFT2WLbKBJI2unnvLgaIVUr5+h+QQKaqw0gjWXlQnTTQtWgqNmErF/5Gl5L9DeUtZkmAewf+mHvBIuPQeYgtYkEeowbYxSsDCRgeNZCI+CGnUAtsoZ8yOmQiH8rOAhHVr5DAePEx2fqgmO1OUWEOCg6FGG85ecC8CMOsyXAzgnfmCtiiUwX+/uCrAiwox3nLIp7MuesAAAgKAQQcs0awRtAvYQHtD8yomHzjE/rQioQ7y8YWbmoO/wCEFvfFYpQJgoTQCWWQAMUlGKlyM1h/IYDecAAu6qcBDtWaC8jCAOMn3GHLC1tfltlMDY+mMNspmKX0xh4eIVWF+Fg3Cn9Bg3XA5dYb1nXByfDecJUsuDOC9+Y0ESNrsb14VLY9jPeUx4lTLkoXkKXKtIska8YRkAldDbDVQRAIYInk1WAtRFVz4Y/uHCYKgDIPPGZ0JJnhAHK3V6z+aWFsFthfMZSirUWzKmxCvTDVTRFYBtA0hxWUXFgy/CC3vESIr2sW9YSSTQEAB4iywDecAYDH/AbyhoqGoCdIghMeY0jL2kGbvzOnf2+w8xkXgxxgAhJDJS8TAPHaGlMP+O2UFSbNmzKXpS+iP8PE6P6RtlFZR2LYQqSMOmNhwJzg0xb1gAAFhTgeBAphqolOFJeKcpI1DYArRexr+aUkguHAxBKsCcXSFYBKgY5bgTFADYCYQiTlg/aHsB7oDkQAZMOU/qwDec0w7GA3lCBwWzjje9XfxNpfb5jAqUCHXfxC2cUC3cu8FprBIz7tSxrCFn3USwhZuYnQAe3aGaXBHBA8dobhWu7h4eJns/4eJct8PDbKXiTkZCEoEmwgZl2MG9eGHoNgABQGL+IAvK0DCp+pW+WXqhbAqgikcK4xSBCB0Z5uOoVYCr6bS3fAaesbplRDSq/1DHeCmMNC/wAwoIQQFnfLGEAB0qSvMokLI8s4MVpBeMbSCIlTEDJBEAgftMPYHsGD3acs7GA3lDG0IRxXuQddvmHxxE5nfxBXlXOZhD1TZ1xPjxKftDRDeZT9+Y8CdyBIk/sLRnT4mwgx3nN7DzCQCtZQSYDvCNdkMlHIHjhKGSoQInAIN3X1dnbhStqpCnDGHgYdKkcXsmZ1+qYNQggNE1uKBsQsFGE2Bc2ShsVyBeYO4eoRswrh2/JHRx4OftHHKERjmlVG4tQuMFw4fhjAH8IPcBZATEY9XfxO42rBvWNQqVAzMQszcszP7icTvKICqk8hid5zFyD5O8p1h1rc71mAfMy5+Z0HU398ytg9ANiWVaWYYEl8/wCwAGxiCET78w9T5nb5lIF4OElgJRNxnYP3AUBcgiBHmB0yHBwXhtDKE3IQlZ5FZQEOAyAgGHWFi2Y1QBrE8mhfr0Yprig5O+mLefjgJQDzDhS96mOxiVedI+YCqsshUBsLyUMVlzQ/Md6QNk1Liuq9TgRjUs4UtKpOV5XgUJAvGEiRpK5MtXYILtnBqMgwDLHSxISnMCQAxcyoBDLOsYBGfjX10KGrlbMS0BxR15QCeY06v+iXEwDqhSJMBclvTCYFCEEX+Ew9zmwzrt8yqgMqBmYtuuLMyt0uvEYASwBpmYChQEOBKOHU3nAWqDpZDHw8QURw9/HbKUAHCc5n+naOi791PzMWtqu0v2lK73mlzDyQGkRcDhFsiCJPm5hEskiZwVhVLjQSp5UoOYlTkfHE8OY3PSv6hABG0qO7Sact2lGMSuOPlQU8GYXeVdAQCMaimvQI6ejE42DMxdkAJmXy50+G9fSUaEQYzzVKcEoMI1p9wJVoBKY7iI0uyEcPMASRWkjEkexhBiyAgF24EotcZRXo3gAMoSKLO8wgiHKVSoCqgUJgsriGgJJAphBcBUGrlMhExz2IStow2PsgWADUqHyAYyC/DMHt2c6Q5mL3ZuTmZW/eTiYA3JaNYEjYgOcCkoZI12gmzSlo8fPmAlDSnyG2kwKU+RgmqNnli2ygqh/igLD7fPw8S3dVWcfl2mC/EbC8wipqvUPzADWMIk6whOFimeogoQjMHHfxwYwjx1LfSCvUTlPo8BNjn/ITCbCZEMhsy+Y0AUUGZ/0d4XYVk6jtnxKQSlYOweItUVhR/rlA6Kn7gWID0948oSy318IaG9J+W9YAgAMOIwUCE2xxaWtgh6kx6V/UAqo8T+Qs+YNHxEaekfsQW21pRiBXcZQ1x7VTtaEtDukxi4pTvFRhoXEQJqsFSZjWqVPMy1Y5Be4oENTCtTB0vEqM7YchEBh7Y9kPbrf23E7ygQ5YNNYN0AKVjaiR89NMFdIEAOkhiyMkw05VGG8477gQwXvzBSLgrAvfmO74sXO9JZt7Yud5x0UT9pgVVvZYtsphscdspgmP3HeXDaX2+YWeeWmUY0++RAcAMwXwfA8n7zFjLMdRBcAmILledTtswkWP9m9YgKGBRns/EWUpUZnswAXrrRlA8ycqAk+lzP8AfiAshlALke8aosQ0XjOEKlQd/rKGW0EUr23jx3p6fLiVDjObmJyAtIC51OkUPLQAb9dIPn0hFB+RKgLtwIDG0TKE59UB+4cLcy+jHNOgVMIxw0J5RoQmcte8B8hoMTwwH2sOchnPCVZ6CFGeZs/jGDgRkQVJMGhSDcQD19bwKgDkMTKRQILTRpg+emmKZAHAAFiHQYCAr7JgE1WEX5zSEtlYJDwArsCGBHCQSsN5zOoccF/uVXA9C9+ZhwKwL35lXBOR3O84nsr8qYMiVAQ/Jhrv4gQjhc5ni+ISY4uYlCOUmOogYEQcQXwdldJsPMQPHANb46x3a/JG2Y8M+anCA1+enj9CBaRjbdZQd3oYfZhG+AfvvCXu/pHx2hgkFrG9n4lvgkLBIFULEIHNG+RLCQIeiqyQd1KwFkeDCTMlRRleFp7bcCz6sqXTnKkMMyBhWpnBMuOgg/Ur0yEhQXGlho8DSL4nAQrkAeig6QC9OBYgyTpQwUgXSh3tLE5KR7xPsAcFA7UnKGFyAj6UwJZ2AzEe470GgMd6x4YfjGDgM/YOm34jCAGlAaQqBtUGdJRh/Nvul/QsrksNuqZCLrtBHQA4kBichgJSH3uAj242DMxKRZVLM8RwWGx0YYw2SV7XgIqZc1YQGGXIAlYbzmN2ngXvzMWLpXvzKtEKBy4N83E7y9Qytt0GXMQUHdBQ4WqQWgnMBnmdMTEew0owcX1HqpqtDkPHiDx1hmMPMKIOc+W84WPCDbp3mry5G6dpVjRLQP5FNoQDM7b1gWvA3PM9/idEQ5r/AF34gMgBckqUHjI6RqJkS7IcCr6Kp6CJbg8w4Q60adpQoyJHtCIMhgAoJQ0AmPOB5Cw+gneE8yDUIuO2MTvohjvE1Q7xyeuix5hsM4qPaDuhxWKgEmKy6xKTrcn8sJaBXObs6d+BEABBzDhP7hKDBJBqSseqMusBBqLcCACIYladlCBlFdctjyBvKALdkMzhD46sWsFbQjXF6mBqfFRhG54CCFRij1gzQ6I0KCQ4DeMFKRbfkNMzBkSFA9ZAIRtCOrvAXCTpwkYo9IDWDithgTL9t/HzDgAqDEcFHNoTB5Hn8QA3MA/PZ+IASAxYdA35gG7XOOP0IgWBR7LCWOwIDONStxZnHgAs3UGMS2HsgkAyaQiFNQL8oSt4QsNqBaK2Qh/qYnOj/uA/VGR9dYpOZKD9KAA/MW1DJF3MbXNjhkhlnAHAiaBkwIxTtd4ED3yKlAdZh5CSHGEONDGGRYOpv8YIRbsv34cAT9Fs+ggAQQwdIS7GH2RNYmcai30iA8pEAsmNC+BAIRtL3alzcusrfGRAsQStD2ACyFQ5IjkBKJZIEaAuR+Y96AhbXFXThWVj4EX9038RmAbYb2+YEtc2UAR0s4vqFYWmzerpu0YAz4Bjt94A4qGSWw2I7wKiCEiiwr3iFsfEeZXlWx5nBf7hYffCiHgkaf6cXAB1ldVobggLovhWYGF8hA6oBouIYMQIBRXESp0nSFIKuCLf3D8uoPQSqmEDEmMbd0zkDpiIQAWMAYt+YeUg4wMjQWAHBhKICowpaFBquAQqYkF1rLcqrs7wAbQQ1AYC2H4pD4Xj+7XPx2lpgEPVeESEkbi5dIQISXNLmIKGDCrjtAcQmIMoMVzMAhmIUBrqfZGTuKgOyPPmUc1MsszCYB+iAFQeyJ22tWy7wmNTtMfoR/gqsTYJhMSMIXV7pWtQmOhhBRkCRJ55QUNt0RxFd4SAFuFXfzKEsqDbqsN5RhQDIFM6Qo3o/kCYq4AZmF1D0aD0EBguhzmc/Y5yMBNk94B0pskjRCIAAipr/sqWgJG+4wShYcYyMyWXX0PLFQgiVFoakTcZS1m8E5KABckqHNvSigKMcnZABQAo9CpZ0gzsqklo6QW2JU4ONY4sEzGRkLQWwCQUzKSFUuDEAg0KnX8fEdKDMxBpdbVc3r7RTKz/ALiFCWb2IlU0GXGfX7gkQSMKGZWlOprkBch+paCTiAMOfqq9VIMzGiG8bunecKyIAMmczrHLDevspStgZnCC8MAzM/1npCLEeBBs94GIoo54/UqupoDrYQLBvuA7rBcehQxifUJVuwp8uvxFqACvvX4lZsVkw2D5KXWuootDBU6n/BmKqi4zHi43on8EHgBU2FTAIDqXXqf1AbGojYOlVPKWhzN3AEAwcIag3cKA81YVDkh5kNx5IdtlYji1srusf1pFlQUSP5LeCHUH6jgBxITn9omBe3g3pEBLToMZZCBDicjZUIhMIiwQpaDgFsNLx7GopeYoQH8cEjY/R99odt71zvx7ZDoZgNDVIRTgXIGXKI0VwIxeaanqCQ1AkhN4jvKJXDPGCvgB/QePEbeK4Irb9kJWpbHL5hoC1RoP5AsSlFvX4lxO4zGPkwgZs7dvmIioxo/hd4bbC0qat5QCoDx+vudkBYLIYePU9ZXCtAIej77x2WiACpE6QoLVl9cxCCvmlHIxyBVcKIhltTd9S+bSAIEnvFSiEagXOEqAi/HKEdCuAfxATLyEfMHMRoXFK1QgYRvr6HWDTqljuEBBgNpyFyZSchWe0WBvBGQF4uDvWFvvgko0YwioFtISCE2EEk7h9AwmKvM4n84BCsA4BFc5EFnx7Nkqbly+4FWFsKXy9BDvDnC2msuMC2L/AFFeUFxI+jIABpmYphR/cd5ReaCXSGIHBMCCgAHrTNoQcSgJigM3i2eB0h7/AD9h8HtChrfw33mMS3p/XmHNjV71jscf7fPaAZlzU4mW6LNLF9CISRT+D7hHIB0x3rAQBYUmkAfnYfcUq1zld5bXgWAoSTUWn+4UJJJwSuiAI0LIYKEcwHwJXbVqQ+pQ7IJKqMZ/lhjgchgSclYLc4CCGLQp6RygZAcRE4M1HHigzIM7kZ4KtzvwxgCZMJJQJzZFTFA8vgVFi/Z9d5ycnMwI/m1P5YwjiIhi2IkOpjHa8sOesJ8sj8t6wQeKdFs9/YtMA4Wxk6uXxKea4BeNPmhjobwQtWch5H0ABEMQF4GVcORiVjyQ6wgG8tjjGf6ad6QVMABCUWpOu3z7JKBpUUcF8yQBGccKVsEcFpWGoCKh0ScfqER5rM/n9RMAG54fcJEVOTsz1jA0hGZ7HeUVWKrPZ+IMv0n9n3C2Q+zxNwHHenDpV2D/AE8QAIhgxgQKCkCMOmvYZDy/aBwxDaSZSi1DRb+5TGpuVSZaOJY8tIGAZUa/uKcgdUzzYSi53V6mfwrl3rKWzlMDT9cCG21twtMUSSNr5fyZOAGAwhkuux0p9cdOdi2ZQGIvLfn8wijt0Bb6hEkJCUodO3eFMEOUmd6w+pFHSGUZQVP2ChZgAoxTOAMrEZjCh6ETAhw5U54jzXOYXWI/JIpCm5u6Ag1FuIKCI82G8akZWuigHk6cEbkVKgZmKWZuWZ9oUpdgoRDdGEXwh7Shdv8AJeYUmOmhmp+anflCLSNBzO12iQE4p5n/AHzGNbkl/HzBATOWm3mEL+87+IG0AUcvc/kj4Gj2QAA3lEHOoEqcfjgM42x2p9QZ3IlLLCJeHEQA3ypZDohDZEVZUmKkhUQzh1B6miFNdQcjlBWdAL0r9SsDMRHGFAtKXqgqeUAoL3mmKN9YKD+h/fAYb9s8w+0IQof28/lj2CMS9u3fvCBTRs1gPtup+h0hj7SGLbp2gh2BS79dPSAEDHKVp7iihMRDEusrCTPN2T9+cDARKxBfA5SAyZWCjZoYbzidaSKgiHUWFnE+6qIjUSg90+bx4Hp2bHGGcloDZao85dYGrY5S3scS2JKxUTYGWDesAYdDq35gEUClMaAmHBOggV85pABIq7OkrZF2YlGLE71+4eZYn0MUgQWmzBUxG9BKSoGjsg0xAprhWnwYAA5/iGzYvrAQjgIIwGQREDFwCqadZy0QZgcTb68Yb63D+gLH6hINgh+Yggj7b+IahLAUN7EYFFhQDMD/AGIPqjz8k94muQv7GHwCELvjzlbGgnwOgIJrZ09GL/rv8x8gylMajGEjlrBuCVdp6RldwjrAoBV0ry3pLaAQsFAK0BwXsngYIQDQwNRz6gekOSTMYlSUADhGEeW8o2jDR0HtCjEzrzcTWyEf7xHKUOn9Ea8k9R/fEQpQKgw6SgE5PnAiqNKA6Ywiq7AdI+WPBoOUuccwmX4k1IWShqHJ5DHesOjwHyVO9ZabCmF2iEEowXPP0X8w8wKjmvMTgdgZmDVqOL5hyKRW0GH5iwHd1Jx+e8pyCiGqNHP5lKRoDQrfc0VIV3r29w6C5UuqcS58Trv4jefEYvPmDYEFBwFg2BYWog4ZQDlmY/qEVPn48cNCuzid5e4fWKOjcxXM3NsPvt6BUy84/vjig4d9pUrFdvusDgA2Cz0Ex4rNkHOJmy1fkQCkBy3RMy8qT5gogY84hqEgHMypuYseBOWHfIyS95AfcuMp1f58zvQ6f6RGpSVCwcRNxRKaEdPooME3Nb77xW3J6AgAAA/IHFRRRcFMYuBiVUMFzJc+6gGQEgwQXC1vkv6yzI/ad5QOQunirH7XEwk732k70g2BABCGAlUnkMTvOAGBAUH4RivuJhwmlZDE7z0DD0Alv2mPz4gLDFojqlgqTCWgDWqLpDxGLUOLvfrzZS4RtK0eZ1YS7dZQUKKKh1XduPGDMuJR4pQv3GBquV4GQNnnGDCCromcYZGOEmiIZ0YTEXgENASMp6xhyX+zalBXfOWGgZmK127wjD3NYP8AijELAyz39QrpRgQoucGHoj/CBOIFWG6/KAYQIOrhWdXDK9AalZWCD8QZmBorHuzlpWDN05GsAUKAxWxb1lQtKByglBxy0DTxP2WPWSq11lvuWLXyL/XeD0PiL8BkytwxFywV3aZ9m5bJ4YugrkGc1OMCMxAdIm480AHYJFSvKzwrHRKerX35wAAACAgzNzBMc1vEyEA1h1WekAVBbgI9gGZkQIsMN6wcs/1b0mjPGLb0gQavKwwL88wsE2IvNZwJv1HIQTAhwiWhzRAUSKlspDt1QQoNVYi3wtMsFSa3hnQYDiDA5ac28oKNKmZBh58ywhqdUhQfhWBRmHBCRf0QXli6LZi4E07qucCtmqZ6mACBNel4Ii8DuCGJdQcFEDuKg4iWl1Y+Y+6EsuwYMxO0lcPiaBXMoWme7cLI5yR3Mrjmcf0gOJ5pkxbIXKQIIiEyo8CLCQGsqriKvpA7QVG+UEHAEzQrHw3rAye62P1wEcf5qUlgLFH6uFGP1lQAQcCHFjbzWISIx0z+qftAHWAXHGRrHvWAMHH0jeUdwCsSmktHcx3EFmxCTWLespLRcjJ48TmRMLDAQZLIMYO8bjVcjJgPefpLXVy4joG3eYNtAKFogFMg5mGG1JAqbn1EqGBIECDT7h2yibHpWVSeIlw17vVz5QAAkwbegw8XYekAdQdCP6Si8QorBX6EGEXygARW9vzLHMxM9oJr7sHIRQVdgekf9BlZSGlxwBVYa9YWVEM9xKtskOQhIC5o/LesGQBggzMzKArzhHoH5iiKqbOcwi9kAIGOUJ7S5kGpAqiW+kBorEgN8xLtZr5DAbzhIITYQW2JbDDesAr5P6dsuGYP8Mby4v2zMfSAszjwF5lhhNMbn4g8IRAUBAZBQjHxAWcvqPSaaCURCRygDQCzr/IC6xRVpmoIgn3Q2UAAjBhKqbTBHqQVCrwIjMZQDu4y9ODk1A38xLAQs0UxJZcw2xbfgrOw7OPn4n94WH324HiovzDEwCA31l5YL5yqlZWVlZWVlZWVlYwACDcEOZUc6HUg44fwgr+ZpWFylXEahtgjFnuffxAHOgjlgSwb5eqvGvB8X6CoAAYkqOPsKwBKpCzNucJMgi7ByjvnjzAMdIlO8IIyWzYGVkO1nJjEKtBqW0t58RAprkVqIHwLGBgyMKp8GNQrpHhlK77CQKJ5RaBD0WzI/b0GYIc44ctRPSAkTaSzZwAAAC0Kr7xv4nLSFcNdvr6/LHrAc9wW94AIGOULZT1ILNkCxUnxM+c53EqoK8bg4JnoMDVff1n0SpZpyC7CVNdkOQihAEQxygQal6dpkN5/aViMyh7SuTpl+yVfgAmKdsOkIDUpGvHd4IOw4ktAPbahWnAavLWASGJGIGcLsQnW5Zx2YpFQoiDFo5nmfelIu0eQr5l1XIuVAYUs+SjQd6FCEhp1ImXCzKlyEDjLLCZMEIPXfeW4CscJDm/z5gorF0Wx/wAP5X1B75gQQMQ1/ekIb7iSZ98cwiV3LavQfuV152/X4yKGMNfoHvBOS3Q9ZanMIxCoedT9IRTkFSwp2Uheg8W0YAhQExjIsbGbEHWBaagmPEH75M2dJ/AhDUcqCou4TZEwJuugQ7mFPkxM95gy7m5PHSBbOLRdqeuMMV8S5Fvvv/w6x6/cw/PoxLwiZlcW7hfUp/qTPtmoRMCHENh6uyDQOWLk/EMoGxaWucYKy2qCG+QOaIFYCNC/QBQHQ4AfQJi/PG36hxRCRYF6v6ccPvtCDJBahgMYAdAAIf8ADxW6zD80Q3DvVXOZ/cRnvEZOtyfeBAem5NyamF2Groztk090TkHAV5igOYqWLY2BhwnXsBeoh0hKR1GJeB1fTjTKAMw4INf9H1Hdb/TvT/ibvOYflNQw+Cg6xt9sD9wECAYAL3rhfACpMFRQNXzB6FRBkQ4XzNQFCRzBB9iEJbMOpATdYBHoRGh9CmotKvY4jjQ1j2WxCF/aYAJYF7j/ACNvnMPxXxagAZkqVI7cgHWTtdkCICAwAXoftu3IK0hUm5XKp9mgb8dGAXg5Ci+w7hUKKt3Kpy+wZRHpKPG1W2fAlVMudz/RvWVWiHNvz/xfP+/xnWajqJT9LA6CGeIJyEAwEtwxjilpjDDKxwGExxZmoBdwHEEVv2gAFBwcfBx8LxqM8BKYaiVjOYxBfPegjEDrBfMYVPN5SNzG47xqBBLVw6+1+WFuIXLFvWGRyCDOOTVzY+nH/geQPmYe6Sr+t4FFUNMK9BBovMnaWmEEPDH0Yw0jh4DhQbMwCXo+5ejOCG/Aw8VZhxUfFzIp3a6eyEuZCRlSU5tPiYRNRQI6QitdAz3pP7OMPvt/xvLHz7qOIChWwfcSVADgjF1jEqnoIzhk5GbfeKjHYg0WkBACWc1EMJNQYNqxaMpRrOKzFFwAIehRPgUUTiiilrvRK3bWcwIgCAwi4oxRQCKKLgoYuCleK5wLHEQ1ifM8wM75ql1huCStb5Qiep/xrA6fPulG9YIlQQC2M0BnaNx7MG9hAgEBUABLgQPdrkJBAS6WrEGhWi7zMhizgAgDa5Q4UESbENW5pWd6V8YWqgVA9FgEpwgAB2aphGRIOrTK9WfAtmBSShci1BTGaF/gAEDHKEat1Lsl3tuv+MHdHuBikQxIwB6iVjiUlbWNhFcy4GpFFzhLoG2dIPmTdn6tHrSEpYadvW/WxgCQkDyhAxVJcpwomC3IAwAQDUGGpGAGqkEGo5RkDLPQL/YYQOEEggBfLgBAuaTl1l4tAjcQLewFhUOP+QbWKACB+0JpyL9ioF65IMRheXGIGogKZ4B+FQWgqWRlxCMg1/4tWb7oWkZMWImuOxDoUBzWSKyj1GyWcxj8xL8O2YW5iAuo/wCJiFRRN19L4DGY8cY4NpNCy0NIANVQda/2ChuPRcmH6Cui6yxTEneEAIAACAeD9Djj4P2HwfF+l8X6XwfF+u4536/8pV4L0qHjhFDB7ePE8MPWPQeI4GDiL8TD6nthwORmVBoHDD0DgeImP4T9L4OOOPi+D4OPi+BP4F/+CKsC3MQIhixi9pfir3F6R7APpZj4vgYApXCAbCSqbgoIAAOUctS6QEFJgNAk6JdJXzzYmdJIxLSwWzgsFYENqGPNxKUK40yjhJtEDGNiGIIeNAaCMbaw4QDEKIsQ6OgQiJVbUqhep+ye8dI/aY/HW6YJtdoOwgY9xRRRRSyyMxV4NioWiUYApjOLgoeCii9RECltUT4EP8gNRgoYxiDlWFYYzUYxwpwe37lAqaCdYhRJxxbcw0liW/qETNQoI0hADefmOP6m1m+e0Ew2zfKAERknqc2JD+zPIHzRjtGQ1Us83pEvDwtxPFzZkcjKnRehhwMx4YTGGCH8S3bKDNsOkssAhxYuVv6L4+h4+oQhEKCwzGg4DzRSbQts7HvGBmqupSvep0KhCYhDaIYI1gYRS4QqoXgiJjFQbR7SRKuEAg9HcQXCJJmloQoAmkoYi0mQJwecolt1hx2AjhSnqJFCozhqEWYiNjLra1CaBdE/fGkVA6hCAMWP5jjj4EpBmCSn93P6Wf2s6HHxRQ4MSV0oKtkz+4J/NH6gQDkSgChgoIAhQH64JGaUQN7Jkl2xf+UyNznE4GNEdP8AeI8DAeOMxg4HguGMx4uPg6MwAlmE/YcHEelxxxw29NVSoXw8+PYccfB8MfeUUXoXBehhRCojp/ggfJIaRP6qJzm9XnZR4XGvlhxUUUUUUFvUSAmU6D0j0BSkogbMy8Zi8eAAxZQMSh9MOAjBvpAYWBFYXwV5iu6QfhFhwn8FToUv9h6EILBZcorUhmEFcAEBb0hgAZBqXPaCxjZFImvuCMoDTIhc86AusMghgol4OK9Bii4glTRGhGhpUz64ueeLpCACADYuMSIrUVlAxYK34D0F6hLwbIvWO+kYsjAufPsD8sx8X6jMfSIQRixY4n1MtdQTijAOkJsYUHVFahUgkJZVgODwgsq77StzLAbwgjIypG6CCAkAicYJKBUToITXx0K0AZVGCiiAiu/CKYwXVn68MSzsbhjaHJwTRYub3EpDwJlMGUvQIAtftDBxGBA2SmIrCrg2hRyOIgMsoEDQFDitFt8SAovGBIss1xgdUJVhRCBDqr5GCusQVwYYY+5t8v8AiZ+owejCCGD0HiYOCyoGLRhmguxcu0ru4TlwlXeENZVA2BlUAmITmKSBe84FRwlVWARxSKlZuQzgBFTmXKMEXmrmtQcHKKhVephghhMtHHAwzLUIoS2oI4TD1jhhwPEccYeJj4JEWJD/AOePxF7q4r1YcDF6VWL0r/qP8ogTBDuOH/jmo/8Al4cRM+A4uGY+3//aAAwDAQACAAMAAAAQK2pBBBhBBAAACACyCCCDBBBACCDtRtJFNABAAACBBFBBBABBBBBmWtBBBBBBBABAeCCCCBBBBBACABSrNtBNBAABAABBBBBBBFBBBBIepBFBBBBBBBbiCCCCBBFJBCCCCXZjRJlvzCBBBBBBBBBBJBBBHUj3KOW+MGKJBBCCCABBBFBBCCXrCQ/NRrCDCCBFNJAJFNNJHJBTUmG6mWey6i+2BBBBBFpBRqFJNXjDArTDBCCCvR5JNBtNJd7ZHBLYmyxxBxhwBRRNFd4wx+qBRRJVDLDfCDHPzKCSTxhxRRBRBhxDhHoU+TpBBBNIEBWawuemE5hBNRRLrXPbzjCBDCCCAAAABBBBBBBDTgURCne2RR3a6SfCiuyexBRnNPn9dNNJNBRxBBBBBBBBBLDBDBBFoURVpRqt20NKaRpOzx0pZCSBN/Xxwhh5xxBxxxRlZNNBfvLL+LDsWpRtBRiF6d1hxeuKUh6ZOd3vHbBCBBBBBBNBABBxVxhnPrz7rnoUpRFBBBdKyimiSKg0CIQUrf8A36wQQTQQQcYQQQQQQU1/z/8Av79uhYEEEEEFFH5YtbZ6FLzrXn8e3UEEEEEEEEEEEEEEEX9/Lba58/vzYEEmE0E324K7bp2jlyYn+UO9DUUEGEEEEEE0EE28H/6bgr6vtNRyFVkUkV3zoIb70wUjTndvO7z4lEYKU8EEkE30n3/r67V1F7/+9zyEG0FXX3ypKYZXGzgobse1hKR11IFG3ZNYmIoqaP77r2m35/8AvUcJRp99VV8KmCBtJsm58VoxsSCy6spvwcJK2Sm+8++2msK/v3/7U8pBt6S39uKeWf40Kd1zI1aiy6GgdlYOCHqWl67/ANtobhr4/wD+udSyk0Hr+46prTTHHKqG8NWuT+6V6axx0zkFmbbfqI95IMr7/sc/5RznUt73335WnclHNDE12l06Y7HZbHVjxG3HEjaJ6a7RdX/MMH2lTj12pz333anHQlU009/kBKJ4YazoIa3OCmymxraL777778PEt/8AU8ihd9896a2qJl+hvLv8I6mu6OAM5w87OeWYFWqK/wDX/vr5fz/7kHIsTvfXeFyRpmArY0zWKDBdhtKGAIOmjCnf1Uqvof8A/wD7hDv/AD9lPFcMaWBGQYTuQjPOdaAAMNOHrtKmrIRFEprZKmtef69/2VUc+/lMuVfXTForfRFXGMca8YMOECIsPmkBtjBSMgRilSfff/8A+GXsH+dTD2KH2nk8y576kG0REAjQARoYhgZaqYqCQ66KpU2Xf+7Y20lE3cRDzkK0EEH1zKpTffvHBCAwpt6oqI4iYaZbaBzZAV777d+WGX0kdSryp7U0UV32lEAggygAArDz326KpY4CMCEz2Z6nX/7arb2kUmsFSi3j/uE033jDAwAQQ5bBDz233mww5waXxTQjb3l377q/42/+m/Gyjyjb9H3zwgDD6hD1k3cXnHnHT33kHkH7nAr72n3/AO++ut9r/wD26CtO1vffPKA/fviXfTb19zz+Tfe321w1TWQNPfaffvnvrvvfvv8A6QJzlb2zyg6+ILzywTV0j9OuQeMb22100031zXSzz76qb7/7/wC+/IA8+++oAGErPSw0QjV1vV4Qh5xEYx95591d9K8p8++6+u+++++9Isw02sJhOkwxg1E0nFZFRfJUtNwFlNAN99Vt5U1QW0w2aQ+++++gQsusOcF4tRFFLJ9jHznXIVa5eVyltGtd5NJtYMs9AAK08++++uAE8iT1xbLbV9pSM3D7DLzrdspgZEwUSp5551xxp1owwwmx8++2+QYE5hhZkEwVg9AnbDTB77gRkBvq44Wwt1NZ506YGE4ENdc8+6++QA8pB19dZFgQhlD3o8vP7zMsX8/lrTDdtP7bnp99RQRBRN8+++2AAUtVV11dV0QgI4VvnrQ5x159fJ5D79NpV99L9ppx9x5x98+++6//xAAjEQACAQQCAgMBAQAAAAAAAAAAEQEQICFAMDFQYUFRcWBw/9oACAEDAQE/EP8AG0IQhCEInijwDgcGDH2YohCELhiTusRup3Lme/8AlFdMeMf2dj4Hw9Y8lHXhf22OGSfD++JnX9JNrJnyLGTLs70FvzFrsVHwOj8THvgn1oRZF8UiFwfox/dYoxDdfjQdXa73PLFnR7GPmnT+aqyd1UjGi/gVULVRNskio+GOD9Ji2dqKTxx7ohWfBFJ1HYtfB2dD2lWdRUnxUeTRV7cazpNr1o2p2Y24x0ezvWi9C5OuKdWL8GDF8SYMGDBgwY3Hex/2GaZIPgfwqYHtsdjGMfFMzPdrGPdfL6MUhDhCoo6IvQhCELwLq/4z/8QAIxEAAgEEAgIDAQEAAAAAAAAAAREAECAhMDFAQWFQUXFgcP/aAAgBAgEBPxD/ABrMzY6OP4vMzGYzGY8RmNCQjR6uPgHtMehd39o9BjsNrou8pxpWn3B8CqH1qFh5nn4RLiOJcVIuAjoIPh+cUehTn4k0/KHShB8N6vFTEIounimOmbBaqAlTmCgO59gC00dxjo6KK9UXXME5gc5hvwKKMNRTnquw2qoqRlxrM8uNV4io5kFiKKc4MwCoakPJjnuAveaKqoKoXoQz1HqNymdwtzR7fc9x4tVhxU1MUGs2uinGh3CCJR0EcdB0jQWGggP3RTIv8w08WiH1H9T9tHS8Wuhh+4DG550nFHHHRz1PVBB01XFvNeOgoLT13BQUG02OOfvWNysI1GiitMzoe463pUM5p7nuCx9U9ZQ2kRHrHedRH1PFOOudqnG0jsG9xwGgmKu1vX+zz0zfmZmfq8h8RGKFCMRiMzpPTIvzMzP9O9ChgChjzM80dBeuiRMzMRmaMzNMxaVAA4hGYvEUUUQiXdWh2g4ggCYSgJfEBMeZwcJxe4zGYCYzGe6/5P8A/8QAKhABAAIBAwMEAgIDAQEAAAAAAQARITFBUWFxgRAgkaGxwTDwQNHh8VD/2gAIAQEAAT8QISj+JvbX/CV2Llc/4y1pAPoyhgV/8whcP8pomeggB/kVDr66eh6suD/8Uh/lKEC23/IPWpaawt/yMf4lQhD/ACFgO+v+alwxh9GF+zVh/wDFEOIf46u2sCv83Pol95+fU9a4ikUlJZMB/wDgkJn/ABlrG8P8BQKtBqwMzqOf4se5W7Pei2S3zBVT6a1f/AzCpiGIMuY9plgKmgEEQRsd4KUVpwDrBvt/EtFwNV3/AMEq+0I1UtU36kbFkAtBdX+FlFQ9jcxvDDXtsN4Z/wAAtt/PZ7iEqorAcggbThl+VvVU1j+4M2jlAC0xzFw4OJoLxuQLcbVk27DQ7NRcyjfNosBDtMpsjcaNXrChr5MBcCUL2rMu9vgzbFBV7IJ+xoyVeRi9HEqDuJCk1qttD9x4FiiChalW24wlTMo1oquylXyaQ/z4UINaz+Iip2dJbkIaVsmIOcrI1OESoFXIhS6o8LUYSrK6k0W7uYNNdCK2C1i9Hqq3of4WY19EByA74s/xMzb3/qDfqrgIO8v8qktlPMolB67163KShUppKQR/iITDrKJglDkw1pdOJRADAegSoAutbwK6AvXrFAgpouiBYlOzEtN+xdoFwQ2dOjGnEQgNgGe8BllUArE0QfgHvLcNascO2kXVZDUpGldogVAG7F2hj/CP6EUlo2O2ODCuuLDIluB7Eu/R0uK9BaXxL/KaLs8vtWce8hhT4j8yzr/ECALbWWKEptMyusoPeHL6OkT0bJYikgx/EQmMAYgFoxqx9/GywaBhzre0I1C4UsWjm4oS4CaMXtnEsOKuIoCibq1VmUO4YGWMONTExjISXlhWP3DZQWMpTStDiCQULkatY3LXeI7QsdKrR5u2AkQupGjzrCRQbmw0LxCipRAUcVaPet4MVtBpRW7Lqaq/iNZXRioQjDAYEoHe24lig0gXOUQ7pUy/oVgHGpfNB0mKULAoLpUo4cMt86qAFo1xtFWVuNNX3vW4Q5RLY3Tev+E2AeEj4SMEuI+eHOmwj4igviULayVr0ekaIgG2DRrNX3Y9MB9gSC1SqTjZ7PoqFhfSGIk9SoK8O/suX7MeiLANv4bJmUurEDKFExKS4tF+i1LhmOPQLUp5lkUMelkuCP8ADmEPSjiV6IOp6UcSiUvAvmbQdUANN4g1YYYQBUbBinBnDFr+u1QUJop1PmOxJhHSf6AXxN48OgK4ibrtRbq0uAA/eOY0vyNuk1Ql+65YS5iXLjiU9328D7iNMaHN9D4+I7ORprUep7dFnCW9ZcpPzHZY6A6RfW9F0GFeIWald1SOdefRidiHymiWY8rkc6afUtuKNoZ9K9WZYFelqz7bCDekplc+xBU1RHMqmZ24lXUMRLlNQmjEDBdSnuiazKETMqH8QQYehBJBuoHayEkY5Zg6Obw94ZEhYm/87lOnralaI6vR145liIrP++mfYjCuVxTngPvol5xd8FdkMPiu0yVpq/IHJ6ICuAMx1tNWbO/lz2qVzSlB2v8A0esVoIFGEfs73A7jOknXd4+IW6Pbd/YX6KB2N4FOXT+6S45k3mHCvaAYgWJv6fRED6sEy6QPZaMslm0y7VK6yg/+KKh6WOkIQQlN7JYdOWxXb9fiO5RZkfg+aeksdP4sZItGzk5rj+oLj2jR9MlevrfsgNqDYxUTije2uLwcADMsRL5E1HqS/VAAk5zp43ekAxQtWqZV7sqpd/VNXjQ8zRdZjlmw2DnF1FYGjADnQ+E7Q8fMrUO7cXQggoAU6B/I/SgbephiaZz2aJ3GDmm6K/YPF+JpI4oH1ZE2znGnjnpLYStRum1+YxuVB6poEK/mlQ4WpG9XSox2Ay3hrG44Dv6ZYMwN3X2KEt2JbEs4uAvj/wCNmEIeiZkDXIzRrh7YjFI0afYYfm+npiSc0DHHzfZ5WU+zpGi/B+AYfnx/EptS31c0oPOlw5CEigSrCDhnxA4Q4dbT1PAK1YgFBHJx/oV21uahPVTr0A71X1ZIK86ncl+j3lUdv0mh5jll/ZXV8GZidqXz1YG+0Vuw38ue1RW/Hhh08uO1wCxLZrYT8ZhCrFRd7GODEv0r07xyit7f0H4vrDE+uLvKan2dYJIuRwMIjKm2Vr8GPKawbYx5THyYP+yvTt6Okp1MqtJgl+iuZR6YkGnUTZ/8chD1wgYaBlI0WrBXGoebOkqSvcd2j4WYmpDigixUWFgr5DzcrO/UO7R8L7c+xq9qXKJvmytRtMzBoVsmyetOrxDIoIvbXed8ngBi+hEGg3Qpq1xbzjzG8iIwGhwuANF8y3wGR1HhIolNd9vA+4INEDxLid3aufJ+hGQpshs6/OnzxFfFl6BxC1p6+H6D7nN0OHZeNXxAr1z7Gt4yet161roP09YGtrKF/Oc26sQTfuhavfiUAikvb0Bu2URvaUurAe424R12lH/xyBD2pmfaDQWDiDyvzfePsNvMO2z4X0eMuzt2iY8CA8r9u8O4ZeQduTsvuB0SxaIIHj+rmUprhbci7c5Gq6wAs64Af1X30UGiZNUbJzEkkop4DywzhHxdBkOnzncaNVc+GHnfrFxImQQ12Z6hus93GAWMNqRWehqYg0DAVAaoew0dYLUttlR0d9e1RLN6xpagfEOQR6oUcImHuZfWJZt/gMvVSpuVOpq/Y+OYYxZXNcB5YjO089yv+vekaplGBydoaGy/xI6wIaKV9yiWQVf2CvMvM7xl0G16+i4viXFOZZLOYlhQgHRJZzLJZzLJYxyTcy5f/wAcQ9Cy9IglJZKLWZKpZez0gOxnSsuNz+rl1qBmof78LLIMARsvUeR1GC4VkqDjc/q4mWaLaj438XLJj01lSMWsQ3cSjCrtHWrqarbQUbNgYwVguWBWn6NYmiH3UPF0000+cwAuitWWxRlQjsFFoPPlLfnsROAaaFNCJStlwdWq8PO9QmguRs/k6f8AETELx4BMLVNmpaP29YqLoagjU7uXp1RnFihapgDuypMQm3Wvg0OkA+pXjTV8ad79Me8nU0DdaHjV8TKgXkFqj/vPeIMFLwO3S9O1wDBQFBM7Q5ZmJiWRvbSDsyjiUSjiUcSiUSnEBS1KOJTiUJTSU4lJWUlJSVO6VO6d07pXWKd5TzBa3/ikJfq5PopDWkpREhoWrTkuR1HtBdHM4j6Xz8xdVuvjs/kslNQYa626rkdR7RBRtaR9D5+ZbP8AruTKman+/VzoajYOOiARtzy2snTlGEEAvkaGIhbVBoMxeweHiM8QcV7eVrL4gSApR1P8Br1UvmQnXt9jr06oPS1warYO7LkxfrF+jQ6RRUW7wqZfBjuuI7VPl2XXwMxkKDWDacXW9N3cUOJS6s1wB+II5PdScoBtzAfM3mpu6/l0PiMsDFeAlTTOUkaRVvGdCvMxqym0tZXeUeubP4Q/wLViW81ctRUtxzBb8y3PeF1mLUtolukt3l6y3pUaQbD+MQ9yzVzSnsyQpkcjkGT5jUqxkAujp513n7PaxrPoNMfOQugpPmI9lGo0Dpt50xet/dmOYmddIaD6sKhG3Tt0RNcWsYVsLD4RTFCzDVUhVrhXXJBs/aIb3XV6dUDFQYGq2Dq6EzWuXhdjoGCKU6rnhT9H30Splal5d3oGWaZbldVuvV1ijUQO3/odhzHN38EXX7buqPFHMgYsqcHK9UaGrmPU79HYpvUuThNKxrLf6eks1lnrj12Y2/1GDzKmzF2gtn7ZF11/6jDEq6081XaYl3CWaehMcx/g2H+ClxLXSUaShKSkMRLlEpKiGsoxK3NMfxEPeapDMBV+4saQ/GaZlYEJrEDqYHxT0jkFcbh1HJEsldSL8ZpDQgagF1wHxnpGIswN1wmowR9cIYXXJK+HeFJRi2no63rTc1oKp1bdjQ6RyFTjUw8Ge4iNIodu9PBq9IZ20KmqZV7syzTeuD9jjt1R+C0DUv8AwOsOStUDQ/q/05jdUVSl3/S/bmNPyO6lqdv25jEAFjf3ujv1SuiNC32nSG9+WIWBbHQ61Lem5C9HG8e2z4fQIAHPsu/gzFEPfQOvd1Zq0ahqtg6sNj6y1B0q6/8AIlPSWfM0mvoX8+po/gXE/i3/AM7MEISj2jSaK/gFVRKoE77nRuVsMeFeW/HxATrubd+sRzvKsDFHzF3O9yi5dwDy/JfaHnDeFj6b0qdRMHgz3HEc3YOY4D/fSC/qeS5XywXmWeN/qDzzK6yNjUfwGDqIeRXBsBFMHCHUe/d+3RLvL3q2NPvo8Qyt10H/AMnZzCrO1+k/2dnMSWAFS/1V/S5U1KK7mp/TymHIrRJbrGcP5cyrLMxqZblGw7KrxCQuFxY0EB6NiXuSm7yNQ50NZcYgBwwDYI7bcTkWQ7Br/pAEQAA4CJm9JRqS72nafmVG53gtP8BlX36zP+Pj+IIcQ92k7y1e9vaWXW8xKfpn6g0fIy00gsRQ8qeFgjTXQTWGSf8A4DR8kt6jBAr5DxZCL5CoLp/3pDM0WrVMr5Zn+UfjPBoeYy1Ofj+g+6lX4wXsEMBHBdnT51f+Rw+Cw2e79XKlnEefwl/PRC67NHbPfbshKWrV9g99vELA7mg2Py6niAQxNVtfk28czGFQQ4v7HjmYuhhDYD8X9ZgbWA3c7vb+lwWF9kQuRKUOXLmUGGCUVXg22aR6RRER+BaA1K1caQjXVTqmV8s0x6OJrDlExnZvKN64mUXjUENWaSrle9xA93/ydkJmHt0u8vX+Cj1cxw1m3T+o/nrDRA4sTuan2dYSH1jQY1vFDE6xRwB/03hsaPnxGpWuR7woSYChDe5hnArdg6+XPao1PjK4Dp5cdrirWC+IvNt3ui1fx2UsNh8/Rh4X9uIrZySj5Dpf9YlwCw0P/Cv+sRnasWv/ANxt2cTCOJwdx0X+nEFZjmHa/LtOwWMGxpd9vESjTcehf+nhzCI0l06+T9CbQx1jujd40PMdfHoVK+SLctzhxzM6kC5mg2UX0munHwoys37TWbgMkdu5AP380pXw2jMOw8qRDPP8GVF//JxCEJj26DXWUo/loSqxH9otNV8HxT1gyklcCw5Cjn5iklIRsOsEJZoOw1fLntUNRN5YXyXGK3lY+gGVOKydn5iKhUq2foPuKbKSju+LXvUfKVV2A/T+C5jbGU5dj8u/mIrZ13/qd/MCNG2PRuhf24gCMHwzdDu88SlCPotDov7cS15ej+gH+mI0XLRHVuhf04lIapaOFR12eOJSgYDYIi9Nd9vAgP0QHaaePSw3jT2jSUhUK8TAUVmBMAYghQlfw5K/5lRfT6pvWcTb+hF6N4YP0PJiHG6cv4SHT36SGifzKBboQyJJ4y6+de1TQq6MOrWyuMVEK100lwH0hHBUhX+5Rr1UU4LBdNRPy+OYzpQjJtAF4vpXaM7xqxyBPkGtuIgIEAxu2v79otGrA6B/frbmXd3EM7f/ALO7mZXQLdn82/mWwjJftfm38yxH9lB33m25uB7ToX9uIq+ty/EX89EWneD7Oj9v+kUBvBvDUMTZxc+T9CEuH0Io52eQwVmOJSnAtsMi9rITYB5622B+BalD2Ctp0AvbWo3mBpdpq8PlGXeyhGqSn5xCqv5kHzy4uXBv6BmXz7rVXMKCj/MQqMuKJlvA7ZGHCKyrMa3v4QFC1uocu9TPD2XKgD/qLn1olkYocY4Za9O+1pSjHXev4SBD3aIsfY+/MzMyg5lZqP7af8RGBheAIhAYC1L/ANHqoHSuToh+Rz/1KxMAsWaDcK6U10hBsjrSaq0TYziAUaX9Fjtp5cQyIL/YRw7RUMDVg6Yvt4jp/UeHlNgW8JivxlnP9v8A1EqwFdOvwf1mBZW1H4P6P9o222Mv2fzb93MEhL6vuvvv5lzwsHnfd18zTBgNJeXKjNjV+jrAjAAA2CMGjLl+JPJsxQ0pbpc+JeixYUqHTWXvPrBBcUy6KOPSr1lJppBGZ9TL/mtHaILJY04giiLhZmEjpiYQlPWq2uUlfBAtuCmagLfH8JOTD3ZBU0H8pyFkbBMSSiDqX/o9VMFyR1rfY69OqWtpYDVbB1dCKM9g6tuxoRnmf5T9H30QvcCmLb+NYPV140m5xyvNxoQxzxOA1sHTxxHCsheIvt9Ygf7iG0wdtvEd6shPGcWtA8OY22qcyLG3DR2TAspFN9l2/BzFoGGCnatD+vlNjsDoH/y8uYTdVj+jBiG5oFV2CMgVQF2dHnVi947rmaL9MsB2TdVMsiXgAc2AnLPSKHORGvC+kXnBdsvUOmpTgElD6ZK3qRrHQQWWdfYgxvJ0meHKorhXOdJoYb+B5LPoj1R+18LPmoJ50D/LOkC5SYy0P+64VxNTEoutt8wTS8+hWaO3FRTZGuwCk5zGIscQhTrmt8TSH8CNbseyoaPffoIQ9rCrmg9+PcnIqm6H7HXp1TQGdDVdg6uhNVn7C7HQMRhHKnXTB4M9xxMbgSN3TwavSCKqCtqmVe7BmFXaK+n8OqLRSxW90vbd78Rc1KCJcRM4/rEDyNaYVYabrl+o+tZqekAOw99uIM6nSHYHQ0eOJaMDxQmM40Z4g6xZqDKHJrlpxFVzXPBoRyh/rmE3ZHGP8Bl7OZZLO8A5sHTy47XAAAqvTLQgorrKRiAu9Mx/ChXgdIEmPSvdj2H0sF+DMLTvXmtXusJZSalbZENOiw8PTXLw1fi4WNNTXvUAxTS4+H7Jg2i7+jTP0TPBVBl3Gp/Dg/l19avj08s6fMf6m/dDSgVOjX4lchKTEpeOWFidQ4awpg27DmHrn2kIeh7Mqmg/jzLYLDRquwdWKsjE4Wx0DBGLqY4k0eDPhK8WjnuAgP6lO7lfLBcN3db+oO7mOXLSNT/AadRHS68C/wAJ+OqCMRcre6+28tpOXN3z21eYBRyaT3S9vycQPJdfcqiZxq/8i467twHzj/WJf6AXwOCnOHp9IA1hxfaDt+nELwJ1JK6f6lq5QiGddJ3GVAuodDyOR8QbqWvh+g+7l+Jols/QF0x5yrl1cH3Kis0oLuuYghoMy7Uuq7d45uUXKjVjU++8DMOjBj3Wxi4+WleDELUKC6mHn8novDu1CHn3sHyHxUb8E614VfZDBa9076fCxkygrAVwmfuWDgFohsCmHC1xkJeRp+BgI3e2T4czt7Vf26rqFZs07wxhhZIFgo5eMxtupO2W6cSi72Cybw/uJem7jniCwX0BYgLQpCgQy15YmbHKao+DkYhkgS74ZNsSkexRM7pePeyc08iOwR6aRK9INLvpVfcG98GcChtAMwU9dUG67sDDRcAIvxYfTFW1nhwff8JUIQ9qMQ0fyYGs3Hqh4M9xxFW8jnuA7c9ISjZfJcr5ZkeUfiPBoeZQAe82/oPupjZY7BFbnJtRa9zr3HESgMm0D6v0cynO03fddv6zEHLst1Or/WrmI25oO5r9tXmbnmchWzt+TmLSVUB757bveL2v14FrZsP74jZxasRqluNGP1LQQtUtQo5o2/56YMIVuTuU989OZWw12w+3x8QobeDVcJqPeI94IyiMRSI1IDsB/KEJCikdGPiycIDBqC14TVMwhWusmhqcZjToa3WNqa+RiXQHO7XWRLxeO0rkHrOXVZlkx6BQUnUOA+YVgyqyDawILgN9ho86+xSaQCiRwjvLOl7dUL7afUpZUFRqpksfAjv/ABMBQ3AxzUBasVCitKqUgQOpfZzXZINvKGD+m8Jpu9fi6HwsAWhOT0PfbE1trXeHw1oOzyQUsg2BXy3mYQEs6NDxEbIA0LDfTpDVnpNyWx8DQtTzKd/DVgN1na4pjJLk1TFqrRg3Trx4ge38ersfMtCLuZnvBppxC6L1/iCHoe2uJoP4c+j3WI5rp4NXpDGWRerZV7sKhl34HwaHmIJVi4b+B91MJoDPTdjaTI+Bv5c9qg5AcIdvOna4rbSYNdZ3P2HEQzOA2vybTS9TKNivn28cygQQpbH9vDmCzEw9Eav6/wCxIooybsNf+vlL5t3fHW7fk5g4dS8x1O37czGi0DdXf21eYLoC85MrTDbzcE4dZcXAdR4XtE6M3p1PGh0jvCpqxeeTRO4y00rTEf12XtB6Q1f5IiDvFg5gCcYu7gEdAquwSxFh84mvjLvDa+E+0oDsBCFfs1XeGucF3iAokw0aloFDTyIu+A42AZW6HBNeZSxx1a6zRL+R7xJoqNx6aPuUe6OzFnEso/uIzpljYavjHeCMUAA9QxUS0LX0q9YrNX1qMyyzBdoP5QY7X3gFX3FkPUGfNRinjjGr+D8MGzO/6Kn6gjHg9X3Dn6iYeO/bur+k6qx/dH6hYARljeFn3ASLogPqK31u0HBEzcjjEOhp2PmDVg64H8V+ia1avU7Rgb2uAcmp81HE+yf8gfb1hcoHaY/ipCtoe9oO38ass38T/UHdzFFRVzbWfA+6gLAQ6BAg8FbsHXy57VEWabTZ1POna+Jq2M1wcQYvKQOleNmtr5lKC1pq3bhfz0Tj2XkR6X/WIExcBdw6X/WIui6lfbPfaQhXYwds99uyW0iNOxod9vEwI4K+L+3hzBwClKeA/t/1KBWy/evvXH/XoZN0x1T9H30RvtJ9oaJ3GWPC8PuPFnaOlulB6LLdvXPZoncggwrWfkDxZA6xigms7tHYB+Yfe09J/bSFssnKDmu+EGVJOzsP1l8Q0YUXUOD4MvmZqtBueTu/uCKFzBco8uEBdE1hbAG/K+8bOo7YONR/uI9B5REg5KF90CKTFQ3pXQJfLC+I5eX8Paeo3RjQN0pStdQr7gncyyBDODFRbni2iFYcL7w5/XHAw3auQ+GoBFCO56PwlHapy7ShyOr/AD+CSm17nfR9LAoeBux+GojV5vIjkFfeOjMR+LrPH9jGzUrUfZM/IQhaDXUP4jRBPc7Az9QElhjIeugefiHeefEOPAemPZp/AdIS/dfE0HoI4roAEuV9aboCCJZkfcNEtJtfgNOtQYAwDgIwFo0uzv5c/HEZFVVDZ1O7p88TJ0irYJQUcPi/AfdwNSU4dTwaviLmYBwiaA3PiJGxs7Lp5DA+SOFEdLjQjDbrQOseQ1XF16sv7cQBn8AQOj/WkbwKe/6FL/WIZrIlfUHu7dnEy2ZquwOF27OII2VBNvT77eIboAHASjZKdU3ehq9Ib+6KmqZV6rn0qaxdumvgfz1mtC1WPtE+yEl6ygYmKdIITR208D9d4dir2XOcDI+KgkyHoCg18nSVcYvbcO+/epqkhDYVT8HSPYs8VjL4MeUKLxbNtHhVkMOLlzTHwWeogTYA8B/d3TaB3DKr8/QQDyHesNXIGmEzK6vY5o1NKTNZhJ0Quh7My9eLKNae0sjfee3uDXyRinWoB+zCcesaQVWF3jIQqFoiqzlugqGORv0j9Q2YLVE11SvuaCl3f1mfpLe5c4Ed9H4IeAlvmBsnUWC1lgJX8fknnoXKsvaGSeMvu3rKEcaUTw2fFRYRyLfE2fZBd2r4MvtNIuGjK4EQ7SOw19P3KFeKtZjo0/mMguTfE0yx9O/ogpiLP4P3EO1DIU/nQ+5XHW6fL6Or+YITHoewuKmg9GHyl4zA92Dw5MonQIXg1se0onxjtg7x4fEGwu1ew9OvrUEAmRnb1Orq1qNOFrrp9Syd5M0Ovy4PPEfYeTsATEgox2vwGvW5bIHH2dX7nxzKHLa5rgPLFtBPPW1/16Yh5O3TD1rWUrtQyh10PCw5QgFwOkPH+45hzZp8eRxy4lI1WY6AdF/biU4sKj5Tov8AWICahOM6fOvxx6ZTmzjX/dg/29qCU5GKUyh+AnkpmqXdH2LbyeYHX7aSq8mNOsFbSGyV1Oh9wj1INDbO1MbytaaNVrVpndDRZ14Q0Dvl8S28rXqjnyaQInIM3RmuxQ7osVpS7AbDtdOygGMLlYx8ZPWAZHaEKh4MsUG5YcH7oHcR74fgU8vUYQloARrhVrdTyNX6OsFCiJUOwx83DzfJm2+so9bIIB+cBCghSGpPhLgxQaz3/wBWMqzTdsAZxziOvMpoDa5qc033jOCdD1zEBBZuMAVLOrdzR8jB8Px+cCfRE1lmtA8LPmpQEp0OBmXNvF1H2tXio8v/AHRD/cLmqi2r1NvLL7peqDrs8HmU6W1XyFywr1f5bhCFw9uBNBFBboRAC83pp+FjQQU/ZKDL7ChH/sDxjpMK6k+juh4R6RVd0Uclxs8hABBRYno9MhSOjKgYSgE0xqV0TtGP4SEmg985CKpYgFvYB3YbGKTbvXwaHSXd1XjTV4Md79tQoq2vzo183C30MAQUWYvuNx92syrdSr4fmP226I7aN70uqUACgwQitXo1H6D7qVGkB0Pe7AUUjvDBAeoe23j4hKrb46rmlvRFDOfTTOpzlmoMoUFHB+vtAUTFyq6K2ay+INF7OU3OxnV0EE4cEVdl98oohot7Y8/vDHKsT4XmjzLV4tblrP8AbEVA4e+Wgd1jotTkOV5fQTlg6p6f7YYBgq/ovV8EAMBM6wz0mZfsciAWrC9gHcdh/L8MyMzlRe7o2brh8FAWi4ePpGRgMloc/pE5w4TUtROT3JEWp94/kqOqIugV0rVebl4Bc4AdB+KgOFarRdC70bfiLHrOoHBFT4MWGgLjeVVJPJfZN4h5XSwjm/wiXEUQvBz016xUkZS2lrThZftlRuo04h/IQh7lpNBLeUFjYcrxAwwxE0MOO78K9h1gIjgyqUtvEsivCdoik0TknUxX9XBHUq1PPWQ746wSdzDQfRGAopHcid9zPWiVmZdFJmOIegG1le2tPzNBZrqu69X+BV4VZougTlhZZE03kKGbKgUWUoE6ajzcyqZfZLq5+JXEp59DPHobS28Ly7S3mQ77fwZYrF4ighi74MvZBKeo4ZwbnizpNLCQqz606r4wzPwuhLVbrwaVcFOlbwFAjwZdYAqaIjyC6lAMUBOu30UpVXZ0xKmsTr7j3cviMo6y7gvGh5hbBnVenxl8QjLMg/KrsEJKABd+hwGx7MkFsblhK7pK3ESBEWC5ceU+fmeehbKLWYvAPQzMehARUm8dSBnjsn0dpYz1YTkOjaGGAIewDYAZVmoF44O+n4uAltG/Xwur8h0gYB1gEtANwgX1fyLh32B0hSS1gA9FIdcFHbtFoMyZ3qq63ASItidRnZ6kEIspmfU7w45p+d3CGMiqD1bf469BxCHuHdAAqMxop2/iPsmFw/YCV6a+qApLHmaKbn5Dx8VNw/8ADuX0+PMu9xebHXUeLmixiDkAuH9IZfEEck4gAtDh5vj33LlLK4G7jwfboiEtlznX/nSItyVZsa/OnzxAAFAUHsz6449Hmq0jc1rroOqlqMziFvwcHSWzgGYE0JuWYG20J5BGjbDRWeoQzFWxFHkT7ICUNeDga8vxMsJ6IGlXl3ONsx318BLM0dDSoF1soIMBOqhnLylyFeVJVo28RidI9K9DwUlwegGrYA6rLs3Uhpw6B/2ExFqEpgvdOltDz8TzSaocXL+Am8spNnSy3Gh8FCg8WErNp5aJaBcdVTKXUVLWLFN9q7sfhS0BxyUn32hi5mlgdMPsIVX+pfofArgCRUSk5py3k/EutpTrZuOj+fQIvXQCBgg0Xl1N3weYJEizQ+Gvm4AABoGkPUPtA7C8vGsZtpQBNQbEqRz2jEfLn0zCKFgdJdFb0goIOa8pC0BXSwtYRbOokeNcKqkm97dppIqA1MM/qHM19z7ahCHvFoslG5gPLFz9E7heD39PV1bt7T3MPx5lRB3tWd/8J1I02yFI236MHD0TE4SEgdcXh2gOcP8AdT1t2jhHhmCtAtl7S79jGYBA7d08bvSEfZpbd/B+VxCXLI2CIt6B0tr4z3X8DGBYDkOB5YV2gchcX3gAscp31D5y8IqgQ4RFrwU+YIjeiTg3Y18xGS+btizZcsJEVcKta0rrjoxLUpRlCdadcCEgYd01nvnR0jQbjQC0asblxpbSpWGgDu9oNpqzLD++t95ZrBaW2jqVoeZhlJ1iAzFNKqDXo6eX45mvnNUeh+Zab6XI9P8Ag7zibFavlzHOWhf4B08niCuo6mXcsDAJFaIzMXsV6TZG08JKwrrQe9t/NPSE0BTbPPM6fHEOqW9A+lMVDU19Q6fOkTXkyAON7GYz4sqXZMMjOah0pb2h6FB8eYBEhA1WDm13Z/ofntBIiAmmND3cxh8IhuavBBTohcB6gJKo0RjlqFdB1DvCI4wnDhiBkKVpo0vtBSbZwpTTa68+h/IQhD2X6Ozn9atPzaC1Fj5JPGh09GfZn2gEBEpHeZuUKdHHT+4hJb/+gwe3xAXQnHr9x0b8TEFDleQ8a/HtxCDWg5DbONPLmDHdadycq9XWAPIV6NCpkMvL7RQiqiFibhjXDpBYMuXL9jxRbnSxj4y8IHm2HNzPxh3giCAHemsd8O0CCstxBu3f4Ljog/O1i18QQ0pnvXk8Ud4NcjYRRXQ/MjkAcd1Qe2T4ghNSusWfe5+YKIbOYsv94gh4WwHA85QWUDKBWrTxUqzEDiO+GV894Ho66NHwvn5iyX6MZ/UxBUvMOh6u/TvHR5k0gbvARTit+McHSAb8A+d3tA34BdF0bfb1hp8Qoy85Ax0NXjfoTqkgBKcRQSwTkTRHZJrhvpz6H3HbWQdR2uOfmACNiWdZTxbQyOAMvxElNtbSdNnl8RZkUtoBxkzgIxFiuCq33qmvoWji6aHVdpajMeHYfuOGAKvFQHExDrsvB93EZyaDpTSPqFy/bj+cIEJ39mIiNKTwEBSqo6/kn7e2/Yq6BZaXoKHLl/7M3Pr7Q0fD7BKAR2YDUtdJ7ZJ9xhvA6CutLZ8yIEkumTmnb1WKFTX8P0H3UIUnHyH5HB06o8Vg01XYOq6SwjKRRdi9jQoIK8pgAeoewq+NqWEC1roaxQzSmS9iuWVTqHOLuvLR0UTj9oxw4Iwre6wvsZeyVYtQ3E4B3bQthtvMBt+cO1yxk1B4vPk2ekOJyFeG+9t3uBHxSeL9CDvRYF2NPGZdYwVLdNt74x3gQQAANghN3AdUFHzPlRE7NHyMKta3m20+6fEyS9OX73Lt+eFaVaoPHMc2WcAOri/gIOEJWkfzd7DvH6tka3SwqkaSjomK9ANO2HxKxzlaO/dTAcA6iOa0T5Jgeq2s7fHU+IDS0WJoy1CmkNUaI8kWchdxqxDSk1vSLXYX0zWi2zGjrHldYz+W/RzCkKWhr6Qpl9xCJXfSD0mDAHg28/ExJHkXq6zaItUj0n9sItGgAbuAjSWjLkyvl9a9bz/gEM+h6ElAcqFBdavqGBhqfuX6Bh61+oZHcj1xYtwZfxiBOUIOMZXRbexn2KrnLxGdGVtlp4YEQXU8a3C4fEH71NZ9oPs6QC2NCvgMfh6QRyaeqcXAxjBmz/cx/ck1X1vjALvzfeAW3GuXo6PhYirvEQKLVNn8u0jkDAbBMOypxoYPBnwmI49T2VW5kVHkrN9oUg6Ws2t2vXTxFhp2b0Ow2w0zvCpcujGQOuw8zKEYthz41h4hHUC47FDwW+JRsC/Bo+CAbvHsaB9FPKBQ0XaHF98vKNxTKvKz8vrolZ7K7ZdDwUmbt2dgcvLj0aE0C9Afz6ikwKR0Yszl5CNYrTPN9pSkBZqch+jAVxQXUEaTfa5gLXsH0fhFhbmzHysXVtAO9xuUXa3XI6jBlcNVJs0VTfQ3iC0uMZ1EYF6Zilby5jp/prvAQWEN1ym97xBVVU8rO+G0FxNe1Fi+t2M8UMGlXzqXUu6Hf9INjrt0S9Bv114qCv5gXoOPEFnlPMa+W3ao4Z1Y2f8AUfxK/lIQmY0CsAJ0i3sU6XqO80UqqJedF1RxrDI2BzVZOc0a0nRAqXZjIVNM3o0wqTqChQMFUuP4LqzBsKsBizyRahXUhw1A1zvUwhYaBlM0hzcpwOp8p0jZcVV8To8NPSNjXMmb6BYnh8QaJ4Ay/p5CCiCsib+oeUfiKaoWhddGvz8wqNToA1pcl6GarJDj9AI29HnV/wCRzdo5xgP99JzuU7mV8suXfqeyoMICvhJMw636rTutPo7wqiFvNDzbXumITytccrrUPvtGRDouEXPlgTHrgGi0NeaeUAGSW7K1exaLE3SDqq/X2gPwofDGfOXaAWrO80fGsXeUrOrW8pUYr/42QOekEYRBNQFRW7GFMEFzA1FumD07TXMupCABFT6jYzlQlobmOsaFXkztf/h5mjjzSeM9uW7je3Vn8hsSHiagAmlm67ZlaA2yPqdX67RSa5m21Sl/IRAE3LgoepdxUhXLLZbIWQzIBroWQ1JbnAeh07vxvH9C1rdeVmSbPFLcBYkHnqvQRKiNxer4LQFFU+wUEqSDNHefjSVK9jCX/Bn3VCEPQEd0FptZAYVaGtAlvzh4QE9dtcZHHXDqQiVUV7yd0vxKNoHiB+EwevVLdqwWlXdz71GrXtTkTUcIXQC3mu6bnhrpAuqpta6BQ16hE6ixqPLTxUDt4Oarl3PJ5gRcugMWECQRsGsZBIU17V2o16qZjmEpSt6wP0wzgqu9mghSafMoJrOvpXufRcvbQrUJTXIdP9jBEeVVaKyHFHOYHS8CbnJNzZUBqW1kNt0vOmLxvEQV1TQA/rPHMZVQuFYPxnvD1llTqGfgihuKrzHHOn5EsALRdG8UdDRTbjXCxkLqmrSu0V0DT0Ncxt8qLbZ68m8ppKDsqfUAXrdxIQB7UG4afjKFLQrMeuN/BGTsDq05Gvm4JglLQkI7w0n2/wCUS2Zb5thtbCPgg7kkbjrLrF2PFyo64mFdhDwRi+U5fiYJcVpwnZRM/wAF8V6crN661+MPmHkrFPTW7ufZn0r24/lIQ9FqUKXFANu0JrSpaLdXteGckbcRd4Id35kCWto2MXLgQY4TJdgFaruvedvVvT2bwtoA0oVs2jKJElq0a+jnwtBUGq0NBywRBHCetF/LIcIZ+D76JdTxwEahrl0pMQbdRjOfs8nmZIM0fl0P09Zt4G/4Gp9nWXYyNwI6Hpu9OqWn0C3Vd16sPJkOiur4MwBMIOvX00QJgl+mZn1vZnELrMFnaGiAICOoxAN26+SWPinrGrwbgXmzUx0e8Lq4OWafPrhIZg0Fd7gtY+HxMmQPy8v3C4y4MWJ2B9WAaoPUpv6g2WCm7t/iDmu33R+nSFxVTlG26zTCSvQ6ZGvDU/HeMl32P1Bj8vWCxyW5d1GS/MSLFDSjehA+bjy5GQBqrEVqo613fg+4AntrDZMnTaGhbipeuiRXCuetG7HeVH2FW20vIvzD0cSr1G8i6+oo5tHei6+o2JA5DgPmAtcN3dV5YWAAjgofH+QQuEvaEoZZncWrrBaiVNyBR4RUa8j0J1c02g2wU3kBX9cINxQ1lksZZLPc7lFFKy1GtR4gAAGDT0pos3If6NXpCIeQ3DUvV+0AuCAbBEHWL1S9ar2Oq4a3jWh8OfQfdTWmHkbI6aDp1S5nm52z9j9dXrVejmGW/Z3mGAT0acQK09Wqhh7RRpvHOZYfIB9bx+bQX624NTu5+SF+lGdFvqCs14iyoxauYdykLzNloOj+3xK0LlGIUAxRWjiAHmd0r3aVuGkGBYAX2XU7095jU7uK8UYwIGgCOayhsJRbx4gCRlGFGgZxxux5ncFwWgPt/OJkOZDoDu3fqIpCuDtvfEK025emmCxt0MwUTX0ZMYVakG7WItpt0Jq0RN7Ae9Zl9b7gwDwW8IWXC66t+dCAwAAAmEmTP8uP4hMTV0jfWWdZTSBCkS4tniVpALAU6EcNW2AAdxTz8ww+qATpDBlaZVRpp0adafeLgCU6Kf8Amd3MUsiQHZ0+dX/nr1qOJ/W0PPMUhCUNR/PtJPhgNgl5QtGp/gMHUSqQwDYJm/XNZhD217xeugucRBOZHK6rAOSwHsDwffrcS2Ikc1r6WgjS0CPJEv8Ak8QZlEaiYPxh5XtL4TeXcBxTrXSI0ZbsO/R2644jTgKKp3llBwIsDcdbNP8A2BKNfAP0/JG5Uaj480n3GZkl/YbYNHRhqWLOpcj3GY9DBYmFD/y6RZS9cH/R0IAvp/uMGrBTptGoymWcNAILRE0tz8SyAy0zz4L83DIrYETDiuzAAq0ZzeTXR0dIBW5NTyPDpDBUzsE0Uq6S7eDEVEFmrCzXyzT0yQ4/hx/IVD+NcGsxojQel5g93qdtOVu+p0iALd2rPtX0RmVjGYC6Gt9c2dYaLliUME6a00CUqmlWybPX0XwiaU6htr6D7qMKxijY7eWO1wwAMGxL4TELiHy8DMJHEI0eq+un/EutUDiOnzr8cQGWALblGm6g7Onzr8cS2W8ei4sXSDLJZcslnoWSxlks9FIDy6bs4B4LRiZro4yfLCKFHHpdy4zRJD4WP3RATdGilV5AoxgWL9A1ldwuZiGAJoDUN/8AcpJKU/8AxH4gmyugO3U6h35i44C4f+OkEqpeo6ibSrqoDZVtDdeAjZ7qnLuH4GFSAAGhNEvIQ/11YehFQGn9i3eAqpEdK7f38bwiBQKDj0X6mJ0I6Jw1oJXy1jN+Dc7rjXENKyU7xh5fyihgVO16vgzNFVnxFzUtuM3/AI6/hqEIey2KlbcUmDq0rbpmXxoOlHxM4xL9gBYpoGBWo5a+B1PlOkTIa1a/fU/DFPEAbAZwpqfZ1jawoxNKuyjTp6KBXQNY6ygkdjq+XPaoYaq3/Yo+79FC7dIglFM7Ovk57CJaUbWum8tXdAAAoMEXQZXNjt5cdrgADAYPbrN/bUqMCUSiUcRaqX2gl3legOjwSq3/AER5bdqlIgRC6dXuHLQO6RxYtP7R6B3lxSWjJdXV+ZbhbUbn/odZRCAkqZb5hOUenqcjAQCtDEBcV276doKVJMCXkyfh6x6xl1RcFc1ll2gkPDvw5d3oPxErOo1qnYDQmW/Va/QH3NWcuhm86PuVR1Lxw5fwHgmjOk0g7bgau/ExqxWkqW1GRMhXAI9ceFmNhdKd+kB3Z7NcnSrdoVsax3rVZchSUOoNPxmAXz0HfL/CdtZZywo5ld2Gr7cfwZ/gIQ9oYrP5EGw7yya70qCXOkx6a+wkfU0DL5Tk2l6DlPs6SzAxOEfl8DC4WBauo5Gp9nWUjOuIGrHOh16IM4GA0x/7v+0z6W+gd6xq4P8AkLlM0sCc6h9nWJsi6ctXnQ69EbplvsGnk/BRGHebRGB1K31zcYbIC92sAR16j2jLWDjH4D7uHovo4nMPaxa1gHEz7E2QVbJb86R0VBTter4LQkQAHAEcf5W++E++0GCY4JF0uldjB8QmHFaPRFS7LXluOg7A0uFRXXXFPUhk4xdY74msSCXQTf8Ayb8OYWQQo0R9KiDYxzatu5edKva46sQ+plctaxhvqS7JFYrYNXogy5Ro2W/oily9AO30ixwN+tKPuZ9DZ/pA+PMAYgaI4cWr4gTXai8rZdgerFAuIg7Jiw4qu8IwtTUnKo2+O0sgruZ1a5fxXWK/zqthl/GO8XhEBdzAHdg2d2Hysr8zQJoY1jcq5rr0r/CxCt4Q9qVSGvhhHowF2dyCszg/hTkQpHBmFcM5TtueMdJbPDRfPqHrTC9RW0TwZKMGE6xiAUDo/gMvVRwwBVdAIG1bOQTDu694ALGPh/V/WYiRlNheN+5z26oS84nZLPRj617BZC0NaexcWwYAW5gazyxW2hUNQdcYYHeWjDbB+NXyvaEDNQUCKYHRAIlFKvu/cU6IFCohwKW70xgnc/trMxlQvQAgG4WPMAAcJZGSu+em3bnpL3utal2P7SBgEImiQCoAyrAKsCFGBe6wlAO6djsehuKAcRP96MHEpyJqjUZXsSuCwtSaabjp3QU6TgFravQ2lNUVa7/8Jzpc9lx2N/8A2XWhDqpvAcvOEMP0DhVp/LwjgguO0rGY4QBDn36elwz/AA+IQqHtounVKy2LQsheBT9ytJzKtqTuleor0D0EVwSDqoCRCNRpfRwbnhrpFcbL3jvVnvTCTFiSHZyQXDqVvCCIWMLo+c96mLC9xutuxodIGFUFerREedNCV0roFCUy2W8TMtI5aQszLeJfCW61LcS3iW7ktsQuvXXx9QEWCGz725u+CusrM0Fkb3gq/lNSOa19w08MS0DM5ng5+RipTpqewx9j0gtqhK9LuWUb4cR4S4NdDVbBixEq5bVCB3lGTZnVwdkAu6p0wFKc7U54jsELr21E4dxjNbQPsc9GZU45ovlv+TpH6WaLHJRxQ75/coWsXG67vWZ9Kha7MdHY8NHp2hK9DjXmMQCx8ZRdd6lAMBarv3jVRunXoOnX4gtACgNCL9TO+38ax9wOgQqQyPUHR4KTmVnpLCaxL/ifQ/jFHuysygvkhAhoH8uInImEcGXqlzlR6bnjHSbSXCXS93SwZUcBkuFfIfZ1hdWQWT0eDL1qUu5arTeuk4m7dIgyjSUSvXHrVTHpXo+CICgterh+R81GAN0f9ZPhesAAB4jcSajB4crWTfLx9EGoOg/Of6WOK0N+YtZlFVdTk8sHioZEm8bdc8t3szYq6w1VU08oxzEsGnS0TTzL8CAWK1V3rg0y1LNoeDbF0BjLCoUFFckcd2qj+LvevVs7dM1niblS7y6fyQOnHTA7bvm4EwEu34LR+opCnXaf4T6u2ECPkNwco7EOTjXUiwGJYu3lo+5Sim1obijB8vaAsG0wvoHg8x5Ab+OR+6mcYvHwW/p3gAx6f7mos/EGyL+4OWkACeJm/TP+OQhD2NoE1tfVjQfzjDEZEKR0Y9jKpyvbc8NdIb6IpsjlYS7/AIb9guxtA6vY1Zjr3BmOv/F2hZutzwaHgJQemnrUzJI0wHZKZpMVY/ATXvMk8AMx0Fn4jQ6Ux94IN0hkKVdyl8HeV9u5af6fCxQ6KWtM/bvp3jBdm1iPNmfuZMioOsKsNAYOyU/cvun6x2J+RjXSGNS7NvsICl3Ij8Mbi3d6wHQvH/UCEzQOGANbKBYmpUBB01/pg+LmLF9t46KPweYUhL/YC5+/UVi7EGq2Du4jPrs5jz9pQU9i4vll6qz7M+67/nIQPaDTMvwho/kz6Ht09c+xuZj6XEx7as/gtnz00/WfcSFoU3vy7dpVEr3PqSeKaBg3f16n7p/CSxfFZ1PBD57yiNCkCNO7xCvKpoM4qxPCQUySmzzUWfHmFV7eBSFMqdCiCPuI2o/3xUraVS9P98fIyIPtYjpsqYGj/uFVjSFJhx7MbyB+B/LwlBSjuC8EKSmA2CdvTf26ezECNv8AMQmvtYba/wBIaP5b9naPsxPxMemPTEGbFak6tDyym08iJ1xrwHeUqcvsFy+WATr/ABqArg1ZmCqLBo9uZUl8pHmXk7Cj8lfdzYzK0rwEfId4M19lIvBofmL2gbLDzWvm42UzOjOmz9RcXeEe2z4WMusS+JS6sxACixICKkOkG5dOhCKAAdG58H79WItG4CV7GE6l6PBSIkvxAa/Lj2N/a+7H8mfQhA9D1GHl/SGj+d9h7WXEC1oMtzI+UXXdVj4uZWd15XV8h0mji6gmPW/4fMEuyv0gSm03Aw8t367wBQaHsYJutBOSFXn8OTwkbMGqsfuanklXFAUwJQThz37PD4lIoaZv4yeQ7wc3aOCY9QGqut8MDAoa4E2l+lsufzGj3adrhpW8DlYPjVmjeA7tbvf2b+PYehNIgod5f+AQth7aU1lT8YaP4MS5tM+temfSpiZgFrf1ZD5mgIX0rjKfa8vg8wK3rdcf7eVhQzUUAeqgZhYs9dPRuZmfXSLyYMnA9Ofx1mVpwyCv17mNaMu7CJC6V2Lumvm4udfoQXnR+osdZqHxevi4OCy7A9+fIzI2XcbZ+H6j7cKj9CdTtZ6nktHb/p+Jrk0YBUoBVhSVoZbHHy1jLmzo2Sy+CD1ub+PcRPXx/NcIMIeuZRHen4w0z7s+3Htv2YIDPrHoxrQRplCrXp51H67wGZ5D/Ufm+8U2AxUzQuVBbxTpFMtQcsFuRVEuCYZY5FaRm7iCcRS0QlPKpZLgJSljbqdX6PlgAABoHoar2llxpB2Yq6IIaSLxBtmNgVGjSXYZlj12hQaRyOxbDdh89piRisfuQx5CDFM0JQ8MVCAOUe2x99opi+mi+G3cJS9liUJFbaKc7jx+JdvmU2NfxjvFR6xDdoB1YuVu35bf29u7t/GfzHoe2rf/AEMNH8jAFoDGsuXH1uELFoOr2NWJNSKznX/bXaePO52aHgmFZBGxBlmo9LRxDERdGoji24CsuBRm4C6jxUrJA7YmRLYqECxvvd3ofULI9UOxsHaGnozLGkixlm0GnMWA3g6M1CZi0zpOuUHcYohcQlOSKIFvUE5NHyQATDWsu6w+HxEZAmWHuNMVczOie+Q/EJ0l6sTdT80+IhrBqRMp7v0IsDgE2Vg/lGnt3fdr6fn2a5/lLhcPaBw51PGWFdf5HlkjDKlorD1C0i/ljLrhjWvN62S5/wCAxVa21nqgRRW8vJ2zZFOjEooAdx5gKxZrn/UHBuErmVdAcYZWTXcPy/qojSVCUZgJQRDWFbSl3EQ23lYUVjguJW4MbVZS7lyyV0ZLsHeCr4DPurRjseYNI1A0IUy+iNzqQpLGjN11jwxBXaxs3Esi2rdILKi2jiIVUsmYGlgURn9Mgg6/cdcVr9AZ+bhi/aPoDHzUxJGIKvqOv6jeorp3oeD0z7N32Ue3v617cfwEEh6Hrfpl1JpL9hYZby+3EwawVoKNnRiMnnYpx9zx75uYq1dnQLqR69UbSNIC6QYhtBTRgG3oel+mIzx6W7ku4RL1VXgt1SKlg4frKZmUIrmuxjweGFodZV7AAj73i9CwBhEqGNvpGerSUF4LaWjU7weCrTkml37V2EPRNofAQmsQOCRbPRhYK1h/+IgCOZ1CkH4euf5VYE1HCDlQAg0Tur6iofMVdD9Px29O/sNX1x6b+tzXLCX6F+2xv3Zh6EPVmsuowafxteCB8RcKqr9HVUs14cyr6vEBaVtD3llOskozGqk4KIfA2vkXnXSoPUBhV86u8OxRcLWDlWuRXDinsv0XeWlxhcxK9AtDtMjhXmH44IBSsLua5nD+zy2G07fgmwLxkmZu1SN0GHbXvB+dvTIztFaXeINGjsdaiXbWnKvG64OIrgKZscdMZmeuBywauYGEU6A1u9m1QgpEQZwJyZzLErdGJjXeC5RdnQAzkxK2GLqrBvJiX/Bfsv224sOhNGKmYOMP06nT27vpn1fQiXPx6H8xCvQ9hw9yg09jOrLHSXfrj0IAujudC9LeLgRlDcg3Z3IedZBwTEe29Bz2iqQWodPnaO7Zm7++o1KqJKm8F8SxlSm41vC9GMqNEbdIBvn2JeukBoKhZMbe3MqV/EUL0FB8vc/3AIgiWJvGvXd9mfWiPq6fy5gQhmF+lnomGEO2W1sh6rUtdMVcEDaitUJcuNzlGSXmsDI1ReGyK2lNl8sVVY6pXBTzAOOLOdIgTxLrXYoIdICgo5ZXnQo2YmNXhAQihC0vp6tMVNHWUgmXaBi1LEg2LM1n0t9KGss1mWCVVWzGsAxQgjpLJZVzKLX6lkQYljp6KExEHoapn04PoU+xpKizWRR2dXx1OnaX6YmM++5ZtLNPbd++vXEIQr0v3pcrdls5TzLWN6Sj0RyjAoeWWYFqBTcp20lJhrBVLQVaxtxBwX6IsB0SBd9YjVTOMR7QNZT2erTNRcThU4mqYqK8R0ahio9pa3aN28Q0qWYN5SGO85YKMywiz0mh7xp2mhEWvW/S5SLBxvBLK9cJHIXDQdwNQ0TtFTUegT9OpBKZfnG7raBThxMWxL6WuGtTVekGM7yk1365zmGhxCle/wDFiEI0oILBcy37i0QTLYraWrPo+kVqXvt6BHaUjKTZj0tvtC0uURaLg3UwezVZpMPsPSzeN4EAutYk6zEx6Y9jOsSVuzMB1mbnf0K9Ar0zKJrAD1o4jAOKjgLTQf1s1PPMQUsBE3lNpQrfMCtIhOnog6kAgEoqoA9aPmViBX8VQuGMyrlEAlIkAqUaSiUSglExUTFQxUTrDVlja1crEbKWK4ndrMq9CZq45yuI4IC10iKgxaIm8ZtUVq5aAEyHDGjBWF5do07QRZSQ0aO7KCNsdmOsKdFsUdXeWze/rVapsu5hRrDW8zjLZQwSVw1ARxrWfl+ICYdZo8OCF/d4G50PLHQ5r8g6x+uB+qBjIH3InTT8QYNiagDVie2ZOjD0y2Q+4qYGOqfWDHk48qKRxvzhIKAtDIs9G6wweWKEG8kciYC2CMWnrLl01Fog3FNGCTaZVw6v7H/JqqyG80lnPq0QRixr0MQRl8y8S/dj1WYhC4e1LSCmgl4b0Zj5WZuRL9K9ljKJQwKlZZWGa7jbMB8TdnWYCEdSlv0C5nKFqk5KWHcuUfG6SzvEsqFKzpE7QuWMXLYzDTmJvcIdZWZiWtzuVsC48/tjSTrTRou5WbZzHF8QZ8Fz1DzKaqVVQVU81C+YZmuqukoxBqIaGOYIC6WZR0rtC6JocLirSaSPqKetvVrHyE7AGdmD4umNQCx+IM26M1yawNIFa2FvPHhGEishvbNwaoFbQAfzL1+ml6TOLIkFW7xFGJo0meEi8IWWsFu6mQTrN3EBtVqGoaJ1IgBpqjnns6kN+fR31nTC8EQqVoQrRxHeBvhRjEaO0pUQ6abzbDCVfsx7iEPXT0plsyMELmZYxiF7QUSyXL0BUEb0+iWVKIJarVhqGD0uUSjY8S4oSwLWpZLlKJtjsNVrDRiYODdq04lw/SimRUrY9ChLi5g6elktdIEqBKmIg13j+FzmBagcXQdwS7G9RrSVGeEqHU23j9QdGwhXbxAxBmMQPnGzgp3WMU/JSiG3eKIymvCYae5OxxLZV3zaXf8AyLNVuBPz+Zfty6Fbt3+EdkG1oF4f+eY2y88z0ziKQpojs/8APMe9zVLX/dZXyCHV+YQYDVuOPWj0zt6afwKVqkT+tmp/2AXErE3H0qYlVKJREHb0o4lelBtKJRt/C+hDpGwguMQttBbQVmRFO0NJqStEGGNAjiFD8ME0CQZl0bXL4rf3Q2PnQBh4rT/qE6aRHwTrAjHL/QlQBhiCi6QJqaakJcAMYO8Z8aO/+qD08/8AogZG5jqjZpW8rv5MaGDXX/ZH/UEAaeWRKMosAC859AOu0DKXEXVzU+phNY7ZmyovOLVlx6B9QdYh8Q0hK4EHNTM5QUb1JQSUGW4VXNAB+Jams6kH0tzFxcVUuPVLV6Jc3EviDfiJcbIK0m6bpbjHoC6JFTa4NlzVSMpWSaZXBd+l8xVrFZi1BuXrNFzqlIIx1QwZg37Wkr2lQqUSkpKQCJcohTSV6AlRLmUI1JQWba6wTpOis996XS4xglKKnyaG1Xct1hzKl7L1gBKjb0EInZPwgT0V9xK2lDtAJVgsLN1hdZgZiEFIrLiDKDSNxvnjGwow/wB3gv3FgANmgIOABQYAMd9E4jW8cRul0UatD8IyZpVUPYPyzVSmTUKf0Q+QgtojwkGgUWoC83r2QZ0+wauf1EOAA0eRckILd9TrrmCf1RaLcvHGXxAs/cTTJLiN9dnaIg9ccjdyQrIwKhW0PkY6QrAnTWUophGCHWJuSvQXDlG2YGKlOkVRVNe1q52JuNYWd9Kg9dpRXV95TqLSv7TJmtDT2hZLQ8gjcmLWPhLKlAwbgKXnpNIIbBkQWUgGTPSLAAXQgXONY6TLUYWGkBqN1A2vP8D6eIXCFwl/yMs2hyJYQRzKPpn0cGYI4Igg3CwV6Qy5bZvUQ+I8yXMbPMp9QHMEIpLGNQ8rCUC9fuOjjhwNOJbfuoiiujKB+2Q7yjykTqMKAylbr41/ERpk24UqGaQkKWNSK8DshsNTEG5VNkHOrEvBsbDSPb8QSKCra2AZtEH2QdqX6lecp+Iaq3dem4f7+IfEdT21XrGoBmdFaGHbDmE22B2mH592uvsczMYDjsojyQ5CDxE6C48sQb9DcRURoq+cRrKvooVIvFnExup9IUmWyJJSw2XYtxRvHWUcCJag7dRlCQxBhhCGo4F4G1d68wCrlSjopqxeTEV8i/IN4M6kaGe1qqnF7ucDc3OwxM+te/Psz6XCD6X/ACt2QFblPlCw0lOKvWHoqJxLVLXHW0gqtEd7INXnZEjDlfRYIyhNrmMTZTKeI4zVwVGSgoDuQmKM9XcsoguUtk94qbpZWHzjxBIBpWx31uLpWUETpM9F7YN7Q65Bp0EvJQsowVL2a9Bp1jaslG4bY4imA4Kuglh1dU15lxFAXrQVDSMruLYvM3UW5hK4aJe0Fqqcd+b7xPpZ5GxDdcykDLFbqFpUzpbdxHFMtbcbZeqCzYQM+JlZoZQ5rJM6HMLXcvWXENIGXvBuR0UGBHmJWevoaszfSCpcDrDJDJ77r2EPQ/gPbRKQwwdt5Uo9WKEW9JXlmkyjmVxMY9gBKJiJcriBXphlHpUoZRAG0QdvRBlXKPVC79KrbEAcwxpvKYxKuBUpCiUXe8YASpWiUQXiULblXm9YY9K3m5c7sSoDzEvRgViKd43WIDzEWA1Up8RxAo9j649MzML9DHoe1uX/AAIOIY9KjRrG3SV6t16avp2lQWUljv7C/wDDwzWWRzJodH8msTQ+YY9R9F9MfwrWsv3Z9p9wh6nsYLeno37dJh9FJa6Sj25wzMFI7T7gnM7yr0YjLCFjOId/S4vpZ7T0fbpO3pdEtuGn8b6Bq+uIVNY6kdUxs5ilgs1MuhXCqCamOLd4aTVe1zIIXq49+vs//9k=" width="260" />
<br />
<span style="font-size: 12pt;"><i>Illustration
12: Precise astronomical alignments within the architecture of the
building. Credit: Not mentioned.</i></span></div>
<br />
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
It
is clear that the Mayan
knew and understood their location.
building
alignments within the
building itself was genius.
This to me is
evidence of knowledge of astronomy.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">So
what is the age of Astronomy, you ask? At least since 906 AD
(Accepted date). That means the knowledge of astronomy is at least
1110 years old. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The search for the age of Astronomy is still
out there.</span><br />
<span style="color: black;"><br /></span>
<span style="color: black;">Read the next article of our series on The age of
Astronomy and see how far back we can push it's age in time. Stay
tuned, and continue reading Ancient Astronomy Series: THE AGE OF ASTRONOMY.</span><br />
<br />
<span style="color: black;"><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-47-artifacts-nebra.html" target="_blank">Next article: THE AGE OF ASTRONOMY. 4/7. Artifacts: Nebra sky disk 1600 BC.</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Please take time to
read the links and PDF files on this subject.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="http://www.wikiwand.com/en/El_Caracol,_Chichen_Itza">http://www.wikiwand.com/en/El_Caracol,_Chichen_Itza</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="https://en.wikipedia.org/wiki/El_Caracol,_Chichen_Itza">https://en.wikipedia.org/wiki/El_Caracol,_Chichen_Itza</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="https://en.wikipedia.org/wiki/Chichen_Itza">https://en.wikipedia.org/wiki/Chichen_Itza</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
[PDF]
<a href="http://www.latinamericanstudies.org/maya/Caracol.pdf">http://www.latinamericanstudies.org/maya/Caracol.pdf</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
[PDF]
<a href="http://studiofalken.com/Absolutlely%20Amazing%202.4.pdf">http://studiofalken.com/Absolutlely%20Amazing%202.4.pdf</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
[PDF]
<a href="http://www.iifl.unam.mx/html-docs/cult-maya/29/trejo.pdf">http://www.iifl.unam.mx/html-docs/cult-maya/29/trejo.pdf</a>
(in spanish)</div>
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-4UWnLmJio14/V7S9O9JsjzI/AAAAAAAANSQ/H4vhFEgmqt4jLy6dDrUbyQc184NITUslACLcB/s1600/Age%2Bof%2Bastronomy%2Bpict_numbers3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://3.bp.blogspot.com/-4UWnLmJio14/V7S9O9JsjzI/AAAAAAAANSQ/H4vhFEgmqt4jLy6dDrUbyQc184NITUslACLcB/s200/Age%2Bof%2Bastronomy%2Bpict_numbers3.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pubic outreach program by Astronomy club Toutatis, Kustavi, Finland</td></tr>
</tbody></table>
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-74710068724479807502016-08-13T22:22:00.001+03:002016-08-17T22:58:38.881+03:00THE AGE OF ASTRONOMY: 2/7 Relics: Abù Bakr Ibn Yùsuf's medieval Moroccan astrolabes 1216AD<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">ANCIENT ASTRONOMY: THE AGE OF ASTRONOMY. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">2/7: Relics: Abù Bakr Ibn Yùsuf's medieval
Moroccan astrolabes 1216AD</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>What is the age of Astronomy? How old is it?
Can we find some tangible evidence of it's age?</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>Many clues can be found in almost all
civilizations on Earth before us. </i></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>In this mini series of articles we will
establish the chronology of astronomy with astronomical relics,
instruments, artifacts, alignments, maps, references and places in
ancient periods pinpointing exactly in time, the age of Astronomy. </i></span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>Ancient Astronomy Series. List of articles:</i></span></div>
<ol><div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>1/7 Instruments: NASA's STEREO mission.
Predicting the Sun's activities. 2006AD</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i><span style="color: red;">2/7 : Relics: Abù Bakr Ibn Yùsuf's
medieval Moroccan astrolabes. 1216AD</span></i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>3/7: Places: El caracol, Mayan Observatory.
906AD</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>4/7: Artefacts: Nebra sky disk of North
Germany. 1600BC</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>5/7: Astronomical References: The scarab
and the Dung beetle. 1813BC</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>6/7: Alignments: Megaliths of Carnac,
France. 3300BC</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><i>7/7: Maps: Prehistoric Starmap. 10500BC</i></span></div>
</ol>
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
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" 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<i style="font-size: 12pt; line-height: 100%;">Illustration
4: Ce magnifique astrolabe planisphérique est exposé au musée
Paul-Dupuy de Toulouse.Il fut construit par Abû Bakr Ibn Yûsuf,
l'an 613 de l'Hégire (1216-1217).Crédit : Photo by Nicolas Brodu,
2002-2006.</i></div>
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<u style="line-height: 100%; text-align: left;">1216 AD. <i>Abù Bakr Ibn Yùsuf's medieval
Moroccan astrolabes.</i></u></div>
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<span style="color: black;"><u><i>L</i><i>ocation: Africa.</i></u></span><br />
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<span style="color: black;">Astrolabes are serious technological relics
from the past. They are ancient computers in every sense.</span></div>
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<span style="color: black;">In this article we will investigate an Moroccan
astronomer Abù Bakr Ibn Yùsuf's medieval astrolabe. The astrolabes
were design to calculate many different applications on one complex
10 cm in diameter ”giant pocket watch type” of apparatus.
Undoubtedly essential to those who used them. Even more, the makers of
these astrolabes had to have an extant knowledge of multiple natural
science disciplines to be able to built these precise instruments.
Astrolabes and astronomy were a big think in the golden age of Al
Andalous in southern Iberia peninsula, making this astrolabe a
special relic from the Islamic astronomy of the medieval times.</span></div>
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<span style="color: black;">Abù Bakr Ibn Yùsuf was a Moroccan astronomer
who lived between the 12th and the 13th century. He was part of the
Moorish school of thought based in Al Andalous, which was led a
century earlier by the notable astronomer from Toledo Abû Ishaq
Ibrahim Zarqali. Abù Bakr lived and worked in Marrakesh at a time
where the Koutoubia Mosque was still under construction. He has made
many astrolabes, which 5 (that we know) remains to this date
scattered in museums and private collections around the world. One of
his astrolabes, which is the astrolabe in question from 1216 AD, was
made for Abû Muhammad ‘Abd al-Haqq, a sayyid (nobleman), son of
one of the rulers of the Almohad dynasty.</span></div>
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<img align="left" height="289" name="Image4" 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" width="400" />
<br />
<span style="font-size: 12pt;"><i>Illustration
5: A remarkable astrolabe mater made by the leading astrolabist of
medieval Morocco. Abu Bakr Ibn Yusuf, dedicated to an Almohad
prince, Abu Muhammad Abd Al-Haqq, in Marrakesh, in the year 603
Hijra (A.D. 1206/07). Cast brass, fitted with replacement plates and
rete10 cm. diam. 11.5cm. height including throne. On astrolabes as
historical sources see King, Synchrony, II, pp. 339-402.</i></span></div>
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<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">An astrolabe (Greek: ἀστρολάβος
astrolabos, "star-taker") is an elaborate inclinometer,
historically used by astronomers, navigators, and astrologers. Its
many uses include locating and predicting the positions of the Sun,
Moon, planets, and stars, determining local time, given local
latitude and vice versa, surveying, and triangulation. It was used in
classical antiquity, the Islamic Golden Age, the European Middle Ages
and Renaissance for all these purposes. In the Islamic world, it was
also used to calculate the Qibla and to find the times for Salat,
prayers.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<img align="left" height="400" name="Image5" 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" width="290" />
<br />
<span style="font-size: 12pt;"><i>Illustration
6: Detailed elements of an astrolabe. Construction and use. Credit:
Illustration of elements of astrolabe. Not mentioned.</i></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><u>Construction:</u></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">An astrolabe consists of a disk, called the
<i>mater</i> (mother), which is deep enough to hold one or more flat
plates called tympans, or climates. A tympan is made for a specific
latitude and is engraved with a stereographic projection of circles
denoting azimuth and altitude and representing the portion of the
celestial sphere above the local horizon. The rim of the <i>mater</i>
is typically graduated into hours of time, degrees of arc, or both.
Above the mater and tympan, the rete, a framework bearing a
projection of the ecliptic plane and several pointers indicating the
positions of the brightest stars, is free to rotate. Some astrolabes
have a narrow rule or label which rotates over the rete, and may be
marked with a scale of declinations.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The rete, representing the sky, functions as a
star chart. When it is rotated, the stars and the ecliptic move over
the projection of the coordinates on the tympan. One complete
rotation corresponds to the passage of a day. The astrolabe is
therefore a predecessor of the modern planisphere.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">On the back of the <i>mater</i> there is often
engraved a number of scales that are useful in the astrolabe's
various applications; these vary from designer to designer, but might
include curves for time conversions, a calendar for converting the
day of the month to the sun's position on the ecliptic, trigonometric
scales, and a graduation of 360 degrees around the back edge. The
alidade is attached to the back face. When the astrolabe is held
vertically, the alidade can be rotated and the sun or a star sighted
along its length, so that its altitude in degrees can be read
("taken") from the graduated edge of the astrolabe; hence
the word's Greek roots: "astron" (ἄστρον) = star +
"lab-" (λαβ-) = to take (Star taker).</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The construction of such an astrolabe demanded
a huge mastery of multiple scientific disciplines. Spherical
trigonometry, geometry, knowledge of the motion of stars, geography,
chemistry, metallurgy and also astrology. The astrolabes of Abù
Bakr Ibn Yùsuf are the legacy of an era where Arab enlightenment in
natural sciences was the envy of the rest of the world.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">In these few last paragraphs, one can really
see the astronomy behind astrolabes. It is without a doubt that these
trinkets were treasured and used extensively by there owners, which
brought forward the knowledge of astronomy in that period of time.</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">So what is the age of Astronomy, you ask? At
least since 1216 AD. That means the knowledge of astronomy is at
least 799 years old. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The search for the age of Astronomy is still
out there. Read the next article of our series on The age of
Astronomy and see how far back we can push it's age in time. Stay
tuned, and continue reading Ancient Astronomy Series: THE AGE OF ASTRONOMY. </span><br />
<br />
<span style="color: black;"><a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-37-places-el.html" target="_blank">Next Article: THE AGE OF ASTRONOMY. 3/7 Places: El Caracol, Chichen Itza, present Mexico. 906 AD. </a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Please take time to read the links and PDF
files on this subject. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">Links:</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://www.lopinion.ma/def.asp?codelangue=23&id_info=40828">http://www.lopinion.ma/def.asp?codelangue=23&id_info=40828</a>
(</span><span style="color: black;">In
french)</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="http://astrokech.blogspot.fi/2015/08/sortie-culturelle-rabat-la-decouverte.html"><span style="color: black;">http://astrokech.blogspot.fi/2015/08/sortie-culturelle-rabat-la-decouverte.html</span></a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://english.islammessage.com/ArticleDetails.aspx?articleId=2434">http://english.islammessage.com/ArticleDetails.aspx?articleId=2434</a>
(story of Al Andalus)</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://taggedwiki.zubiaga.org/new_content/036b53806e080b2aa110e10e481d8725">http://taggedwiki.zubiaga.org/new_content/036b53806e080b2aa110e10e481d8725</a>
(astrolabe)</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="http://wikipedia.unicefuganda.org/latest/A/Astrolabe.html"><span style="color: black;">http://wikipedia.unicefuganda.org/latest/A/Astrolabe.html</span></a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<a href="http://www.wikiwand.com/en/Astrolabe"><span style="color: black;">http://www.wikiwand.com/en/Astrolabe</span></a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://www.sothebys.com/en/auctions/ecatalogue/2007/arts-of-the-islamic-world-l07220/lot.51.lotnum.html">http://www.sothebys.com/en/auctions/ecatalogue/2007/arts-of-the-islamic-world-</a><a href="http://www.sothebys.com/en/auctions/ecatalogue/2007/arts-of-the-islamic-world-l07220/lot.51.lotnum.html">l07220/lot.51.lotnum.html</a></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;"><a href="http://astrokech.blogspot.fi/2014/11/resurrection-du-savant-abu-bakr-ibn.html">http://astrokech.blogspot.fi/2014/11/resurrection-du-savant-abu-bakr-ibn.html</a><span style="color: black;">
(In French)</span></span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">http://www.astrolabes.org/pages/parts.htm</span></div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-RlRJbwKVoNk/V7S8_EoZYKI/AAAAAAAANSM/Efs2FckInRMG-TmNSs-LINpugvCfNkykgCLcB/s1600/Age%2Bof%2Bastronomy%2Bpict_numbers2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://1.bp.blogspot.com/-RlRJbwKVoNk/V7S8_EoZYKI/AAAAAAAANSM/Efs2FckInRMG-TmNSs-LINpugvCfNkykgCLcB/s200/Age%2Bof%2Bastronomy%2Bpict_numbers2.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pubic outreach program by Astronomy club Toutatis, Kustavi, Finland<br />
<br /></td></tr>
</tbody></table>
<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0tag:blogger.com,1999:blog-814906812666026354.post-66806352074737462112016-08-13T00:50:00.001+03:002016-08-17T22:56:32.824+03:00THE AGE OF ASTRONOMY. 1/7 Instruments: NASA's spacecraft STEREO. Predicting the Sun's activities. 2006AD<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
Ancient Astronomy Series: THE AGE OF ASTRONOMY. 1/7 Instruments: NASA's spacecraft STEREO. Predicting the Sun's activities. 2006AD<br />
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>What is the age
of Astronomy? How old is it? Can we find some tangible evidence of
it's age?</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>Many clues can be
found in almost all civilizations on Earth before us. </i>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>In this mini
series of articles we will establish the chronology of astronomy with
astronomical relics, instruments, artifacts, alignments, maps,
references and places in ancient periods pinpointing exactly in time,
the age of Astronomy. </i>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>Ancient Astronomy Series. List of articles:</i><br />
<ol>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>1/7 Instruments:
NASA's STEREO mission. Predicting the Sun's activities. 2006AD</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>2/7 : Relics:
Abù Bakr Ibn Yùsuf's medieval Moroccan astrolabes. 1216AD</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>3/7: Places: El
caracol, Mayan Observatory. 906AD</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>4/7: Artefacts:
Nebra sky disk of North Germany. 1600BC</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>5/7:
Astronomical References: The scarab and the Dung beetle. 1813BC</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>6/7: Alignments:
Megaliths of Carnac, France. 3300BC</i></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<i>7/7: Maps:
Prehistoric Starmap. 10500BC</i></div>
</ol>
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<img align="left" name="Image2" src="data:image/jpeg;base64,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" width="357" />
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<span style="font-size: 12pt;"><i>Illustration
1: stereo_01 NASA/Johns Hopkins University Applied Physics
Laboratory -
http://stereo.jhuapl.edu/gallery/images/artistConcepts/pages/panelsDeploy.php</i></span></div>
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<u>2006
AD. <i>NASA's </i><i>STEREO</i><i> mission</i><i>. </i><i>Predicting
the </i><i> Sun</i><i>'s activities</i><i>.</i></u></div>
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<u><i>L</i><i>ocation:
Space.</i></u></div>
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The STEREO missions are fairly new in terms of astronomy methods. It
is what we call space astronomy, not based on Earth, but in space.
The STEREO satellites are what we investigate in this article. Our
current civilization is the only known civilization that has used
space based observatories (telescopes and satellites). We all know
that astronomy was not invented in this century, but I wanted to
start somewhere. If someone would have been born yesterday, he or she
would have proof that astronomy existed from only 2006AD onward.</div>
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So here we have tangible evidence of astronomy.</div>
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STEREO (Solar Terrestrial Relations Observatory) is a solar
observation mission. Two nearly identical spacecraft were launched in
2006 into orbits around the Sun that cause them to respectively pull
farther ahead of and fall gradually behind the Earth. These
satellites sent into space had to travel ahead or behind the Earth to
position them self for the task they were ask to perform.</div>
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This enables stereoscopic imaging of the Sun and solar phenomena,
such as coronal mass ejections.</div>
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<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<img align="left" name="Image6" 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s2T2orytfSOaipwH7NtvOI3nA5eb4kfdkCJ/Aj6ZXmwcCysBvS8smOEYlJvZp+lrqZaXtOoXL5zxgd490xI/EWsmm2k9IRp1ko7Gx1WUbCgHT7Jj2ruv+HWohNZr8dWajw24xPht6d+G/CJmJC7aDEX9TZB9sBHbZMcO9Z2vpIoLiRkfnHzmQEF4EwiDxQawNto28FsNc9cG52nUzl5TRqtaks9ftFh6ndZhMI54TG3gIcw59NuAzylwnbbwiOYuz+qq8Mya0Qc1QGV1+dTK/IBVBCQryxk1fy+miZrfArYih/1aZ/zb2nTYtLA55/FX9nzt3HSVblpPn9sWPUOc3zfN8mY5N+EfXNsI5kPBVZjc3rIxthjv5EHwFf3x4RwEZzupmJrg7OSQmIiSn7+mJ5Z9K95Z9WORHLeH+4Nn9RUiNGx/0WS/VTHMumBAzh0/0vJLjQxl9hLVYJI17BVyO7Jg15OHvmyydQKcRbYgX22PH1RPjMZHCeKkm4v9vXxz2OnFlAH/AJ8VhBz64jfCGRLhy/l/h9s247cIyOE5/kLPNB1ueP8APCfZzfk8e5dsJSM85c/cuzqFywwoDuXZ1D5zew49Kly1q6a2EdRfbws5EK3PUBX6xLnnISCU1CZho2r/AAIGZDh956AJhtk2R8f7/wAQa+TIjeduXjHCfvH3/LyZOf5Ll58gpieut2NQas38d45YnaZnefWK47eqgDFSY7plZgYNZpCCGMzoM6vbcldy4gfTpf7zTt+lPMdKJ5ZE+nS3km88rRvBkHcYkuXSfUunB4qnzAmixsrQBLcokO4b4pJuwrAIjfef/CxwnB4Tm/jOJcaZlK7EFvE+A13GsENYIiRytDXZP09HKHS++nmxSg3Arayjk5oPA5TGWB3fL06bfpS9KWSlxOmGk1h5DWCPOXL1DzqHtJlMS5s4bomr5SOwcBmQJYHClj1lpaJahTrxK38/Xiu0lzi0QIOsE2MjGByF/LbZt79siOE5Pn9s6q7ONUaTzbhWIlRzFAoZyXqwmxVlvXs5yT0/IWSIebGSyfYpSyroQonmlZVV9tv6f8eEYRcxcE33Ig7COVtRN0mB02eXTmFfw8erlycn1xkemeTl475viqzHQKYBBDWriV76YOoWhBdt6hBhLJV2wlbDJh+MlJR4JIBlnKWGAyoGwKnHDG+/TjEc6kKR4tYokYI8xTG05HnvkzkDFMSKSLf+K5ZnOQs6J4ajHJieG+R5wO+cu2Tk8ZL9P1Rm+Rm+b8ZwY8hYYDP1xL+SHo6Xwq5gDRvH1GcvUxgck/EjyHjvkeCxiqEzJFtm2CMFP8Dy5tkRvnJObYCJLBSuIkR5ejGdOM6X06MTjKYzB1zDI47ZtnLkKz6DhFk+xoqEfEI5jaELZ4z4zwQ6Ax6ZSX8EIyUsQah9Y+W2IWIgbCYfGf4KCwDjBWssbsOAqInNo2naMj7fm5Qyc3mc2+jUcvCIwV4K98hcDhHkzkz8Pbx3zfhPmhgmDFko/ixycvrgvyuHcPWP38IxKus2y7qH4TPyfpy+mMAi3EIDJ+0zy5v9PoWbwWRm0Zy8ObeR+zk4pGCjCIQw2b5JfL3zf0/uq/wVf9k8pY9YwHtQX6RzzyUcpeAyPL5b+E4f+3q5HHf+E2xK4CCGYz/jH12j7EO2flnN9sE5iY2nP8BEc2faFMhRNdvhtyZmfixkeU+pTJUy0uBP0TEjPAuXbwT/AMvp03f8vbS2Jn+1r5a2lvmvpbc35M++b+FYIY5rJa2I4bxy/wALUT1CKMnJyOXackNpIfoUTsPLAEGc5REcu0xtOO5pGdzzb4MeO3hOb8J9af1q/omZmfOinrHOnN2d/wBvtWXIyBmScP5PGfv4CchPEQk5/wCqjkcNsIyL+FrlyI+2JR1csq5CmY3JczkycF91TsWSUcsbzJDO4z+UI/L+Wc2zk2mYyds3+BHnvn38AWR+pLJU60uF2PbyzI5Xj9KDKMOeY/cstwnEKgrb6ZqZttPoPl5+H+bv0dx/x5beATAl8mMUOy4L6of0xc7fNueN8nYYgtoIeG22b5E/m3+kfXNvo/8AKySjJmMmc39+3hGb8VwMnt9ds2zeY9bvz1PXSpMvNHRznBrSmk2v0sVHKLS94xzFRrGwoqoXK0oWTeQWW6TbVlq5U30bcKo81pp87fEvrPhJTI5ASQ/F28oj6zuID/xjfN5LObaIic/xE80TsWTBbiP02wvt9c+0f5ufb4MeUeO+b5PrX+aj6qdUrljT1BVrdTlFfVmC0hxPnTfpeDoR7qSes9c8mK5Axp9cFl1IlclmoWIs3PARkyNLFmxLFTIzEcsjhlLJp/Sx9Z8p/hA+q/8AH3iN9yiYzl3HbN9sicguadpiZmd4KZ4faI3jLX1zkjOSM5M2zb1gBM4R7N/ZW/4YqsbQim3qTWbFiKritFHKXhp1zsngf6LRI5B4qhhi0J221UHd1hdPp+zRun1f/wBldMssNXXVVCDkGLUufv4Vut1UmAv5v/mW3ES9ROTZXs10pTfUZ/jBYxnVbk5HsBUGr2By7+xH/Vtwj7b7T/zyJ+plzFzwMRPNn1jI25Y2z7l9s/zYL9X68N/VHCciZj0zhFJz7Ut6LO9UWKZXPHdr06dQnrZ1X17BmqxzkOvO/wC7wEpAq90bAmPPEPHb/nnMPNqtoLL/AHKaaSpMN9OzZSkKVgitm1gJsWZeXGY24JsMrmdx5k2wx8EwjE2EzN/pS/d8Zn53029CD+nUmcn8uRtvH/PecKc+sRy7zH2hcnHRISUkpnpxEb80l9mRMnH0zaJyVznTnOTOTJHJjxAZOfbPvr/RGQwxjqHzb/XeebypWe1ciw07YXx5bOrAvLmpMIvgKZ+jOSRjg2WDX8GMJheXJHSSfI+yHTs/Ejbctub4G2QOSOL2E4jaSDeTCYwJyYzlz7TI82LVHKqRrxLhc5m3NJb5BbERwRCnq4VbOhtkBnJnJkhhBkxkx8CMjjPtj8mn+yrGEMjFid3fBRP15v03R77X5w9y1k0vBYdQuEDMx7ojIHPpGFM4C8QwSJs7zM7xHLvP23jadhwWjhtmcnYc6/1IpOeTlHm5MSBWGCsYGV4S4yV/TbJjCw5mYKMLC9G3n9s38emUL9Vv8g+xEbK33kp5j4xI8uFy83rGeUlVoNdvt+Twn1I/Wq8IKRLza7qj69528eb8nlGRm+Rm2SQhhuIsE+WQeLh2jff6bROTG+f5lg5z7xvw3+k/8Z/UkS2xdogxbhZkxvhBkxhzhTk5OHO8F4x57eifEC5TKeYvCouDe1ktb7K7FqRaZX7b4QDzEBbjMTscbFkWDitk+pLJS20uFt/gY4xGfSMN2b8RmRlT4LJXkDsPLkxw2iM+mfTDKBwmTOCzaObILfAKYlb9460bltONidpnJyZwpwsn0xw3yeEZEbycchIV1mT9J9c/oU/YgeZ0DuFstl/DVvLPrs0Ngwduadt/Wn/cI8BiJ9kbbltJeoduadubxjOeIySmfMHkGRZiYFn1JuCUQMzk2AjOrzcJyMicgsE8A8n6xvMZ1N4KMnCycnJ9Mec+2sqGG5sub7KQxJchZbnd3iO3NO2/s5f0yccx9/Cft6hKRJ4w5fApifDf6cOmPR9Zlzl7JL2c05zlm/CJ2zfJ475BYJ4DMmd8nJnJnCycn1Rk/Tx3zfjPpAZM7BQsOJFzeuCkc5p+Ryzyxk/ZoQE+pDuidhPTyI3kqbwTwWUAXjyfp+jm/L69/kxkFkMzmyZyZyZycnw2nb3b+K4GTn752PMB12rz9mr+HWEslhwWRih5zYXOfBgwCvNNZr8VTiulllNIXXXv9MTt4nAxPmuRE/nRwjN83zmyZwpzfhPhDzhHjHCfeJEMw866evWdjoAWekh24zE8nhzTMfD6itjcRxhGTCP9Ff8AnFhLGWDg3ZH1lvQC3FZTCMFNrMqpN5il1db21kGZHKXwMORKsko5PD6bcZnefjx8OPv/AJ4fbN83yfKfRvgltPkZyZea1RWwyIz4UWEWdTtq6ASrVlFKKF4RG1m08vAPzRwA+XOjBZ0D+TETM7RXzfir9FPCnH69ZqRszaUNspAq3dcssciE8UvlWNrxye4i5v4WJ4z9M33niUSJeE/BIglfgAEZfkp5JTJcRuhFZduBFdkwtKf01ObL24r83h/24IyU/H7V2dFuRWeWdAQyXwEcUqlpuZ1C4T+jS4D+TT/JTTSfSXayYkZ3/L/CTG0+yOP04Tw/zwn46a5OwngofQvY08WRzRx5hPJWUeELKY8CHb39ZmSZF4rUTTcaxVwrq6rbLYc7hb/JGMYJL8ftkPB8Nrmr5PPPT+RHhvm/GOAjBlPxB35pUIS6wTvJMQRzG08BKQJo7FwWfLJhyTxEuUerOdSM6s4REXyQRJQbo5Z4RG8u/wBsnhTCJcw5Yz0qsGnORNnGLNReMRvP29IHKy+VHo34TMyO2Tn2zmyfgprm4SAgnF1SMe4BMTMzPm6dxyJkZxf5xmNp4Ae2MVyx6yMiyRGF+tSTdhoaviKGniErXPUQrGNNpRk5uHSGO0CZ3ngz/b1PHbzC0UD263YQkE5MRM8In8zD6jPl6dXCzdOaQs0tSJGvFHUppU1QtB0dQY5cpf6Y4zwjJyeG3tIVdAGEuVF3Ku3BINYxp+lP5omNp4/948QZIZstmEBB5CBHMxtPwBcwM7x+TasxBPafhGRG88o1MIpMpGY4VVDMtZLm+POXIJSE+IjzF9p7vmgNLA8s2F0x9P8Ak4GD+JRR1blT8S6+ngJFplJ1N9M4v0dN06wi3bdD7ccdvGcjhOL5ZLbjPGcNknHhMbcI+5csnwXUYcc9ZGNex0psyldh8P8AWf6ocYmRmRh8eAtMM6gTn6E5yqwJSs5avcnGUfDIyIfBNc25Lgr5O88GQzZSicyy0dvFbJWfpqWk1lvttsEFtoxtVdh1WqyZ3nlnl8AiJn3QUxHGNp8TsWtgYxeG1rMH6Ydh7Y2zbjzzMZIprAVPnMqPMlFPqFMfXJyI8hGTKvogOCxp+mU4caiLyESOe05M7hSsY02zxUQg3k6y/pbxki0m1oJfks+mTV8vhE7TuD8MCXPph21f3As2ySzDxEZKYpsjIbXQDHm3hPCIJktmKwAMmXrFNZojVTJrrI3CsmIYErZxW1ip7lbM7dTMYhqfavp+nqfoeEBgV2NnsG4Wnu2NBDPL4b5HDrV3Km2vAbXJI3A6hREF4QsjlemXGZ+GrVnU0tGHrDRj8TswuZmZ8Pvg0mbf7VWFcZt+WQ8UnCnPuA02XIIW3YMStjyeYzKZarp+IOkY6a2YazDz2yK5be6J2kb1gY7qJzr1869fO6iMK68o338QWTTIxqD621pSrGnV7YbKeouwjmrWxUszljOKejxXZarO4SzO3SzDquX8aIxSZOa9JYZuEQZfWDHkmwM4alnhjyztM5vwroJ58mchYMEWDXLkgZmIEpzlKcrikmc2mBnfVww9XtY2y9uEBCvK8KlxwPNwECOeyZGbVF53hjhERz6yWIp9Km8mMTtHiLjDOqBZtXnOmnOkrOREZzIHO4LJmZ+UmuTYZYEA8YORHwX0/hA1i87ySz/aHnac2HWcvw7Muy9ql80rhdYCslkmycjGOGJE8GdisrA8BjK5Tk5XlnXFnIpRySd2GKSnFSc4NjlhJFOH9GeE5UMNm1yA4pPmOigM61cMK4+Y339a1k1hjIH7QZ0x5FvwhkZA5WUzvPvOBEvggD7WclatjbDHejf6DET6AZID71hLDFzVT3pTnUqliaibDNQA3YVdwewY+qo5R5/qRRGEe5ScyXNPP1uXF3JgeaJFsfVnLvPDfJnI+/HfiEnyRUfOdtEZy1BzuFDiLUtx3VSXuidp+/wBsfTogzDWQT6RrHsURBexSobk0bA4SzDwiJnAqPPOygM56icbaa7yYuVzx/LyfMqMXVozMzIvaGd67O4UWc1Ms6dWc7UZzsnZNOxGSox4qHnbqP1slObbSO2D9ymIyC+s7TwWciXPvhZUAGx/nOWZwUOnIp2JztCjOimM2qRnVrRndbZNp8wRFMzwjgxhs+WS5EAgZnxGwwY6iSzpoLO2mc7R2do7O1POgEZ/thzuZjOaC9u/0yDIci6+A78877O+nPxCxh2HM/hxruJYIawVoa2Foa7J+ng9gMnjBmORasRnfWM7w8pu6tuy4O7mfzFO+QQ7bZP34ffP8r/5m5EZWeMua/pu7xuTcsZL3Fm8+W/D/O3BVRbcXUAhCoPKNMYFy5S73x9JYUEfy5mJwzlk/wAtXIlRElEW/wAkP6K41CJ7/wBensWq0TIZZ5d5HD5cAto5ALCTnL9dpHJwMPElyNvR+vv4xk8I8N8mcUsVVV8jcmQuRFmTy3Kyt/xW2/piN/ecwRfwI6haEF23qFVpyYXacrCKTL2BP1Gfry7TyweAORAhhHvkZMDuUfl+wmySHxnyjJ4b+IkEL+GY8h8VdVi/hiZDHtHbmn7/AM3GLLN83gZ++TkjObZyZ9Zky8to6fGfCfE2SY+QjJz8ITIPhAfIXvkRhfvAYIv4hYibe1W5R1VTDKiYzoUyrCW2Ce+RMeM4Z5ExzqZ0nQPM6t/vh6xOq2bLOx+JEzE/Jnp9P38k8nuiN/jyJQPzUiBue0FnLFV4YxIS9g9tkTtgsyGRnOOcw5LYjCZM5vwqv7Z8246s3JjG2udb3S9nFhCReMcJ+OpiQTxiJn+NA5D4O8/JmJifZvnNnMPT34qPptYfOz4Y7SRxEH7uWeXygpH18s8oQJFx3Hp+Ck9WPXP3+UfLM/JEpEmtJzP4UCGI+DzlyfB67JR8/wCm3zPvn28eeen81ayYX/qHsFp+j7Z9/QYEuf4FbOT4e07fwxMkl/xm07cVLlzXpJDkIh2WNP7bLCCrP4Go1jkzM8KunstLbpjUvnRWQCtKY1BacQv/AAVvPX01tjLNCa6l6O4l2azajfTWrlZa2uSh8bCCrP8ABYdQojcm1pSWMSauMpOEeC6xNLk/S4csdPjzTy/N+38tDDhfh9+Grf3BrpZrI9OtSvwuLfcbl2W9VzRWm7saKbDVpuopX2Nn/wDHlGkP9P1jQeqrimepUmCVRraZTri2TqOr7jXpsAKexV4AZsiwodQe003pldVLeSsuuwixLWdvzdK7ZsMPSaBdOtBwFPlGLPTVambLrANdLdYpLFt0jUyepKLNoY7ZYD1ibNQbIxMvmHgwmusNmHadLN9Ya4/wXT55EVwG6K3FcAZhuUPyMriNqut02X9eUyMqQV8CG18jnnp+EfWTHkPfbCKTL+KQgrDPAun0/A2iSvNrTezundyq45IMYTGFZaSO+s9ymy1GOex51r1iplm4+3JWWnXRqduspmpW2siy2LMarYDH6lbsqTqtxC2tNzFW2pBN8gVNx8uK88wi/YgF3nqBdtyzK48iVbclZXbBHFlkV5eWKttSA3Xi1lx7IZde0O6d3ETtJ37DArX2pI7pham7YJi7lhSitOPDv2GB+INhR3Xmvu3dzFlkV6d2a1dlpzCbde0Iv2IAbTgw7TWQy/YYEvYUhdeJPI3M8A5N+Mbf+URKhZP34KpS+j2zoeVJ4Mtac2u7t2866Vhsfh9reaj4cypYSulUm438OYdWKzicVV4N/D7exU7AubWcjGUrKlvqci4SyQbSsJXNKzCoiZllGypY0LRimq+xl2vFYlpqhRb0DJtKykE6bZac6fupyGoNNZ1jO1f1XVXV4pVhfLBpsQNS0aEVXOivp7XMmNpQnrHeQNa5i61M3hXSqu2ntasVFqu9vVcHhvO3lG3/AI3lnl9iFNdoq5EWO3TSNcnqkuAw5YfWJvc4mZC5UOOw0v8ANcsQQaWUiVgN1sWZdBEn0YFSJODVPVEHiQVNQMSRW6ctKmPNchXTSZT+ItWdirqkFDK3d/hMLuFe6XTpOL/6jRNNe3+xBZ2NKguRi1m3RKAEZvhxUjjnuEttnS4/PZJLADNSAm6vMTBDQs009FlnT9RmOtcUT71qq+vWNRrj/wAMBDA/A5p5f46CIfDuS7XiJSBzMzPj98kZGf8AxkgUB7jCVn/MRPLLGE0/42fv87edvCPucxJeyVHCvRyzI/DmNp9REEh7dp2/8O7t+lgjJlMbT8FjP/pzUTGHpw7NpyCG1UifZJWxdeDtjWVMdljtOBcXakV4Qqv010wbluvFeRoqJk0xUB6cAVnVVFYTp/PluvFcpqKjBr1lZ2yxA6aTuWkRXrrqJOAqKnDpCNLtldVdRRYNNMwykA0kqV0TWurSWFf8PmkpJKroDHqWKkGPRrMMCSzmpInmiBDvi/XMHdS9XQLbJUlLIaISxtJVc1aeswmshQ9onqLqqqvvCqDsrRIzUSA06sWIilHVbSTXMa9Y1JR1Xq0+DzsB67aSkz/AxMcv8D9vetctnjOoNkhtMApusnGXXNWy0xuV7obqdEXLF0eXuWTXO6Z460TQG2YqXbYuGu60xbZDe+bsy+xgutsdg3Dbac3rTN1krG4yGnbYeTqBlLrLH533IkbrBX3rOjF9vOF1iwiyyD7w+kmxKRZZY2FWyUobzRwbjBGWFKgumADYYJKtSpTbG+LuMVjLPOPftxTZSYX/ANPvmZ37CPv24F1gCNtgtbeNksdLYG4yJZaYyEvJORdPO/YRlcaRoOO6K6c2Yunu22x0eXL+T5xFzT9//CaeKpfNNZEFNJZNJO2X64gyaKlkvSiKB2RY6Ycwis1fc7hrOy+pXFr09FiK4vqV6nXEKEOm3U7bFyB1TBe5wr8OtCsk/BmR5f4bkKR9H+P5uJ2kikyU2VTL+TJuFtFo4lD+jAXYIm3DdPfzOIdKbBWuV/ezz92XXyb/ADCywRvLUD5++mIXbNQubDMO5DFTcKVdWegy3zhJLmPjxMjMzMz87mmB9f5OlMxMe+OXl/ijHkLwiN5VXrc5UZhSaSTOolTWdl+WrV7nIqBGI0/ryNLrh2XTtcGMlp+AzykcwR/yYnIfB3+nwFAsh5g6Xq/J0/bIxyfCjfmtNkGfiLJGLsASHQlve/lruhMlf6pBqnJgXZEQeMWPUNdhp9EjMRxgJkP4mVzC/XG2/wANbOmXGI3/AIeZ3n0SUzHq5igfRvP/AI84gT4CUhPhyfk+H/lgwB/NECMs28x25nCsG8BGC9Z8m/yf8eAKAk/xkfc+Xn8CZJL+Jz/pcOWYj4cTIzgsIB/80ZcxfwkmRDgxEz/6CYjsf/AJ/wC61+5/nbP/AB8P/8QALREAAgIABAUEAQQDAQAAAAAAAAECEQMQEiATITAxQSJAUFEyBFJgYRQjcJD/2gAIAQMBAT8B/wCO1kllWVbqyrKtldGsqyorOunXvnlWxiyWTFksvAt3na82MWfnNiPG7ztYsvGXn2F52XneVl52XlZeV7rzvK8r2WXne28rLyvdZZf/AD21vwIqWIkzFelNoXbdT+cmtL1oTTVrd+lf+1GKnLluwsPXKjGnrly7fOpUUaDQaGLDOGPDNLNLKzWI1FxXn5SepepEZKStdFIjEUTQaDSUOI4mg0jiNdKOBy1T5Inpv09vbym1Ic5KxzkjiSZrff2CSXboJEUJFFFFFFDRQ0OI4jXQjLS7ROcpu5dZdyWHBSXIUINN0cKGiyWFDXpMSKpPttlp7sWmQtJoiei/bpCiKIkVuYkaRoaHEcR+2UJzaQo4iVo04go4sieq/VtlC2cE4RwhYbXQbS6yRGIoiRWazYxIoZQ4koEl7bj12P8AI/o/yL8D/UX4MSWp7mrJWpCjXRcVLucKvxfUREQhIrZRpZO0KfMi+Q3ZRpGiSJofUjPCiu1sf6iVenl0Yyv0sxcSL9UBu3fv0REhCFIVM/o0LZPAhIlFx5EYfebJEkSXy6IiEUUL+hKtzVj1XQlQxjJEvl0REJllkEyUlFWyMlJWtzyYxkiQ/gL9qiIhCRRRgonBSVMUaXLax9jWahyGyRIfwK2ybS5Guf7evFiEIRRh9B5UhxGiSGPqxq+ZwYPtMnDQ6va/gokSIhZR5PbOdLkcSXZrKU9K5ikmNjYyRJj+WREiRFk5JEJqT2Vk3R+pw54nNGqUHTI41kWxsbJfLoiRZFlksT6GVzshj/uFJPtlZqLyxsNTOEvBGVcmNkh/Fpp9uoiLIsU6NVl7U2JkWMTGyURjGx9WWDOPNr2zy85J2spXXI4V/mxJLkuqmKQmWXuQmWOVDkWSZJjfWhiTh2ZPGc1zW1Zab7Di136Vlov6EskS+sk79imJiYmJll5WWWWNljkNjfsoq8u6y/IaayrpVk3R375LnzG6RFUvZWJiZZZZZZZZqHIbLG+nGLk6Q1W2LpklTykvKE6Gr5rK2an0uZ6jmJZflk+b6EpRj3IScvHUTLLLJMssss1DZfUTa5ixoz5YiJpJ8tv5Ryi6JRoTouL7mn+zQVFeepq+im++TfhCVdDQr1dayyx4iOIa7LLL6Frqp0SV+pZKVGlP8RprY4td+hoRpRpWbl4QlXsk0+2/8nQlFZMT6LwvRrXXTopT/HNTZrX0a19HEfjoalnaRr+im+5VeyxJNR5EI6VW6c6dEVy2NGFB4jpdDCxXBk9N+n2Gv9xUX2Zw5eDhT+jhSNCXdknHx0NETQjSl7yaeuxbGYEtMkzGVYjX8EaIvxsf1/B3E1fZqRf0Jfwmv/V//8QAMhEAAQMCBAYBAgUEAwAAAAAAAQACEQMSECEwMQQTIEBBUSIUMiMzUGBhNEJScENxkP/aAAgBAgEBPwH/AE63iJqcsrm/iWKvX5SY+5ty+oe7NjclSq8xso8VFSxVHlkQpwq1rCGtEkpld19jxCqcRUZu1Cq+CXNTa9VwkNVSs5jA4hGvUaJc1VK9oBaN1zK3+Kq17Da0SUOIc0xUEYCpNS0eMRUIBLvCdX/DvCa6Rhz3uJ5bdk2vcwujZDiKhF1uSbWa5l6Feq7Nrck2tewubuqb723BVatkAblNrvDg2oMZU4Oqhrg32ub+JZhOBrvvLWt2VN7z9whSFVqimM05xkQpCnCtVsgAZlNrOuteMZGvy73vjdUal9af4TqgNYkiQuEfEsKbSn5UXKlXPLJd4QM0zlmqJFRgJVRjg8kiVw7mlnxVdrHuDZgoOqUnhrjMrjfy1V/KKoU6hpiHLiwRTEqtzBDahyK4lsBgahTqzm5DLiTK4wiyE3ZUBdfKJLmil5VN3Ne3+EBLHyi0DhpCq0xTa1zd8BSDiXUnJtVzqb2u8LhvyQmg8lyokcsQuGze8jZcJ9pH8qu1jyGkwVNSi4BxkFH51XXCU4vZRgprC1zS0QqjHB5JErh3NLPiq9NprNTmB1eCm/hueGprCacgZ+02bc01rnVnWmE1j2g3GUyk00C4qqJpMcVUaG1GAJtMVKzpX31HSJhcNcGQ5V2se4NJgq6pReA4yCqf9Q5N/wCRcsfT3+VTMsGs2mGuLh5XIaH3hU6QpiAuU2+9HhWEyMl9OyyxBsCAqVIU9k7hwTIMJjBTEBVaLam6ZwzWm7dVKYqCCnNltq+jZ7KPDtLbE+mHttKdw7XNDT4X0jfZVSi2pumcMxpnfCm2yqR7QotD71TotpzCFFoBHtDhm22J9IPABwdwrSZGSbQa1toX0bEGNAtGy+kYrRSZ8Vw7LGQVUpNqbpnDNabt0/h2uN2y5LAyzwmcO1pmU7hwTIMJjAwQFUoipEoUhdehSaHF3tfSswdwrHG5MoNZshRaGWJ1BpZYuQMv4TaYa4u9p/DtcbtkxgYICqUW1N0zhmtN26fQa51ybQa0EDyuS3l8vwgIEf67jrqG1spgko/qEqVKnUlXhXH0mEu+JRD/ACrT7VqsCtCsaqrBZsqYa3NWhWBWK0+1Dvae9zQmS0ZhXhBwO36TCjoPSTCv9L5K32VYOqVKlSpUqektBM4loO6s9L5K6Nwg4H9IPSxzXfFFr5zQYBozhKlThKlSpU6JaDurSNijWIyhMMjPAqe0a0EINaYQaFYFaNQmN1JOysHnAkntJ0iJEJrQ3ZFgK+Tf5QcDqBzoKudMK51yD3WymnOOlt3hZhGVc5fKNO6ftQb51J1p0hgWgr5NQIKOiXNaFLZhS1SwJsRl0tdC5i5i5ivGhCLrVBd92tOtKlDQnoLPIQd4Ojy53XKXKXKTRA6ghEInRL7dkHf5DVOjcEIKhHGVcghquY5x3QpiflokeUxp2ctuxcYTW+TrHpcSEKsnJOrelcSUSVJTa7m7prg7NF0I1QhLkAgghqkSmnwexKGiPkZ1z1VXyYGGShGQpTXlpTpKZS9oDEIdQ0HCdkDI7l+0IDtKxhqaCclC/wClKz3RhEqk5A9AQ1xk6NEaEKOv+/teIOwWxyQCjocFR+6EGKOga7vB64R0BielqtZcc+14jZDAYEQtkVTHyQJQJU9A1SnPdGYTXT0jTnQ/v7A9BKfm1ZLxIUhSjUBKc9QVSkK9c9CsmvlBDXftoT2L8s+wKKKJRQaTsqtEtMhRg4Sg1WgbICd1TqtbkQrGPEhOoQU4BUwghr7u7ndNPjXKKKKFP3i6j5aixwWatKDPatEJzE1xpnJc0+UWyZCYEENYmBKaI6x2bh5CBlERrwo0CEEQiyVaWoJoQ1hUaV9xntRh4wOAjyi+37Arrs+6AQCLVYmtUaxaHprLduuVM6cKFOBQwIxLfIQdPcjCFCjVJhZu36Dh5w21wMTlkgJR36C0FSRv20KFCGqSBvhd6Qb5OJQOA9YT7xjSyWSyU4fbhsOu30m3HKEQPHaQoUapcNlyneE3bp2OBCBnDNSpWepb7UxtgAiZ0LjEKweF8gg4awarFao6yjVar3HYIU6hPyKGBIG6uJ2CtnfRBjI4EKY36Z0LirlccY8lE6hAO6t9L5BXjygQcCCOsBScTgCpUqU5l3lcpigDZB/ytKvapPpWk7lBoGnupjfG0KP5Vp9q0aFpxgq32shsp7EtBTGZ7pxcTKl3pXq9quGDWyJRPRKe60SpVy5jfa5gVxPhfNWnyU6i0hNEDPsLfSkq4K9vtXhSfCE+dC4q4q491AVjfSAFsdT6YIKptaW5q1vgfsMI/ssFQo/9Zz+w/wD/xABJEAACAAQCBgYGBwYEBwADAQABAgADERIhMQQQEyJBUSAwMkBhcSMzQlBSgRRicpGSobEFNGCCweEkQ3PRU2OToqOy8ICDwvH/2gAIAQEABj8C/wDyOBgnAV5fx1MZplrDJeerHvwwAoKYdz3j7g8eqqkp2HMCKEUMURSx5ARR1KnxGq5ZTkcwsEEUI1URSx8BFfo8z8MUIpqoilj4CN+Wy+Y1XbJ7c629L0ctm8hFWkTKfZ1VEmYR9mPUTPwmPUTPwmLAjXfDTGPUTPwmPUTPwmN9GWvMRcspyOYWPUTPwmN9GXzGr1Mz8MeomfhMVMmZT7OqktGbyEVOjzPw9AACpMATUZSefRu2T251t11SWzDwEUIodeQiigk+EXtImH+WKMCDyMURSx5CPUTPwmKtKcea6/Ry2byEVMiZT7Oo7KWz05RQ66S0ZvIRU6PM/D11EUsfARR1KnxGulu9XPoVSW7DwEeomfhMeomfhMUIIPj0aCKvLdR4jqKS0ZvIRU6PM/D381Fej/OY+koMDg8fyGE+xCoubGkS5QyAoI2gymfrqrb2RjTiYAeTavO6DOAG0TGvMannnN8B5QxXErvjVNtDCyXaa86RQRXYzKfZ1y5XxGFtl4ZBRAlPKsuyNawukIKEmjeMS5ZksbVpnAmhaA8IZdi2BpnEyaBQMpwhQyFruUeob74l2oVtrnEnyj1LffDALlmrQyL2TiIEwitsuseob74dNi28KZwJeS5sfCALaclHGKPJKrzBrG1l02lKqw4620hhgmC+cTCtSBuiMQRGCk/LVUqaeUbDYTPV214RSapKUrEsS0ooTgImfbieFRibzkIo6lT4jXtaY23sY/dzb9qC4pW25GhPIwlyFruUBCrITzyj6TKWnxgRaewuLQq2+SLFJkooOdawZ8oDaAVw9qE+F90wJyjdmZ+epU+I0jdTAYUHEwqPKsBNK1j6Qoo6nHx1XCU9Oduu7ZPTnbq3lLeAiuwmU+zqrXerlCJQ0LAGkKkiX7fCG+wYlgCp2f8AUxvy2XzGrcRm8hFHQqfEaz9sw8syWNppnHqG++HmKO0coxUiLtk9vO3UZlnpWlnEwjMpwNaRsxJmLvVq0Aywzc8IJWWxpyGq7ZTKc7daS/iakC2XhkAIWW8qy7AGtYGkKKODRvGMFJ8oxioU08ooBWKFTWKtKdRzI7xuig6P85iZLmZjdcQ0puCmh5wn2I2pylj84kKn+XvGCy4ld9dQSYVvpRkbjG6GlnwMX3Xy+cBVzJoIIX2VtHnGzOcs0+UTJfCuHlCaOqqiDO3jG2C1mNWKaRotiVgNJrtOJpSupJi5qaxTdbmhzEVls0s/fG/vKcmGpPM/rEz7Rj+QwpdmFvKPWTfygS0JItrjEny/rH7wPww7NNzzY4Q0xezkIEs5MlI9ZN/KHmq7krzie3HAQR8KgaqH2WIicB8Z1X8bC8Sn4VoYlTuW6YlDiRdGxpg71+ULKHtn8oH+h/SPotuOLVgyTLJvTOsTPtw0tJNx9o1pBemaXL4a1kTWCzFFMeMVClD9UwZiPtJYz5iE8jEj5wJlN08YNfak1/KJrcS1Im14YapdeFRDhfZc0gvyo41BhmMYta2p7Uto3LpZ8DFWN8s+1B0iYK0NFBgyxKuRTQmsfSpY3gK15iPpMwVxosFBKrLBpdWPpUsbwzpxEbelZjVik/RbErAaTXacTTMaqFa7SiwJhW7GkTplKXAn84V9lfOYU+UEtL+qymDowyvIr4QiS5eeSwyzJeWYiZK+E6v5zDzDMmVY1j1k38okj/mj9YE+cl1h3R4w0sy7CBXOJc1Vwwegj6RbhbdSNHcJbQgfnA+2Ib/UP6CPo4ltRcyIfTZwqS27BQSqoDS6sfSpY3hiacRqVxmprFptJOaNHoy0s+GMVY3Icmid5iJ4+tEvyP6xL8jCzjLvnHdWHqlCMCImy17IOHfP5zBf2biGHhCTxnTA8xCkDJIUtgW3zBeY0kseN8WSWVlXCgNY+jk2qWwPhG1luzkZ4cI9HNbyzhjNFCZe8PlG0OUvH5xs9JeXzozUj0DygzYYNCaQOG6dRAkNMk55ZRRiUr8Qg6RLUIwzpx1bKYO0ppCPLZmU5nlCKrs9T2TjEyvClNSeZ/WJn2jH8hiTaxGByj1jffGJJ84k+UVaYzrXFWMBlzIqjQUYUYYGH/0v6R6xvvihdiPOJso+0KiBpAG6RQ+EUGcKHwPaaJkz4mJ1Yf8AA/pqXmwH3iNEQYAvj5f/ABhNJ5JbDLwQWwP9D+kE1yWJf2Imfbif9swv+mdWMNMlzGdgK0pHo5rL4VhHnDeYYxhlvRI+cLLSpJ4Q45JYImyePaEbcDcfj4wFUVJ4Qof2Fq0M3M1g1/4Q1JKZrQ3GBMlsz473hACTWP1TjE28U3K/OBTgxrDK2gi4GhwEPLOhzEDJQVGES/Cv6wVOgCoPIQ8ptEmSwVoKwQJDTJWeWUUYlK/EIOkS1CsudOOqT9sQv24b7EJ/p/1MTftxNNMLmFYTa6OJtcjBaRoDU4lBDzQpWvA6v5zE6jt2zxj1jffEj/UX9YX7cfyGJf2IH+j/AEiV9sQPtiG/1D+gif8AbMJ4EwynQRUGmQh5R0SZLBWgrqSUzW3cYWZLZmHteEKFmsR8JxiddyrE/wAxE7ziVX4TC+RiT5GJ/wAonfL9OmFGZinRII3uB66lu/XOLJr0a6uUMRkTBlaQ1AvZMS7Zp2NAHw8YeXIerNhlw1EuaS2FDEuZJerjA4QE0moYe1zi8GTXmEgyZFbTmxijzN9jVt2Jk3mcIqOEGXNejMuO6cDqEmfW0ZNG0qvOmP6RsZNbOJPHUrqaMuMUn7h4gioi5DLB+qkCXLBEoc+OpZcx6MK8IcjImL5pottI3mB80j2f+nCDR6VBxotIly3mUYDkdRlTj6PMHlCzpD1fJhSFVpns0Itj2f8Apwez/wBOA6GjDKLdIFjccKiL0MoH6qQZUkFUOZOZ1mUfZqsFTmIeXOamNVwi6WaoBQQtz+ktxFOMFjmTWNjtN/ZW0oeULMbs5GLnZGamG7DrNehLVyia69lmJELo9/pLLaU4wQcxqEnSK4ZMIvrJu52YxMSQ29TOkLMmGi0MbzBvNI3P+1IApbLGQgTJZowik8WHjUVEXIZYP1EjZSwVlcfGFQZsaQsoe2fyGoEZiLdI3W4mmBi9TKB5qkbGSCJfEnjBDCsps42zlL/EGNhIrZ7Tc4KOKym5cI27FL/IxsZNbOJ5xsJ9bRk0X1TnxjYyRucSeOpX+E1j0rCmdrCJ02tskg20EK8pqqEpDrNehLcoebJbC+4RZpICnkwizRt48lhpjdpjU6rJr0a6uUVNv/Tj2f8Apws6X6oOpyhUlPUhq5RfNai20hGlNUBaQsmc1pXDHjEhtGttU71oiyU9WurlDJNejX1yiYy5FiRBVxWU3LhG2Ypf4gxsZNbOJ56gymhGIi3SNxuOFQYvQygfqpGylAiXxJ4w1/q3zjazLXbyMb5sPw0hZkw0WhiWZLVoMcIm7ZrbqUwiZMlmqnL3SQDg2fcAGa0c+trBagFeUbx9G+BhnlOrK+O6Ya5LqjDw7iLTXDHWyjJs9e0nTFUJiLjxgsOwuC9SBWlYK1rTlqx6agK22rieHuvfFR3IUYNUcOhbZvV7Xuaiip6sGlaQWpSsMtoNePeqjOCzGpPVgstw5dxyrqoBUxQ59xqIa8V5e+VqqraKYdCqmh65mFKL3dpVi7xrdx6yiivdQymhEFjmeiLK+Nepa9ScMP4TqqB3IotRWhiXtQjT5cp3fDjwBiXPmipE0qbcKiNCNqy5RRajwrDTJc2W8tXxCy7beXdLVz7hlve7qmny71Xh3UJcFHNuESzImbQO9mIpQxtJM3aqGtbCkSmcir1wHCF0lj2moF/r1ksy2bae3WNps1YhbRwpCzJUhUpWoqTdCy0liXLXGla4xJa0VlLQeMGXLlCWrGrUNawwK73A9U0xpiS0Bpc3OJiuyKqAEucscoElRexxBXIjnDSTiym3CNnMpdQHDp1IHy7tXvBaow4dXWgPn7yWW0wIpzYxo+MtdGRqALMDHzNImy2dC0x1pa1cBXGNDv3gpa5QfGJhG0vM0GjMOX6dcRdSgikCXWnjDSwa24V6tprKzonsLmxjS5TpSeSjBByHKJEuu8koK9PvjS3mMytcbCq1p4xKsdm9EuY8NQWtKwyXBqcR7z3gR59z3zQd1p0a9yaco3V6q1c+hvNbhD+UGHfksM3M16yqqT3UTabpNOoBK3Dl0AvAdKqraOWu5s+vBdiaCnfg3P3DQ+rbOL5K3I/LhHqW+cNtGRTw3xG9pMr5VMY6ST5JHanH5AR6uafNo/dvvmRhoqfMmMNHk/dHqJH4I9XJ/wCmI7Mv8Aj2PwCHuphyUCMpf4BE6cQoPCiwDZJJ5bOPUSPwxjo0r84x0Vfkxj93YeTxlOHzEetmDzSMNKX5qY3Z8k/zRgob7LAxjKf7otpjAkr2jn3XPD3jh1KOZs2rKDwj1038o2f0tr/huFY9bN/KPWzfyj1038o9bN/KAp0lgxyFRADaQ4JyBIirT3A8SI39IZfMgR62b+Ueum/lE2WuSsR3Oggo4ow4a9yWx8hG/an2mjf0lf5RWMpr/lG5oqfzEmNxZafZQQZE9u1kYKuSRwPPqq0w1zKmAxUgHIx9Gt+fVVpWN2Yw8jBmzphK8KxvyZTfKMdHK/ZeMJsxPtLWNyfKb50j1ZI8MYoRTUwFN4U660dQz7ay1qdmsfvX/j/vH73/ANn943dNDeSf3j97/wDH/eP3v/x/3j97/wDH/eP3v/x/3jDTK/yf3jDTMvqf3in0zH7H94p9Mx+x/eP3v/x/3iWNrffX2aRQdCuo+HSpBB4d3k/YH6anmmVK0nRrrtspo4xiaujlgspQRSVddhXHlEuSjiRdIDmq1oY0EmaFbalMF4jjqfR5Eu/SppBZz/liP2kZu80qWthPDCNG0h5j/wCXucK84uaVttIdbJcuJUpzVlGOrSP9Q9NZWw3bazZpOK+MaIjyFbbdpq4jGkaQkwlpiK9BwwGcCXsBMmM2N7UAETFStitQV6eEXWWDm2EXT9LDN9XejCU7/aakejlyk8ljemt9+pbQbuPRG0atOqtrh0ApY0GQ6wXZQEl9gdHdYjyihe4fWxj0mjJ/Luxg8yX5iseimy5nkaGN+Ww+XVZRlqwHTm/6n9NWz2ioSwpccG8IczNFMibsSbUaqvSJN4vSaMaSiLPnxiXpjmWZd9pQL4xpt8wFQ1KUh0ZioIxIMT9I0JSkiXIK3fG0fs4ysDOlHaeOFYnK81pjmSCWPnEmXogYtJe6dOJ/LVo/kYqO8raD49XLVppqFAO6Y9cfwmC1Tia271Pui92atKGgYVECYZlJIlWC0MCMYlybiFl4rQNDlJhq5ubAw0xme5sSd6Azkk0pk2MbOY5tBr2TG1muxelK7wgS0mm0ZYGPWn8Jia64qzEiCV0lVnVwQx6SWbfiXEa6DjBU5iEkenXi9tN4xJM0PdI7NPa4xMmOKl1cYeIi2arhga3JxHKJjZK5rTobkskc49LpCDwXeMbkpph5uYolssfUFIqxJPj7w3JjCPSyJb+IwMYO8o/WFRFZZWYPqGKMCD467K7uetJjvs9Gk5ge34eJjRNkSt7FiBxxifKVFzcXchQxZtGlSy1S6DGJuAFTXDx6HopZI+LhC10hWnVxQcImLNmqhL8Y/eZf3wZc2fLK+cF/pImMRbWY9cIDrpVbcEDPUL5RL2+ki9Wus2m7XnE1/pdNr2gHgyG0pbSKdqN3S6ilLWeoi9NJBIFFueto8Iaf9JW9ltzgMmmEUNabSP3mX98SdjMV6A1p7uFaZUw6VL9ovJ8Y9PKOjzPiWL9FmLPTwhpLgydLlZVHaEGXOUq3QXbdiL0xlH8oqqGnM5R6Wdcfhl/7wBKkoMK3HeMb8wnqwK08YIrXx9xKtBu9TURRqTF5OKxvI0o81xEehdJvln90UYEHxigi5qQksypLKmVyVilqGhuWq9k+EbQdrHPxgpajrWtGHGCzbztF871s3BU5CAQtifE0ekb6TO5DKLZdJMvkkY9AMcjlqAp77LUwHHX/AIebY326R/iJkqY/NBFk5aj9IuG/J+Ll56qIpJ8I/wARNCfVGJgSLTsubmsXM7PLOXdKDVvZd2IVrhz7l6SjS/risFVIU884vPpF5rj0AktbmMXvvTufKNsmjbaaMBU5RbPDS1+ECg6Bxy6/HugVBUxc6bvOsVCYfaEbOzepXOC7JQDxEBgmBx7QgSSm+eEer/7hHo0rTjHpEpXj3jA0jd0iaP5owmXJxLgUgs3pG+FMFi1aS0+FMNZkGhHM9UKKBQaxca0w9y7jXCnRVDkuXSq615RTJeWqqsQfCPTywfrLgYrIcP8AVyMWvVecW6Po7E8WY5xuLLT5VjHSG+WEb7FvM68egxuAt58dXjrrQHw1imfRAHGLdqt/wxTaAN8MBBNBJNIoZ61jaGYFFaYwHDBl5iKNOUGCqsKD2oJlzA9MwOquVC+GIHKJ30Wa64VZGjSv9OJ12Wzg7IzrvrRoqzZjKSgpSJMu0iwUx4xMxnX1PKlYk2ZEm6J1+QIt6mhYL0QKY8+iqYbvRqBRfiOAjdG2fmezG+2HLh7xeVs1N3tcu7Eg0pFs5RMXxz++P8O9T8DYGKMKGACaePV1HVLQ0NYsmycfjWAta0Mfzw/+GrjnBvW4X5QmyHoj+seovwziegFrHGkF2BCgY117SozpTj0w6HGGQKiBs7RnDhQN8UMEqFNRTGCuxkivELEsNTcFBSJcwhSyceceokfggqLWQ+y2UBTaqD2VHdqIv9o/40z/ALRG+3kOGoEqGHI9OjOFw62hGI11952zl2i/mIu0drx8PtDuAXDDpU2hpFQcYurvc49YYtrhnFld3lHrDF9xu5xRnJHVLLXMxP8AS0SVxpDTZM68LnhSLgppzpDzq4qaW0gJMqnyhgoLAGlaRRgQfGJl1UtS7EZwk5TUHA+B7iW4DXhF2knHhLGfziwbkv4V/gAYg1FcNVOnlvc+hu1p46qg0MU0gUb/AIi/1i7BkOTDpUp84rFeseY3kILTMq0EbJ4LW7sXBcINoyjZ270TGcbwyhHXssOqHkaRpNFuNOyeMThNkiQBiLcKxI2YmlLck7JjSml7vpMPCP2e5xYjExprKaHaf1jQHmYk1xMaZta22mlYnYe3h1aLtlE2Z2Up+sIXmhDMNEBGcTPZCVqTzHCL5k4ICaDCsNLbNTToYYKM2OQi3R+1xmH+kVP8JbuRzU5GKyMH4yz/AEihz6JmLKcoPaAwgskt2UZkCKKCT4QdlLd6Z2ivU1u369mB4PEuWRdbjgeMSpwIowxjSanOJbrZgMycodt0tdkTQR2hvJSsTVLCtcqxJHHHqlmDhDtKZkVjzjedm8zFodgvKsW1NvKBvtu5Y5QRccc8c4ALGgyjGY/LOEkqMjVvE9MNz1hhmIE9DKOkTBneos/vGi0ZRsqh6tljWsTplaK20OPiDG3NjMDRUZwPmYfaGr1xNaxtAhK8xq2s82pwHFotAtljJRrpcG8R/CVRFs7dmcJn+8WuOhL0ue+5LFJSfF/aP2dZzrhzujSpSW2Ha8MaUMb8zZ6NLa4nx8PGJk2lLjWmq/hWnTZODdQPAUHW1ZluvpnwjSNxZgQboUxMdtGMhlyqc4k3IvZN+93CtKeWu1SCvIwh0qUoc8M4vlaRvcjDJWtDTpiZwJp/BK0rXj0qrSkbOfMUrw8IVrLq5HOLUlKB46lUTBaooN0Raj0Fa5ZeUXKaGhEbNHota0tBgu3aPSA5dFruWESwnKG0cdpFrFv1q5QWHcJwMwIStASYm7XShOuWgXPpS1SVay9pueoLzgjq7nFZ5yX4YLE1J915RlGUZdxC2jz7zRWIGoy3F0psxAZTdLbst3IM+QirUt8oNnZ4aqXBvL3GJr4zT2F5eMEsak686e58cNWFIxNNRjnGGEZYd2TZvcSN7w6QBNK8YKhgwHEdaZcwVlNmIzqpxVufuOiisAvTy7n9ImjdHZHxGC7HE+58dQVcTFWzjhFdWcc4yMYRTVVculh7k+jzTunst8JgowxHdmrW7h1gtAC+EN3K3IZk8hFFwlrgo78KZ9XQRUmp46sYFfujwplGUEExnWM9XOMYvXI68Pc//OlD8S9yEb0tflCuqkAkjrl8MIqYI6LVGPDrBL/zJmLeA91V4wIOPGKtBgY1iuMGhJ84x10ikfkYKsPKPD3QrrmIExPVzMR1NDgdYtr49E+UfWgeXXbMml0ZmY35CC4ybqH2l2W7TnFtB59OrdhN5oZzmdfj7mqchGEGKGDANTHhFK4QsAHnFVNDFpz4GMc/KDjhHHKPsxWvul5HtLvp/XqanPqGFaDnG60tvJoPXAxQQeY6uq59CijGPrTT+Q6IrwwHuW0cTq8YqFJEZ5wKYxzAi4MK8oxzjLKM8M6xjnGcHjHERjlBHfzaK0x6pXHAwwHZOI8uuLAYDPV84waGbmevVtSy250gqN4cxGPUmwm3x14QJfCWoXoZ9XvLcOXexqrwMNnFQMYoMowatY3gQKRWprGFIywgDDCDWKR5RjHnGfeheaLGGvA06uRM4jcPWGXKoKCuMFSqVXir5xM0Y6K1H/zBjB9KhPLjCQz+HXgDMwyturX84piW5mCwA2h9qA7YCmOMALsxjS7nyhpb4Mpp1csfWh25mvSwFOiF4DUzDJc++hYpxg4Vio+cYVwjAjCBXKDTEQR+WoXYAxXhFa5R/WKxSsL7qnL8JDdWJKkA0rUwVWYhme0VWG3qDKsOJSNj7XKCZ0ylcbqZxuzF+cGWzC88OvFclxMHywjfzg1lU5Qbq7sCbfZYMfGkPNEuyuYPRCqCSeAix5bK3IiKTJbIfrCkAkGhygXAjCoipivJWP5e6wfCMNXlBMVOR1Z8I8ItGPOBT84pyjnGWGrOAO4EKK0x71pA/wCXqL1VUBpc5pjDoaLs+0WNAI2NlZnADGsHRlWswNbhBB4dEvZdctvlFwU1Y/0hBTAmLMtQuGMF5igA4Ch1JaDf7XWvcu9TMwwocIoc4oMXPZEWe2YmmbMCYUBPStkdthbEjR0faNJDm/61OEXNvWz8K+WMaHNYKTYcKYdoxJdszJWsUeRc3OkFU0cDdJjCSo+cNMObY9fMfaKLOB49bv1p4daI8IuBjxrGfzinKBUV1Vjl4wGbBTxg0aKQecUz7lgeqrQfLrrqVjekCHtl27u95Qdn2oaYyzGkoeygqWMaUDKKzdojFKZLQj/aJKBirCUiPT9IZVYgNpOPjvQ/2j0QwNCIUCi8xHllALpvQbABALf/AOQuyaqAdfchoYDXVb2mJygmt7cli+YXIGOArDzpej7OX/xGzgswqx9o9K+UaNSmVYRi4uQ1BVQIAcigyAFBCKxwQUELca2i0eWpRzqPy9xePU0ikGCojPGBjGGEZR5Rxi0Ela6qEGlIr3Cg77pLfUp+eqiuw8jF15u51isVrjz6ZfwgzC7cyAYo8vDzi1UJrjBlyyAvPn3EKMBqMuu7DSK+jbh0ascenfcK17MI3JomL491FcoNuXDugrBMCscaR4wQchArlGVYyyjnGQhWsgmtI8IwEb3zgv7qP13/AE61jArxg+HciIpT5wD18md8S0PmOvtXPo0uC4cdZIGAz7lhFTFkU5QIPON44xwjj84rhB2eXON8ktGAjE4aj+sZ0WAB08e8CZ7Jw6uVJ+BcfM9aPGADBPPoHDHnqNlaePWAxtDNRV5mLZJJPOnXzJPFd9ddRn1CCxVtFMOPWUr0gtB59ZzOqoj60V4RjSOMZxgYAAX7o4asNWJjHsxhq8eo8u9A0rTgYJpSvDoi7sLvN5QznietEppV3zhjKS1hz7nS4L4mKcou4azIwsJr1izBwiq9ht5fc9B0aPFcKR/vHnqoRFIwGr+keHQzjHvFIIzpFt4TxPW2+3OxP2etWGNRhAXme6BRxwikVJFdQuy4waZdYdHPbXel/wC3RxNOsxyg2ig6sXZcYNuXX0rhqzB1Zxnqww92ln9WmLQXPHrWNyjzMYCvlFPhHSFcBGGXWlrhnlGf3dwDDMR9JT/9g5HXgKdCmu/aCvw9ZXD5d5zjP3eFUVJgaNLOA7Z5noDClOrwJEVrn3i7gdaj6tT1daVU4MOYgOhrKbsmKCNqyUXx11Zbhy6V9RnSnUkU941ph3SjtaOesMkwGMUMf89x+Ae6MPmYAXsrgNWPZGJ8oZuZ1yviO8eo9GhMMNJmrY3swNhJrcMHijNhyHXbprh1FXW4cvdpk13Ca93qpIis41duyvhHpUoecESzVeqBGR1g8OiBy7p6nH7UW4Kvwrqqc42ftnt+HhrVBmYNvZGA8tZDpVEFKDifGNHZpezvDMyKfZELOVBJ9JY1KkRocuTdbNGLHjvUic8uVszKIpicR4x6OYN/hxEVZiT4wZU0XSjw5eUAg3Sz2WEAW48+j4+78cu7ZV6dxp8uoBcXTz2U5ecFmNSdaC1F0eXjOYjOJLSlX0jsTUVqOUTZOyu3mC1yUYwZyU2jTLa0rhSN0UDKrUHiK6q8Ndn3a6EVU5iKy3B8DgYxovme80Ef87/16DTvaO6n++sOeym8Y2mkKzjOg5ws9WnTCa330yygydHuKqdo7PhGiMo3pA/rWJqSA/pWBN3AcugVYXSzmpjayTfK/NfPrxhl7px6Fpz7soC0YZnn0QqipMYUef8AkkVJx6CSH0ZGVfrEVMBWkq6q1yVPZj6Qd58SfnBlvLEyWxrQ4YwZjUqeWoy/iy8+hUdv9YoO8YJd9nGPVt90YSm+6PSzFHguJi2Stv1uPQpkoxY8owwRRRRr+tO/TW54zGt6dyGKyd2Zxl8/KKEUMU96infq9lBmxyEGXo3zmcT1LJ7WY6G0HHPz6G/g3xRXMcx0K0w6I3gajr/WN98YsT0bVhZUlqj2zTM6wMlzY8hBZRRcgNcqR8C4+Z1S1EsKVGJ59O3Sc+EwZ/OLu0hycZd5CYU9x0LBfE91FM42mlHeP+WucU7KDJRl0rW9rDoAjhFR2WxGvHsnMRzByPQPxc4xofMR6tYwCj5Rie83ubJfM/0jZyt2X+beeugjYDtnGZ/trvbsJvGGc5k16rdOBzU5GPRHZzPgOR8otdSD3Cq+5QvAd2JXhFGFNV7kS5fxNFujLQ/8Q5xU9QJgyfPz1VGrZH+Xzimu1sUMBlNynj1gqcsBCsHqTw5dYbKV843pbD5a92Wx+UE6VaBTAVxj0SXt8T/7RV2qddLd+ucCY3rj2F+Hxip1rK9uZvN5cOtsmATJfJuEV0Z8f+G2cUYEHx1GwGmuucFrQteA74kuZ2D+cNJ0nQNgnCZGmM6CassVHjnDSV0fYTaVUgxP0nSsZco0t5mPo/0USWPZZTDyzmrU9wIVcmZ7QplFVNIO2lbo9vhF8qXtW4VOUVmEk9UZR9rLzinQuHrBn49DCN02NyOUbw6VFFYp3HdmMPIx6yK3EV8I3pjH59K5wGncE+HzgsxqTGIpqM2Z6uXifHwhpjZnpWVwiqmh6QA46lR02op7WfyMB7nRD7LZwdHkyacyw6s2mo7qslpxlH2SOcbHSkV5HFjSP2mkjFSKL+cNpOkrs5aLxMaXowIEx3LqDAn6Quzly6kkmJswZM2HW79aeHUKDTdFOnjBtFBruNET4mwjcXbPzbL7o32r4QQBjWBuUPHq9qO0O3/v0KjOLk7fFejgcOUb0sfLCM3Hyj1p/DAarEjwiolY+JilaDkO6AE4Ll0a5JxY5RTR8W4zD/SKnPUrPWhGEBFzgSJR9Gv/AHHn0rhT59UxMqs3gY32w5CLWpMT4XxjAmS3I4iLrbl+JcRFYu4dHeNOvIBz6GJp0dm86bT4Sxj0bstfhNI35jt5mLg1rDKKTJ0xhyZuiFrgNSbSXtHZbjvUpAMk0lsl++cucSSry7mqMW7RrwiWswWVLVNeUEdTRQSfCLnacngygR6abMLfCDjHoZVi+JqenRQSfCK6RMEvwzMeglY/G+MVdix8egrMl6g9nnEgaQqK82atlqgG2NIQoiiWwstWlN6lI02TYgSSCZdFyoaROwl/RwhMqgHDx6deHERcuKHLoVEb27M58DFGHVNKtXE1rTHr6IpY+EbykeY6NACTFZhWUPrmCqLtmPFhhG8cOA4DoBBUngIMlDVz22/pFq5nrJiyw+5Lu2pPHyiXo5DbZ0uvrkSKgUiRJcNtJy1ur2a5YRo6TFcvP9oHs40hkOamnQrLcrHp5IP1kwMehnj7L4GN9COtbaVywpz6nZ2LnW7j0sFLRkPvittfnGKkdQBOJSYq21trUQ6KGCCVs0++NHDs4aVWtBnjEtmqN92an1oNDUc+juqT5RhJIH1sI/xOmSk8FxMbsuZPb6xoIt0eXLkL9UQQHNzdpycf7RUmp6VzUlrzfCPanN9wi2XSWvJIJLG/l0ldkDhTW08Y2qybZ11b7yYfZytm0w1c1/SJtsoJMm+saucNZIVHdbWYH9B1GzmYqcxFRipyPRtO8vIx6NqH4WjeWnUVeiDx6+oim0JH1sY39HlH5Uj91H4zH7qPxmNzR5Q+VYpfaOS4dK1BUwUlG6ae0/Ly6yXMLKb+AOWrYydIZVpUjZ9tvExL0osdqku2ymZAoMY0ee7EPJWllO1TKErPmLa1Wl0rd5coZzmxr0H212W7Tnr3HNOUemkD7UvCPRaQPKZhFTLNOYx7vQDGKzMTFBlG5TyipakU9YOVIqmHh0QBgDxhab1RXAQd04Z4ZQaKTSJbturMrjFaGg4xgpMEgEgR6aYUTmI7M+Z5mkei0GX/ADYxRCksfVWN+a7fOFY5NlqG3rs+NINvZ4a6KpJ8IrNKyh9Yxm84+G6IpJVZQ+qMYqxJPj1iNdVjw5dVawuQ5iL0Nyfp0qBsOUb8ofy4Rm6/nHr/APtj14+6PWk+SxhLZvMxuBU8hGJ71cTZLGbmDK0fBeLcW6RXgeidpXLCnctxyvkY9NLlzPEihj/MlH8Qj0U6W/hWhjelsPl0PpBYDwPX573GKKIrWK/1j63lHCA5xFYqvyhinEU1y3R/8NsadrDL9awCrUP0T/8AqJDS72I7ZE22hrxiX9EYJSYxe1ssf0pGim8MqzHBNcI0RpT0kKPSb2A51jQxLe1NoeP1ooK2ia29LelvmIYA1Fc+fSMmYBRuMWgE8oqUsHNjSPSaRXwlisejkXeMwxQNYOSYRj1YRBVjBVsx1wKVu9oHKPR7r/CYowoYDLmIqe4UVrhz7kqqtQsb520zkOyI3jhwXgOopGJp1DCg3u4Wggecbkxh5GPSJLmeaxvSXT7DQBLnHxBWFlSbSicA0b0ph8utqM47UYGogMAIJgkxhn5QwYZxcuUVjdr8+sKLjXwj1ZHnhG/Plr86xi8yZ5Ckej0Zf5zWCjG1jkRhDKWO9+fX1HcbZi3r+ceifH4WjeUjqqvRF5tFAajn1vrUQ8miuzuHNcY3kYeY6GAjdlN90emnonhmY3JZmtzfKKFqL8Iy6QrTEV6H1u+vNDAzThSKnON2Yw+cb1r/AGlEb+iy/wCUkRik1PI1jDSGX7SRu6RJPzpG7a32XEepf7oxRh8taLzMIOSxTUdWEYxXVhhFNUwEY8NeAjCU/wB0erI88I3pkpfN43tKT+UExi81vIUjCQW+08bkmUv8tY9YR5YRiSejvGve1Y0o0bxoOlS6o5GN+VTxUxuzqfaEbsyWfnGQ++Oz+cYlB/NG9PT5Yx7b/lHolVPKGMy4mmHX7rERbtD88YxlSW80j93kfgjCRI/BG6wXyURvTWPz9z7RZTlPiAgsktmUZkCCZct3pnQQdnLZ6Z0EUPQXZy7KCh6GDEfOMJz/AHx26+YEYpKPmgiWuxlDHMLDAyg1ONdWNYyx1U111DiI/dh+MxaJKJXiKwyiVK/BGFg8kEetb5RjNf74z6tJe39M4qAFw+ZiVfNsed2Bb+sJtppll2KqLa/fBM+YU9Js91a4w8o5oadxJC2jl3wUFIrQfL3vL0ue27LFJSfF/aP2dZ54c7ok7HAbZ6U51ibtbtmdKJXZ54ZxOupUtXDrL5hoKQ7DItqyrGUZRWMIpAivPWp8YqOI68GTPkbaYN5mmdkchGiTDNRRJwep8axJbaIljtdcaYE1h30aakt2nM73kDDhnE0yuwWw/gOoW3w9xKgmYKKDdEWo9Bn5RSW9BWvPGDa+BNcRXGCzGrHMnrhqpkYx6AximoLwHdGBSrHI8u6Fag+I6DSpa3DtHDuhAOefXC40EYe/6xhHjrxPUVu3q5daq0G706KKnuZtYiuGHcrqA+fcFIarHMcu4ULBfP3Sqs1ik4tyi/Ry/rBL3+NYmiQzl5RobuPCoickt2MyR2q5HgaRMnK08W4C4DE8uo8IwgXYiL1QN8IbGNGl6SFafVmYU4UwBhDPoSs9RlTA1w/KJ01rb5TqU3cvCESZaZk7e7IFF7rUd6Wlb+PcLuHXnu4YjA5d+VZj2ITi3KJTSp0oypTgrKWv35RPdJqzDNItA5VrjGlzkmhtuKKvEVNcY0eUhwALN9o//Do5xmYwHQE2wMRzhJsqQkt1Na1JrCbGWsoK9+HODLSUssM1zU4mLiKYAUHgOhVFtHf5qvKuZuyeXQwHu00piKY+6qEdfxvr0Fe0NTgYZqAV4DugBNBBCmo59fdTDn0zQ0r1d1DTnG81o59AYb3PoublForjx9z7gIHj3oMMxBmOasfczXLdUYeHcrK7p4dyEi70YNafwGUwoe/UXP8AikFZYl4UoOqr1FGFPcR3QaimPc60w9zqlBu+7a0w6Cy1pVjTGGlNSq8oNZ0qXT4zBv0mRcBW0E1/SGkuQWXlrRmycVGrE6mmXS5ctcC7mgiXLaZKtmdmZduwHOlaLYcmvwjbbeQiVtq7UiVJWfIdppoLGrTzgoukaM0z4A+MTd+XL2Ro20NIv+k6PMxylvUwrzJsmTd2VmNQmDLmih/XqrFIGFSWyAgPcrSySFYcek0lyLl5dGl6rhWrQBziarOl0traVz8tSXjtrcPLWJ3sE0HRlJLZGeZ7NcvOL71zpbx1lrseXQC1wHD+FDLu3DiR02+yv/qIm6MypsiDUWj4Y0crOWUZgLMdlddjD7JbVNDSlI/Z6TaGXMl0bDnUR9CtH0iu0r/NbE7SNHVa7bZKadlQI0WeVCzJim6gpWhzhjN0YT9EL88QYkaRJM1ZTGglTDl5Rof2z/WJJnyDOXandBpzjRdho5ki7EFq1jSGlSj9MlsSAzYMY/aMydLZ6kF0yxiXstEaVRxcS5OEXUJRgLI0FH9asveil+wcv6wy7g3hH7QfZSrxYRaKqK8RGhzjLltNLMDdgGA4mNJunJOKUItl0txg6JJkq8oC0S7e1hnGjqs5Zd0sMwMq66NJnaOlG2oUXLigpXjE3SHkIG+jkg24Ma5wZ7zJUm9/WFKs3yhjLpv6JedylTTOkaPcRvO1cB4RpcwBSyqttRWmMSp22WVMnFizbKtYmzpQlouzUs8xMFJ5CNCMxhNrNKl7LbvCJqNJVlGOC02cTtFZU2RDVFo+HOJMt+yzgGJ8p5gdQppLWRSyND0eWimUyoSLe1WNNoow0un6xou6MdEJy840SXKRSroHaq1vJj9om247dP6xPWSyEBa7CZLtaXTlGgikt/QBzeMOMaQWnLOZCtCJdtuMfRLE2LLQraMd2JKVwMxhl5RpcywMVl1FRXjGizNIALbYplS4UrGkpOVLUll1otLDAkyiitZT6NNl04c4/ZltBdeDh4xL2tN/SwCaU4RP0eaiCUFagCgWUjQERUo8tbt0b2MaSgOwO2IWbs7hT4YJYS94Bhs8j495CYUGPSK1Bpy1FmNSfddiUrnj0VtBv49FEEtVK5tz6i+YatB0i/0p40ixSCtagMoNILuxLHMmEklt1OzhlB0jaelIpWDYcGzBFQYumNU5QdjMtrmIBnTC1MoSQW9GhqBAlyptqcrREt3m1aWargMI+kB/S1rdBaWbXfFzQb0bObNuXlQRs0nbvCorSC8xizHiYsUgrWtGUH9Y0pmf00y2lRWsJNvoydmgoB8oZLlCNmqqAItv4WhrRWnnARWFF7Nyg2+UOwet/auFaw7F+0thw4co2alba1oygxe0yrWWVpwjYVBl1rQiJgSirMzAixSLK1oygiHmX1L9q4VrChnwU3LQUp5QVZhQ9qigXecHSL/SnjSKjOGVnG92iFAJ8zEpb9xT8IJA8I0hpLbkxyaMta4wJhmVYLbWnCAqtujs1WtvlyiZVvWm5sMzBVnG8KMbRU/OJKqaNKyaGllgEbNVUAR9Iv8AS86fKDIqNmTWlInrdQkbmHjCMWpZ2bRQCCjMKN2qKBd5wFvGAtDWi6nnEq16bLseEEFsC1+ApjBVnG92iFALeZiWS2MsUXwhzcDtDcwZQRWGmFi/1ujv1pTh0Mf4UrOUsnIRhlrM2WrNM2lvhSkbHZNtPhpCI0si80ETBTcT2jEtdmazBVRziqSiRlCjYmpFYEkyztDkOcCZMlMq84ZRXBSYltLRjMLMGHAUgyRLbaDNeULLaWbm7PjAOwfGFlGU17ZDnA2iEXZeMXvKYL+kSnlhiDKEx/CA4Q2lrR5xfMllVyjabJraV+UUGJMF3kkKM/CKrJYgio8YOyllqZxKXeq0sMwPOEnzxNYs5XcYCFXRpc2vJjWsXzJRC84l1lsqMRvRPRZb7aUwA8QYtmoVOcHZSy1M4aVsm2iipWkAzZZUHKJhmXWS0uIXMwzyS8uYvsOa3eUXLKYy84vWUXTKsT0ZWVpSVp48IoYpeqKMSzcImSUJIXnqXRg8xpjf5i0trG20m83OVVUPLjAlI4sZQ6u+G7CSVm7jBTe3jE/6PtQ0pbqvSjDo0rh08R/Bt1MOtdJWJ2/ZHHCEkTKNPGjFKXca9mvlFjaMJAaYDazGvnGl6M+C6SKoedMREzSgf3UsifPBY0UytF29qWmjkWmNLl2LOmXqbFc4gco0GW0pZRW4hbqkecaaXFwqlRXxgqM2luAPlGjy2qCJj1EaZLs2kx0l0W6l2GMaFKaSJPprgpYlhH7TN2Jp/wC0aBs7LrZgo+RxyjRpkyW+jATvVM1R9qNJmHRVQFSDMaYaNXlzjQg/YmaPs38jWNE0V2FJQNx+uf8A4RpNdEEkMKVZybvLnBedLKej/e5T7pFOMSl2mz3u1yjTP8K0r0RxmPUtH7NxySXDy5AuZNIYugz8DEgOasJCgxL+iCp2jVwB/WNH+lkyqmisKCNM/wAKZO57b1LYxoNTgFlR+0lYFSZi/dUxoP2G/wDaFlyBcyzCXQZ+Biwt6WXobBjXIw9orbPuPlbD7KcZc8CsvGl3hE1v2hLVXHq2oAxMS58nRgyUUrO2hAXz5Qdit3+IY2rDSRvTRoWzNOLQHZaKSRqmIgqzEAfdBU5iPQSS+kOuMz4PARKlylumSXYMozxiXLBqZUpUNOcSJSZtLQflDyZEhhKGMyaaVf8AtClhQOKj+B2uWpIw8O421w93mhIr0FkjC1i1egGGYNYqcz06EUP8GhiMDkevtbP3yCMxBdzVj7uw7/TpEqto5daJhXcOR6kmmA7+oC0IzPPrq0w/giVsrr6b9dQVRUmKdyXRTLlmUxVbdmOIHGJQvcvMJpatfapCULqWuAV6ZgVhazW2Yl3kcmww/MQ7Tnf1tm4ogS50x6tMKLaORpWGlFqKt1T4CEmSXajLMwdRhRYJDblqlDzJ4fr90etttYAliP8AeFK30PFqUPkRGjkg1aXMLGngYUypj7JlLEGlcIS1qhhlUEj7oEsO9wliY+XIZffE8jeGxrjQlTcOUGcTNAWlagCvyiaitYn0izIYHH8oW8kGhdh4A0/WFtaoYZEio+6GlXtt1S84buVaRpCMzm2SCxoOa5Qzh22TIG7Ir2qRpIVZtiTLaKBh84KYErPZbqZ4CJCmY+1njdwwGNIlyy7baYtww3Y2yl23QbhQr5eEW19L9KsutFPuiUjuwmzuzQYDgKwil32ryy4wwGf+0CcpdsAbhQr5eENOnM1oa0Bc6xpABJcuoDWjIisI04sPSkbo8BFk+Y1zOUFg5cYkKw36zQ5pyES5spmteo3vCJMuXsUf2kmp6z5xpEsy5Y2aMQpQGhhppmSJbmbS55QPDyjSn2uj3ALSZs937qf0jREfZNMoxZlTdIph5xKlNpEhwzgHZyrT/wCogaMZMvYl7LLBh842TPQY/OJpmGaqooNCuOMGm1dLQy2jHHnyiZtXexWCi0YmorAfaEqxIUigw5msLtprXvWloqBjT+kSpd00uyBzavhWL2voZLOAQDQxK2dd6WCaiFNXEqVLTAKKksIeYzvswFK0GJrExmralMAQM/OJku6Y6ABqJT8+ETNq72Bgq2jHKsaOhdt+YyqyrnlnBlE72NPOBcxwlh2ApxyzgrV3W26iUJ+fCJpd3tS2lKV3h7iOGPP3jQUyr0LwkoTKUvC4xKIp6LswgVUQI16hRxh0Yi13vPnG9Tt3/ONpObe2hemzu+7lG1JKgknAViWsm3dDioS0b2EJJruoaiK2Sw1alguJMWWIi1uogzMKgC7oYA0xoYQC2igihGYMDdVQBQBRG03exYQRgRSkMqhEVlttURMFssbTtkLnDVCi5rzbzhp0x1BK0IIwPhA3VUDABRFtEuK2l6b1IeZRDetrAjh/8IbsgFQtAMhnDFpco3Ndivtc4N9MWv8AnEhZarciUuK4qanKAtEuUWh6bwEbO1BUWlgMaQWohYzNrlkYAtQlewxGKwjYVRbB5f8AxgpbLBK2lwMSIZbUdDja4hw1N5gxjZ2S2UNcLlrjG8Ec3XAuK0MAbpILG4545wsvgpJEICkt7OwWXERMatTMBDV8Y2Wzlul128KxMWWqqjgVoIlUtOzrbUc4psZSeKihgtbLE05zLd6LgFOFCGFaxNuRMVCqlN2lYa5JbK1N0rgKZQzOst7qVVlwwjfWW+NwuXswBahIraxXFYvop3LCCMxAtREUIUAUcDCBgNxbajjGIRgVCFWGBplDg0o1MAMqZQworK2asMDD1lyirU3bcBSGZ1lvdSoZcMIRzS5HvGHGFd3s3rqgRNm2qVmZowwpDejlFWAFluGEMGt3ra0HLLphqjy7/XD+BWM3JUZhu14QvpjVk2rbmCrF+1bYlGNbcRSN2exLS9ogs4eOqc64KJllo8obazyPSmWKJWDczdoqLVqMOcHaIHtJFvCsI02UgmpLZ2QCg8KiBpRlJUS23QMCQQMvnGjvLkyr560tK4VrSCJaqqLu1UZ+MO20ZZKBfZxqR5xaGuBAYHmDEsYBmnFbqeEIxmW3MwyyoKxLMmYzIwatVxFPCEO9a+VwoYctIRZSpS7iX84m6Nskokq4PTGtKwrIlG2lCx44Q/0cyGWXStq7339yAC48T7nLUwHH+BaiCxzMEjipX74kzQyMbLCnhljFqy0RLSoUeMKaDdlmX8sf94cGWsxWzDRN+kyw4c3+TRVgvrDM+cHaSZczeLi6uFYE0IrHgDlF4korY3Zm6vPGFpLQSwpXZ8KGEmKirsxRFGQ1EPIltUC7PGkbXAEUoBkKQjJLlpa99BxMKElS0VbsBXiKQi2qVW7A8awLZSSwOCwsttHl7q2g44fnBXZpeVsMziRGy4XXQwEqWhftlfahzbQk4AZDvFRnFTn38rXA9Zmb6wMO4NUmvD3WRUHxHRpGlS5mAl0QPyNaViVLICTL3DseQAgMZ10oq+NvECJgmNQKjEYRTbDbWX7OnClc/KHxICCpotx+6GMyeFQNYGtOJi1ZourQWqSPviTYKejucgV9oiBIfHaJuGlNdxAHl0QSK+EEgUHL3oacRTuNO4zNpMtIG7hnFLd+ufV5m/rgbseXcxTONIW311CfqnOJAZVbZAjH2gcMflCWSQJS3btc6ihxgtZcpBUivAxXYjbWWbSvClP0glpd1fGhHzhttJDqTcBdlhSE9CtUaooaD7oCFAUssIrnjWBPssCLuDOp6tpoXcXM9SCRgcugX4D3UHqKHrMe6VAB8+hh7nx6kAnAZdWVqaHh/DBAa4c9dVNOiWqMO60Vrhz79aoqepFcoIlPcvPWd4Cg+/q9ytKce/zHMwBlyXn7u3BReiqUG73Wy0Z1rrBpge6VBodTKDg2f8N1tC+A9yhScFy1Ymn8QqaY3/wCnnD+fv6V9no//8QALBABAAIBAgQFBQADAQEAAAAAAQARITFBEFFhcSAwgZGhQLHB0fBQ4fFggP/aAAgBAQABPyH/AOjsIjTdJiYtsXQo+nVqK/8ARgzDpcKKhT1+ufPto1+jFNiFf4CrVeg8rYsFtIjUGEdp3bYmWJwuquABf0QkckikTJw6D/uZYFXdGSEajwU15dXMHM3peXwq2dqqrnfiYrndzKyXNbgZcMiNHjNsvbOodPTjNNQ8tXlwOv6IR4TfOtnAUEcevhMsCGVXwtBeTMxwO6Iqkp4uWVQG8HClgavwjU42qqud8UQ9hXY5cDSJScQBLLN9oS2bBbL8rnDk71CmdLwlvCakP5ocaM31mUhua0qtZTNwVuojBSYR42svK6Y4PdEVTh83AbLq5li+Lqp4+sjPbl4Ni0W6cZpk51qCk8KACrgCbFotw8izF6zKEh3RKafriu0mG9PDrfxpK3lE2dmfwdp8P92FFZB3YvAA62JQljv0a/iBYOcWG4FxnSjR3aravSoVwGD2OFW8npv9/aHW8lN+fxwCshxw8iUIVdiJ2HzXiU08LeaBF6bzOLbTT1Y2hqiquHQpY9jEaRNBmok5iW6MWrrWpGCoBbaSmbFLVU/4KFb3rXd1+ph3H3Ymp8aIb2EvDMQpB8h2lUQEw3on/BQKirem5DM0dhBvo0Pn+c4CVOhekqT+gFiU08CuL+B/bwMFaQvBGqc6lQ6zuZaJTTGoPmYNWXb8lXB5KsMCm1wtr3xGWfzdCW7kUi6zomyrifd3VFri6hhIX11e1QykeeaXU/lcpuR9Wqqr9xAy0NWGQmOBh6zX0Kw+0FOSYnzDTq6cHeCKZnamcNfJafNQKG9h/vwYvCJ9WAlbganUZhjkN674lEgAzY8LMfKVRKaeA9D9ZU0mnNRDUuJ2DzXiI0zDt0sductZFDYLKTON0tcOsCFKT7xHRIKAgEJToucF6Z6zOgBKuP8AY5EdBO0Gan/BS60zm6ZrvRUSv74qCoC12IN7rIWmNDlNPi4MtMCIaUMbwMcXaYWF6l2oiNbwrDdZU04Mc1VfuxBRKbw9X0i8wqOt1xK5gKNjPiIXEqCJsyxHzEWpLkERAFoJOt8CH05rmJJbkPh1v40hNCz9oz4zEMUz4f7sug1h3afmMhrr5rt7feYkwJzP+QwywI/gDnLxYdr2ZuB6rqdyC9Zg6sbDJ9VYv8y/e9Y5tPzMW4272kBK5Ua+bDRNa3oaqBmYi5sPzAnpaxw/fA+sMdZcdLnUn9vLvZWmnz+4BH2GeH83mn8LnP4O0bfhC5P+t+kRPhfXq/qZd590Vb/r6woy10oCaDEL9wgy0G01yT/vfpK/9UIrUOU/oVmMdwB9/wA8AaaB21/MDSxR78KEYsO+X9S1XL0riUAan1Mn5l67p65l1oT1sv5lvqc/Z/up85OqvM8bYjZF6FKuyfzdCCmJ54zm3k6qr41KAdp2i61b1HtpNjkWgdp/K5TV/e0VDIo6pl82x3yhP9Qj/csBio6FcNcfwBmlyh6GBQ5H9OzwxDqDvMxhdx+Zer7wPmUl0UD8m0IN5RL3Y0PQDetEpmAMGvzjALwUwVvEIXDU7hKRihe63gUFuW4DVfEKLwFzYd9GJnrawzgXi3jTVZjly4xrn+oQNFfysShilN1RefrC8BbkCWCa9gf6h8VwJrTVWGtHF265IxmN0O23DW/jBBxFsErPpP8ArfpKI0B+E+ZBNMDNFWEmQfsxZvP2gBYLX9NI+LGFuP5HJ4EFKiaXD+YMl+joO7HT3zU7hKzABBrcNIODuTDwOeH+3l87EtT5gq1qH88p/e5M/iNp/N5obQ5ynpADB7Aa9tZUW222IwaawXIc/RZGQrycU5zW/jSZdr5itCg6GDuRvCDbyyyhrJXY2+JrNeWr5lI9bGI4ruU3S0hMhcXRzRYwzc09mNA03kMYks/c0/MOMQ/dEXIGLb+ZR3L9F0/uvDkNsXcjKR1hWP4jExKGgLWkEYGaj5MfGgJu2g90C/L9RbraXdZw/m80/hc5/B2mTi1lbk/7uWRzmrnyv3YT3vRZGKOwPRl7o0dYlQ0mKR/3c6GAVFKpL0P+xo6ZTcQkCrAESp57Nv4lRaAdr4X7LwgEutLsmftBQewK1/Okxot/VePuyvHGHfefOTbXZcbuk/r6s/m6E/nc5/G68KItReWVS2NBP+Sox3Y9pXpRStTn6kIDQw9pq/vaC0pgS23yClS8nUBz2fxGyEzs0VHgqoBlhI6sbrqx2dWXrH2D+DhddtY3KHQpY9DCVd0JR6VCVZZjlq+8I9QPdL112a/tMtONQLMQgNUH3S/Vg8/2iW7INByj4vsXqGUbrCsfxEVsYaAtacP5/Mnwf2Z8j9yfDQ/s6EKNVgdUZTL2A17zlMRfzRCxi+cUVw1v4wQBEFYLnP8Au5/E5IvZ/Zmt/Gk/j6s+Wj+7zn8jk8CFg/u4BmwfeXB+V6/tEt+UKDlwYKbGF7TNaqSeiI9zWhelSopj0mfyuTEs8r8EUwps91Z/V5RYf6sn8fefI+x46Wdi4iLU8IXKkyaedvbUz2li9yl3GIepikZpsJccohEbNtLMdMLG5W7gpKxauuT/AHOc8mSY2leCVUs7oUea9R9oKOhxrORMZjMhrlOXntNviU5d52bRytWbP4eE89lF0cmUarfIwADLZq/4hLUwoyqVpVgSw9Tr4JmCl8z4LfdYu7xQrSnvNaWWpcxga3S1/E/uv1Ne7dirtH/LCXbsyT1hLY9FdpbTNVL5MPfqCG7dp/dfqIAzrGX6ibW2iHsArUYv1LyfBG/ExZ6HFws2ezp94TtKjGjneHXXSHkhpVdWBZ6HJzSKval3YSazcywh5uLTrTFwUy6U+I76pFnFHKKfaR0uHtM2XAp0lJwxqjRrxyY39NVv0RQekOntKO+C1e0p8ZpY/iXjdeVV/aZmHq782XHDiaWlhYy09Xh9idetNf8AWabxHqxUsgV6n64OmiWJsw5bXWRL1A+Pgl7Aee/1l72kGo8yGUBmxPqbxhkNQrsJbEi3cucNo6rbr7bzf22+O3tDg7KLo5MsrMXD9ZadlZq9HBBtQHpDw/WXYzAiSzzNpUKhNJm39xDVwZOK6Rrvp76QTuAxL6JEYmoE1fNWMzdg4I23aXcYixGuqr9T+6/UboLgVwVeIkM1FzFMS5ktS5xMs7TSZt5wZZrVwIOkGbpv8wG+rS5jMTOyBdxRF+t46LLTGW7lzgh0Zu16m81xrb47O3Bri7DZhQMNQXUxeT4IefC9R/rB4qAI1E0YeYelWP8AdYu3sA2jbSVF+xq9pU5sZD7wTvQOl8paMZaq2PpKXkv6C5cLri1sChzmEYxicB8mVVtXtBSBs5+ZV0Gm8xFUbBiCeL0Pkzrj9Kd4U3KFern5KVY0kVVrb4817ahVPGlLoOJUn4AuLg/aufk49WVboTBCyr0MBVBbEQCJt4+vkzR4hoca/wCFuq8sa+iQ1odHTwNGrU5q5eA5oDlKlHGY8opL4MNZceFSvoQ7E0CIqnCeVi9ZdOjMFLLo0J3WUZPqjL0Gxl9BWvl0YBzarlFIUcpXE8wrEdDwNuTQIjBBqP0JlqTSZpEmjn9XtNUXiakzfBGGsqMOU04MI6R8x26Rx1fgCMDRIqlcr5uDQW2+UJUF+blMosMJfNMFY8u5FVdHiYeCvKQsqxIiNta8arh6E9Tybxh0XR+vIJFYNzVwVc1ROG/BzHDLl8L/AMGiogsg3DdjQGYgqgtTCm8CWswOseXeXS1iyFt94mGGK7Xqq04XWnBy4K+gBkK6xKaeC2qslZOFSmCVjXbw3GHBay2WvSBKjp47t0Hb/CUODVYV5eiHAEEVOI34N5UZUx8GJdjKNX9LbT1q2AFzHimtvq9IyoFrQuncaZr4+a8dnrDwlG9qn8PMA6O6DB2iAt+TuY3l9vRVAlI28riDAQVZaqvaKnpRJZRXPvCj9uLDTXbLD2RbunlMYGzcrYAWWgqItdii24MGEyiOblKduetvSGEzS11Zp4RTTgaAorCuBDXwV4VPHGKb4JjwI5I9wDt5eGsOr5oGhKrmfL9t0Y801iwZ1hKompKhwN5qhOaLFlwjr9HrSMIAesBrq2Ya3NZiyYn2h3Ic8tZyqY6XMNpGJyNA0GPbzudqXVy55Gpk8G1ppiDlm0K8tlpBZ2XQ5s7zMlRQ6CTGGDLe2j7koZUMuXOozWkF9jLjxSt+GLllW6E76/4fAgXWS+BCPgTHCxlcEiVFwZim9dvO089QHUspt9HVEp1C/BqicG8xK4BUEOZcSdooqyVwLeR7PC+NJQa2YrGqv6EwLrc3ygIWtvAqKFkavPKaiM+9L16Ve7/qM3v+YJQRqh5tzLB8BFSppHfohubzePBcQhA3bxbVquK6OSzxeuwL42Yvzzgmhex5oLp5bMJtBgy7gsCtGZhA4FBReDebcHXxtbee2q6Hl1gh2UBu36mlj2V94HFPXqdZtH/DafeB/mfgP8ybbtU/Eq0b3JT9yvzK9F6n8y+wemcgIcsf65T+/wCubYbH4Ajdqf3ymctCgDj9spvqt14nX/XvLfs6fmW/ZKbz+TuS/sdJsO3n7M/Amn+g/wB5bpn8GZoO9cJhXaqMXhz+gJUylIlS7mkt0RZa8Em/DWVKlR/wyqqrK8kfhCHMdoAfy+JV0j+Gqf8AW/Sf979I73ufpP7v0mp2hNfSpo3HEvbEyZKrB+JQt/pnviXlnvfpP+x+kdpTK6tMSVbKlS/OQgtcBEh6xcflBJyz6ROeXJ5vcXVD+eBC/ZAIoguN9PaMF2XdHlUG62B40qGDV7zW8GGs0pjeb65vyjtQ+Vdh9tZGa665+5PkV+Jn8cXafA5v+YJfXP1S+Jck4CgsizxjcwioS5rGKgOi3S8SinAqZRA4XC5HnWx3lOeAC2gbyFsg3BinNCnNCnNCnNC5rprUkEBdVaY7cXWuBGSnU1xTmhtylyK9WMYWukFhy8INRWFviQBqzVSVP0/8/kjguMQj9zyBpzcm6jZGpU2KszVyuRubB/jiGmZreORRve3aDaCdTqWesVma7hqubCqn2Z9a27zHttfjhh/DmLbDWUqeXgZtg0RzBmqMbZjjgXYAWKrfF5mFaHKF2T+IF8uNAdKTMzuShpq8X40aCvIiqsDex94pRNaqfWbi+dT2J8jbH3ZqhOWBLiTEda6+AUbJt0aPKvFlWw8Cb01xwSvL35nmuUH034UbR6qg3YxPvm9XVsboOkfie1I+EYpiebhxqVAhsnWoYQyggiQ1a0ihRNa40gNAWy1kexwNY6cBp4f0dHDDa3Kl/eHdQwiy9GZsEaXjZlgSwmY4Uwu71l6Fa+CuRHqWKZDvCFi+WNfTnCHy8PePrDJoFWeQ2I9ECyL1u68P7/MiEiJvFtt+oaoCGt1fLPaON4O0/gvxGDqkAbGdF9FE1rKLZiiGyjSokH2GI94Xvlj2x1x6SbhtYHQUNB5wAgAAOTTaU8TA0PSCO75/ln9F+Iq9iOly1B3NkbVQkaIsGGZVEBGkplmU0U+/enImYtNK0boPLMFMTOpj8wRoup6gXHeZr3a/LTwZXoRR7zfz/ZU+AhnsSn2WP+06gaV+dUqVK8AqVKlSonhCpUrz8EJyvHtPjQfMQ9JD5Ii56jL7azoQoVK4PWjDrDCbkfZhYA9cNz7RwJSurGnniU5yJahgOUqFnhOG0TA9M01kfDK4LqdbYWB6xYfdHc5aDID2o4cQqs7UeZFFc6x6JdvFQheSXvVIJVsU51UyTxVWPXvM4BdZV3l3a1c0vSXuAuByOSUjO7eWUypzaXqcCN4mY6af4YxHpFL4KwIkOZCDBUUYLXC94cyndX+zrN2Psf3cmVt0sD+oW1rwu6dOfaAhHPfqc/Bu3PP++kbptYN9k3uZ8dG/liIBmhf9BNDvlePbywYAXVtAIAHRv4QgSpUqVxKlSpUqVKlSpUqVK8la/NwZfDfgICIm5C24EPWnPgYjszk69ydEdCoMBVdiECpuXkhtMrMELA75K6GTW8nLRT94+UdXBzS9pGx8QxUfcAv9vD7M6J6c5r3LtH7e9zlLRrV3/UUlVrqsOJacFgRjf/HEdIMG46Ro8XecHPDaaJWidbkhwBPWlB+dYEUppovWOi7Tv1DEV20TgdBxC5qVv7+UacdB8x0l7JZrg6eaqliX4gjkFrKpqYGfbGra041K8ipUqVKlSpUAgWjnKSTpTXy6QuuBxJksaYLOgfE3iKpyoHlMpGy9D9cAMcKVtgQEq9p2/uUBD0gfKIXfcN+5twqWChyc5fnOHMX9IkV9Amlo1AahUqiz/pBlTXHXSCa1TdAPpgdj3iCA0kmfWLCij+NY+2DVagjZYNFrHjXhBmVmBNEMMZrNpXC6magqq2uUvNSkW2Wpl0ZoOcrxWf7wRSYcu3o/r+p2fg/jxMtHTIhy8raKjW/XjkDRS9jwkJhk+irhUSJKleI0NQylZ8KsHScLgQLgRFjT3T4xJc7lyTTO/wBmzECi82H0mmMmzJ6SxV6cPsuXoR3L5mmXp+uXZLvReCUpVx46bpdLPZwcdXzcTBlN2jHLfAZxd3hYFaqJtVlSq/S2svMUAaRgGMJUFgXQR2PNchm6DKSIaa+ypzufUeUxOD3nVNrqjdneN1t35iHOyXWtTWBtwqF8a2nBFHBYrtwcz+vg+IsyMd3c6xg2c12cacDXhocN5UGCohzYga5Q41wCDXmjC4luC/AGijPBG+IKQ9Xo9ZypdEem8ora6HA9PpqgfS1KiRJUQyHq180Q04KU1Kb4ZypUBpvWoBc2sD2gS/7NNmKrR2SGhK5W0qIG+sCVG6zHxOOoRbb8kBFQpecr3Hx6wTKFL5z7/wC8OrPbfnrFndFq5TGkGvGvdAMtNuiY7Q6eUXW+wjrwtfD3HjUFh8zVR5rYaYMtymX+QNlTE8KwUhxA7ciRB0Iz3RBVF1YELIIXABaBQPAuOBrFmsGpdyiXfC5VzZhqVC8HSW8Nau3czsl/XWAMgaOB2OBtxBbTVeJqBE2+YiA1YurahKlQsrmHTfyMbebUqPCpUqV5ZDq4AIaTCJtBTKRcysN0QTBovxMBqlqsehvKRDqQ5SqmiPlraFFd1mIYpvw/k1A7gaMAysr7uGqu+7Y6xIHbLsn/AHYp7wZnQ6Hla+DUuhs59mf1Kx2lW4iNM6jCVQ6JGq4jlpzmp6QWoridE1CoQs6MWRgp8Q8CYhw34EInC4ATNTDhSIFXQIDI3ry/CUsA0xHrzlx+lI2rW2VCVK+pqVKleQ2ffBpHIN43KKSVOkpDEUC4cYPPPRDtwXhekdx0u6WVAbg0RnpeFn0bwQLzZjwLHXiXabX0RjGpEZavmFKts78w9oZ94whZaMA0156QPltM6zaTqVqIZHTHUuFhxrC9rR8nfyqZtfeSlRrYLNWITzeBVckiYOtUepe8e18prlFo2FmrpLWhwTaLu6huOK+Yk+ztvp6TIA3S3PHj1lcMukPcpdx7C2WEkcYODWeReJoAHphdObMB3ayXnRoSsfMVo8L2hLjhyFgkO9As/pFMirqvB+mCVAlca+gOAeKpUqJEj4jMMMvOZm484pfEI6i7uXc34NVBbHlh507hEHPlfdvAgKGp4dQiSUes1/6mhFFFLQvBrO/kGkCkSk28j0OYbc44p1I+SotNQSRq0amEvJnXWGisxWe2U/bvihzqEDUUi4GNp7DS28dnqV6X5Wuq77y4lCin2hNGckY9eNQggDJLLbDP7idJZhbsbnWI8aJdO01VY1PTlFGAjPjFtCurhUcGksmMLxFPZf8ASW220w1+5hlDQQtWwjXFxzfUdOkLQ2sQC9yZc5oXBWHDBjtn+Lp1ggnSc/bwyagOfYEfpCEJUqVxPOWHAOD4KlSuBhjHicDhc2msLhGOUy0iuaIcLsl44YgqERN5RHNCnXp+0woOzsnM4W1rgsocTD0nc5YWSlr1M+1St4PIyCgvlMq+4NtzYSn63HJw5b1mfHSYeZt47logBAbHmhCEXeRhkhTmRCntKvi3TPlmUYZd9h79OCca8I4QiSmU3HnMs6rbaIxhgi0KLydsLBzeUQXV1K6VtEQCZJp41wrEZz9CQhwOFSuB5TGLHgOD4KlSoQK4GMeJ4KYpohrKzMVNI54Msj1FztI8DGswjNQMtWsQc8uF9GP1E3pH8S9oO2XxHLcwhgF6PaO8kDBs78npH9tQ9EplLeqMj1IrI5FoPt4nNVGijw3DS2IN4zvrglbw8SkXm7xm6tA5IRmH6AXFbZmAk+hOrwmsBYLU4WMQVWWiM7VjWOImOBN+DF2CFCEttOt69ImJFq7yw2MW236chCHEg8Klca8JoEweH/viqPqIDUlw4Fy+FSpUSCqMIoxhtERvnY+IhwvgZWIwQ5jc0TBKiZmIk3ixozQ1Eq1WfFFPqdZY1HBv0ev0VjWoUbyr1DIZVGn1G+ABGBd/QiX4C48RmjG0W0Yy2AQDtNnN+I2RVq8SkJw1fpyEPEQYAy/KX5cEltLRC8EcqinOJIhC57SZ3VOsRZj8z/eS6K/XSL3lzEwIvAgvCGcsQJZFGMYxjwIESVFNbkVVuUXhfDSGWlVbaKdSjSeBGGOAHgsPA+MDXU6wSFPQ0H+DtxXQlaRXdk8RFx4d8dYyhgVKvgTWHpf4qXMmzDLwaYPpyEIePSObxriTLmIFFfpKOivYinOC/QGUrvsQahZuriYVOi9Iq6GktWebqUtHdIpa8tow1vmSm47EdYugxBLYRiL3PAXixjHgcbvgw04XwMIRly+DRLi8bCk9p/FSg09P0lYvhpXodPXzLQTUgKiGdavxviWa8NZhGC37WMAho9lDM0mfqQhKzDzQhwK3LlcSVFKtW2GAF1QPJdZI9GnSiOY8MD2OAl2qdZi1PKypj5TdwoUKrsuGG157S1XJtiXMGmsKwOYG0sBq5gthFZMbdOXFXixjGMfAQlU+E1hGMeDiYa8Fy8cHw+v/AAOp9Fr+WYs1DelLMjJA3pX7851N3+0XD5nTdrwhB1Gd6R8I03GLzNYaRYjqMD9sJrOqMuKfqCEPHXAhZlyjbSC0TLau03ItoNQ65fLWCkp10gtCTrTklay11cXVsCwiRjd0Y9RG25lt8XM02NWbo0rEXTHoTBR+UXdUWOM9ZqPiYxjHjvDhdxgR4dT4DKiwcTx6vTc0YTt8z08gFaMrHJoajx00GtfPwi+hG1TlrHg5ecu6/IaltTS6uPySjKJdPhMx4MUU/wDahV6pvm4AqgvguDLm3MewTXTb7cJJok744j9SQ8SVwvhY6HbKyqYImoVaOc0GO02FutDSyJaLnbpyi9oZDMEqtfExTJommZyo2VgLrbEHVz9SLBo0/lGTZ2VKpshmqp0PSUlWrhqVK8DGMYx4keI0lSuAxBjHUtL8xn2fgNHt5Ao2YY7RVqvkY41a9CBVacv7TQ3pjzsppTmuUrVaxaUy+ALgBNTw3eqNW+FTNJqqPb/nesC+BjlCC7D6EdeBwfpTx3Ll8EpM3w2rrrLtmLe0FgDfrEfZRbXGWDBsOQgJIFt04mJzrqIwpzP3jVYLaEdbLZnWAscqyf7iWOrTMoCvukorgqdntQd2UbRUb3j4GMYx8FwgzLg3FplzeXU7oxXKVKiYdC3bytRa6fkfNk84ch13LhRbdTMGxc66D57AKJi+pMsub1hl4bhxcw0xcFUCnrDg6vhNc6SkEbEZ4i0LW8ogH9Az8wh0lwpbqNuceJxsF1jwXzAbq+q1SwO8GjlDMuiaFvKb0tMG8yUG4uVALL7w6sCkveXO7pcwJsF5YJgXuxLqgKxaytWBwM6zNVbLYkxNa9oa3YwJpSEsvQcSQRtr4GMYxj4TWHAkzFxJmDCbiRA9RtxMuzCseX3w+lk+HzF0a2vEDKHn8zKb4tyL2YGgmpv8J1kAy8YB5O3nrqIomNgorDIh+16EEy1FrAJ02EWnmoKy/QgbWSl1N/GWmRlt6UX0lm7/AMosIcMSt4dBxuXFg8g4HQamX0BwIcbVfPw1LidZgQyfiAR7EQA4Np80H4nyVE6CapKuy4AEqltyyi6Y2zI4BoxtBLOQLesTeArZlKkXlTLWW1rRBdvTUHQoHzNb0lsuXL8TGPkd+GsYMRjNIMcOBnl9rN9vLXGlsCo5rtUldOsKUTQK6uAndL9XWakYt6/X4j4wmPLn54WgetEHer3FmvWiw51OjitKZYrrcocVV7q6ZfmJixWM3zgeDBBYC1gZX0ePtAzoWC294HkNpNe03ZMg1OcwnuqwRfwi0yaLKpp4JwEi+oIQ8kwyq+cIW1TZmDdtTrXxKRV5VpiJKpeqMyF5GY32pK3lg2jk3lBQpbKwBVyqxrEVf7o0BFLZCgadZF1uC3dBFVMIq1jrLNfZNozOaMdljDLFSvCw1jwWTQtXLiuLBGXXC64OWBiMaj5Q4Z7Vb7JwJGGBHRGi7a7GmesySROZNE6S8jiNAjn0i6iVPhFu/QNZQhLBKDSt0wJZGdYDdICiahBGmK5pMXo3AP01S64OoHKy4eVeaXUJdJinEKKECjGk0KGq9yOMYQMtygQFtL07yjg8pOdIrTd9YeBI2XhWtOvbvAEUO0tcOgT3gkaIrnrYfBNVbjt0Fcovlv4VDBr3IRAGbDNF1pEMTDEATAgTRwVK8p0rAjZ7fNWmVH1QhDxVKlcM/ajQvsqUFZGN4swzoEcIpeCKS43kbYgFx2ukvKoOfSOoh0ManSUdMWMYlDFDBphNWIm689YFAtWIgLZGsOmjnUVobYj0RZeLceFRIxjGauLVQvGOBpPXhcJcW5ohpBQGFS9uDp5dRp9p/qRmclG4eqWtflMzUDE3ITl1Y6xQLEAY1ouCNFCp52+JjoIR9yfzOfhakixNpn2mz+ZQ515VKIOdqOTF1XlOQrZdaIwjthWb/wCeepthUAd1qisc4YSH8XD2Co+ZBhAW5F2gKU26n6lQ4IqRODcLKyMHvB7LCEfQmeWaMl1aJbVYPIu/uzbmcGg0IaDHe2PuoiUwl4gQ4P1BCE0Su7icb41atjcquz7TIKxFYG3TEF6VbrGsLw1031zNSyDWzaXVytPWCrvVbeCIzaZzNRSCNEYvBK2w1VHCM7VFY7xKFm8GeksTq5ltUSzZcC/KPRwaoxjGLabpctS/AR04EzL4DbDSCZ4PAleT2qPeOFSDyQgFY9VfvFNjbrc3lneWbi3l8XKRZpd9JSiqtQ7Sgu8xPRgy4hEjhNP0JnGGEN2U7kNsgdDFy/8Act9npwb4aMybUrxlnCU5u86Vz8zlIOu23D14DwdPP3rlmpvzPVrXjIQhDicKhFuswYJfMsyjBpMTUWucwKX5K2mDO6qd4V2NwrQl6GW6jWXUCrzJTsRaklM314l02tHaY79jrGdfbED4nMzllZhuhWtOUtAa6ReUU4miSvKI5QuUq48xjO3lvEfCNOD5GT3M9B+3zaj0Y1igWTtgH0Vbdy4lFdjcZ+bh4HBMR18rGf8AXn640rXmUhul6+E0VZN8S9HUcvGQhCHAgcMIAZiMYTHpnNl8N1osMia9OkVC6t1Mld20Yq+Sgg5tdptxGiLSAb6vtBxsZ5IypR7ENkodYuKMrhzFQqS435pfnKyzZoNYTN8TMSsS5N2CCjKuAIMzeMXjUDwN4cHgOmXjg6cFkqymYcHyOq7feP481fUIpg+u069l8FCbvS2kKvOk1pyd3mKBsy/t7n83AidNqrcYTa6alzV5X8KzU9uJZ6G8W3x89xD8vAKaNeQEggdTn4kOZDfMwhCEIQcACJdIcmWZx7E1FxyiGmSXK6BSc4rXjcXMQr0awxxjV0QOWJrkJ8QmhMZ3RtOl2CIcLleWk3wGnWNMK95QKB6xI6BBFYRqls5MPw1yQhTKdJU5lTLI+GmKDsmvgx8AhxDXgqpc1ZUGpc14LarbwA2Sr2GVqLLpt4UbQ+gmocz5r6qlK0+0JWV1a9foyuewI2VGitWs7A5hAFqPGb7w1mrytUl3XObIe3o/XEIQiqDC3hWNsRNEjbgy0DAygecLCsdGYKynMPMDa4DdpeLdohgLeNYMy7S61bRmFEsL6mINt0jWfRCUrWGVk9dASZRdwy2GdjM5tKNY/FBfA8FzRNJomXFVWC+czqWVZpAu4S7MyC7rzMfR6QNPfzatsNzEtyO876Xt/wB+kOWWRmo0a9ItIbC88N+56Nam9csXHy+tB1OcJTXgUdEWdfMYKbtkiayOC9PL3630azfmeLhCEIcD1LHc+GuAWpyMpDY/E12TEXlyrSIaou1QUWpyuMG6GZrB7t49cs1RcCp41W4jp2aBhuSGopfh1eSMQInKLwOM4PlY6Cv6cvWYnrYORsearEBRglgmDrCPV0PEEDyZYQxXsfNC5IU52DCh93WKq1t8A1+WiNJYyoIXgfc7PFo22c+BSNhx0PLp3+YtkHQV4iEIQhBDWLtL8sPRe86n3inVYS5MyZZ4XCKpXwQF8OGXcdxzKj49EK6ZfG+HVLx5a3IqCDwVsf7o8B6Gisb+W1fbGZWy9Tz+lp4tFGah4BbgIVUdBc+WuiSzpAVqV/C9YhAq7EYKKur24101OUdfDa2AajPklKrLrv5JCXwXLl+eQfBcGKIcJvw6+EuF4Ok3t1VxJXAmscQl+C64FvwBkbtLlBU2cBuUmSbZOZmf1Mn5f8OkppwFpoHNjBqLuc2YQ6tBbyGsV0qxrlxwlhexdH2+fISwO7t7zfjrYPMecq3yNh9dWXNN9I8nIxr4QF51YrPkHOZbVGlaKPDcv6Uc5jwEo55i4TrlpacFggImZUYFdQlb+JZ4aJXA8y1E5jBuo2inMzn3/mkelzPKo5gX++OFzUWeFRHGj6SkXfdbqVkciUf79eGo2gYJRP1zb9o8Gqi0S42j22DgEA1YsPL46z8pbpr5kbEu0uklXSrOgljlXZiSgW5yWrbSGLwY17WrfTSYgbZGaJ1PkrjMNXuXPqlSnSp/TEnIFu+vhrLfZ4M1QdD6gXefPPBUELpoY6zaMtVOvGeYzeOkTy4LkYbx4acd4zALyUeMLxKBQW+nX+kUErK8aJxwaG973rASo8Kj0EDLb9yjhDKwDZuw3Rk4oLVnnfxHSNQ2BFffhtOquOW9de/l6yq4Fb+WEiLuIhm03Mz6a+IIFXQIDtR2A47+v2lltyx4ZBu/k/nPiKRhfS/3NY40Bvbd6kriArFowK6LL+KgGygov+ZVW1F6Lf8AKabaGFWaVrnfp4KxO/3U5MJa7n2PPbIKVj/AnhLjMmIu5WsGMS2t44GhrLSa6xj5Q4PiyFxl8JGemCWOXO6/sY2YvKrnwNBVd0btOsTvEkydupgikBGxuhv7ypshRoNxO8O4bGgNAOGBv9DT9TTildhqfd3mFl9fqOYDmj7Yg02982w82k1GV1vtYiTL6pt+u3pwIzOlCzoOcMa9ghxGDevsf2/bj02R2Mv48eNB0TZOTEDXvun8bRy4NRnKmt3/AIVqnzA4mOOS95XA5mdUNZXPh1ieGvE+VZCuQ8L2AcN8PI8kWJ2fbX4+3Ew3CDpDy4hRs1n2Ib9yGU948DIdxweEDXJMbdPOFGxgP7c+Yh4VmVNIADuugc2O2tvA/wBXGzWjsDVlABDkg44g8t6jwo50Nz4oqEaSDSa40T8oaYc0V9EF6eNahQ3pn6F1m0C4ECjhWYacCy5cZYWMJfCmUhhpNozfwsuXL8kKjdsFRvvoxLvylFjyXHixWoUeTtEQTJh4azWCVwqPB/o42VLwcyVCOq5ngEAItA6S/R2yfwsq+MjVd7vhRNT6O598q+zeWJO5/D2hrggBa4qUsd8NuXFQnD7eh7zeBTym2h0hfcJrgbd9xFIFs+JAAtYikdTyccrqsn0xboaQ042+AcLlxuUlWxBdDgAS4ygWOI8K8L5FK3dvGbEc+HzSG7G8XtgOr7coiRV1XxmGyLpF9rX98LwU8GMtW2nbk9YjIpNeJhHcHLqSiHRDbo+YCWQ9ghkNVXzCgKGyRfeLV3yKlT4m1H9SzJD2Jdyegnb9pYN1o5RJi3bl9oIkRvkObryiMlrlXjyJT09j8+K1XWICtBfg24GPXq7HaOtHa+l0Y5OtQVwZq8vOa4DTZKAt153hB2nTPqr4Xq5FDGBpGOHZW59j9zO8G4oflUzDzZSHytVbH8S7AbzglU9pVpCDjhhlSuFSs8GLjiXjDUygxK4q8sqSrbgNsy69dJfKA1Y90sTby4HQ3jwY2dvTykNsbu2z9RGRSeBOSOHLz7+BPLDqORmuD1B2Y/lOviuBXSMy1PofmrSc9PcGCEXQgLmk3yV4SAAq6BDrkLJ1fpH6KtWNlliy+GktUc20a8DfisFlW66y+yir8SVK1WWIubjtDY+k3PciragIp6y1SStQ/flFIvBvABrcKVfmgu3jMtSjEZy4d9IIfI27wh7AzfbDZM5DPtEnMRraP4gMCgWcTWPr2bRcKxLUO3DMuMfKdcSJmFfyom8aQOAvwMPKhRXhs1Y424UBSzcjQs3At1xo/wA30/3PgB0e271lgcGmgOxMi7YVx7S0gLVz8oww9sB4Bt6GjEBAMlv1PCRT9TJ7Tm1zcVoelM/t/uGnpzUsRKbu74lielD6Rd6FDl4CWRAuTECelr7No1UVZt4c1oXlCTy3dA5zIxv+54hI0nJZFtXn5Och+h+JZEo4xBLS8gU/1P6bXfUhRVqkCw5pYthrw0enWvn04A09fAU5DwC3jWXG2Gi9pf8AN1toZRpz2Oq1GjWdRxhJnCAeCqcgQhSp1yBdArepVfsMqNBejAEy3YAQQZxQ6lRpVYgFwaas0Y6cGDhozSLCGGrY2wip5g+7OglFt6VNLFzU7+M29bC4V0f+tE0ZPevQ0J3Pw8AhrBTR0TDYoAnhuttKmK/RAijMa4d+UQtUCGrq1bHeUqKVaaWJqXW/G41vRzDlCpz25dHwISUmiTeT+o8phIfKSxg7cHr5+M4XQuO0/wBjw9HMBcAwjd0PtrN7Saw7GsfHG0cdghDvw2rVAdw6Lbpg8r0iJTXl3b7PBQaNMC4JVEva6AGmkU8mBqK1MM7X3nL2czIMVnTM1DCvTwWsXRmhS/q2Zva/3OjHPX6x7+buHk0ruG09ngC4zM4roXDSSepgqKuglOY6kUQ4XiLuO4QDiFdIablMyBLZqtG3vmIDVC3K1GYs+isXVNoEVDilXHSVc7RlFf5C56m79k13NJWz9vAS+pnOsPg7DkitSar4QVQWxJ6of+pWu8kf9499DlfOsrJgxTU7+K+4gmIsLqXaXowjMErbTNcheYiaIl9VtG1pc5NnIrfkXXkKQrlDfqdYiE13P8NNT+6uU1P8zhiubxhLQXA2uo59o66+chIiaJOxFA+6V66mXPtLPxQdj1offnd8zNnklPiKVrbHgOJtCjX0CBUwh06P2izTyis5ssPdwaQvI77h7coWk11aHRoyvW1V7WwdtrjzaBt5efNozWEC9fBjoT/2uJdC5uT2mxTzL+2k2VeVf30h1p2z3PprGH3KnsRbQrCuS6gl1+aYON2cR657BLnJhWEphYoWNCXvCnbGZjBcUGVYyYzVRpY/9DLARqouoxQUCi1USltYGCZEqrwQPqYIaSnlC6bV5TZt6AmznVyo6QF+Z7fi6lcfWQupbI7muZHctXLj0AkLgD0M321m5/hPOJP4wZZ1zUr8wAlLZ2eVSdwn7nWannffu4grQW8S7XUye05x81Gxd1CLtB6qf9HN5MfjB/aJlCet7xW0Xm/UImpBj43RH/cDtfX/AKCMrHgO1buPCE3E9xwv6B25Rof5SJP7H7J8f/YmaX3PR7+CqnbxvHmhcYALWUOi9kSNLncsEH1lLvQ8oTWjTBGC77hjm3CusTljVwwIXOy8QYmqKFmhoB1lQwr6BHI3+YYlggC1bc5VmLsghQPQvODbiQtTbG29R4UvQEtxdSM1o6FMc3pNIzwZZ6thIQxJAflwtrTHBInS4vbIinFdQazrgIge824/4lxObXU/BOyq1fiKVq3r5d+w0EHanpPOFhbe4E1CN5sPZi9gbMSqmsYz6i2/QOeyFeQFvlCKFoaoO7EHq/k6u8YDB0Mdg8jkjXWJO2xjyBGgKbNPoDbB3VEr1D2J8viv3Juw52fDGr96drvpEw6wS77TS653qV5b4JG0rY8pRzy5sr6Sc1vKmicpgHmbYvPaX1B1dEuL8wQFyU0NRhNGjMLSrPVNUHMJGorhZvBqUiwzEio1haH6bn+6J/Ti34jqy6R+Ybs804ZKEncNS7PPQkRNyKq1tfoESLavR2Zqj9A++8ozHXyQXQiO6RXxG1O5KvzRm9ssL9ahmTbQ+yfPyHgUpF6T5NtCcheofiJtLdL2TtSMI9PEObQpvwOChyzy+twzJbjl+4gRU2s+P9y7WfXTeCD9g390/qD6T7nF9xL9HfH5ms+hafNYiUm3DoIkZ1U92LebRyi7UqO2VkW7SYyUsWTlNJ15Qw1BakTK0K2muGXa5O00pKgvI9ia9PXAPmD7p9kB+OEifar/AHT5HJ+IfM2T5lOrcv1S5d9bizxXWbqOjjFH1fJ2FMS31NIXnxfMhSc6ei+JuDp/TPtBnkN2M6f2yv5kTbz1x0V9kQ0LzFvuwuDVl7+aIQaPBm0OjUrxM/1cLL7QTVNVkTzIwUHyJNErlo8V/wCBXleqamv/AJNCDrNZ2p35xtQKQRNR8CUJEB1efg+M6Pzpzm+svxL56FG9bASsxL+qZh0lTo1YFkpvGYGgotpeu8FKF1hXWBSldZVUXHOILDoc4hr94HqQqy3yxcS3VCsr/qPSP2vZNcndxZynvLhHEMQZiS7jngBUSC2SQ9LMPpDd1bw1oVeLe8vxGLYaXLBfeZ0kJZrreTGYrotadPoGCpYOkDsmh2+it5y3nL8gyjQpreGUFFYV9G/4R9fKZrt6nLLZpa+p38VFRbZ9lr4qPTURgHc9yoHVByM58wVTlTV5jHWhO0SvOXtag2lWgmoe2GCe8MF+bDuI3Bi4dNnwmDfSPNzouIAWHUlItx4GsURLimI1NGUmCCI4KC2xz5s2ca1oDsG9jtNMvm8ZI56ukHyfRC19Bmascfp9NXt9IIKC1r5NirDv59YQrR/gtFHCyj2iNdiMDZ3OXpFdw1ApzF6PWEnWQI9Wd+sf+20ZXzao7IxsYHO8QbCMZy6RBQVY5SkI6vOWM+BBMkMrziVdeuAxhxHC4PBRReIjw5g4P0YLammF3MPgDoDCZAb/AElL4NdXnFkluUNIC1rNv84qZaVcebGblCDDErnNVBG4fWI0DT4grvJKytCbRpHwDMrlGO3OMOGiDUGXmKPC+CGKlCGvjGsTY+jaTItarPomMINhZ9ByoofoFSBS3/iRi6BC6c5SbMiZWpK7aQ+K6xRXsM17ypnrqKRPQLKGTaBdIsQhrmAoSXPWWRq4N9OaBVaJfC25DWHaQuhguj1qCdOjLDalvh94QJeEFiThtFcbNA1L7MGIDWw1mWNDVq+1cTg8DjrE8q1CPM+qeFzOen0GVXFq/EFtERGnyKCsK+nUAa7n9dtmArpMm8weupRbKdYWbAdYxoEajoMcAvRVRdnpnmfo4FjmxesOZ9o8+9J9yHMdyxtwpu20Xw88Q2AFvULYaMSrW9uu3SFnPhX3NDLiBCULoAB+OI0zRpNLvxmaPp6wW1/BtLGstfUW1W30qCCswX9CoArRofUBbRLEBNnzLg5aZF8pyqPFbFjewzUm72DzL4EvEXwGyQ5eUq17imvn2oKuGmPHnnRTW55eqXWsMSsYjZfgaQeebYrwudvfr0eXvAGDZ9WiYQXa8/VIjSWTe9F/wd8c2KjLVz+iDYdluz6JdNB9f+AcFOd/rQVQWsRVJSeEChYu6z9dQq6Xr5rxr/zIx4PMvPyRUJhIqlNr5AhSS/qxTTx+huNPo0y1bR/w6CE0IZf8bcyqavgewUFsREU1KrJsdWsX2oYguTZcvSGMBS6dOJuhq/a6/HBW0e/AsttRnKBKCuq0c4N2tI7etQ5bGE2R7R7OEpexLws7n2qHunmWj7SxdE+1KiWA37CJSXSysg5nlajuaoBasvIWvFKv7+ELYhitLp8IrrKxRg0jk6qpX/pFX14acCWBXn3L+uKCC216pr948bi+BQGVfhK75vuXWuXEwCBrnevgVQ3S5PrkVSU/5YTIXqHwCjZFVa28VibB2UXK71uNEhC1YVfI5S0gFl1UzQ7S2Gwk7rIDRwOmacHtTAeqqN0FO9azaUlzAKdZm9SDvUvfixd+ejE/l84ogQE1d2IhlRYXesdFod7ipljiVmzZjSZAUDLuMxvn3hYlaHrcPJ+nUMVfzBStiV3Rq2qCJS6vDc73KMDZpg4OWYni7aaww0e0Jpig17mt73NQRSO628tqg5/q8aBoziLlhuKA06XLLZtrAwAoPaGJ970yPY7SxltVp2S305FZUvMb9QuuGq6HTrKe2xTdK99oVC1GEA92ZjsSpwO1bbRJQ7IWWy1uye5pAXpM8MGCNETSoJDIi31t6/8AINANCjQ2ykOYr1NZw4VaFhkX4jSqAFZ1wiqbYGarG5K0wCAO5a2OUf5pr5TDRNlI6qbvW5gRccNCxKiPMOGmfSNhqEFKoa649ZjdiGglBW21QF7F5R3HPvcVgJe0tIcykuFjbiJ5DwpNI+kR65CyFlNxFO1EvhzhoV40yaO/1K2oGzPhFBpc1ACrVkEhGkiQMpX/ABdkBRyVEpTl4FR1K7p4dJSBr3+Q8uwF1WhROuBdXKtO0pttDK5lmIm573EFEteC/VrNZcnU0qpUz2v7wcTAtFMUByA0mbY2Aj6M2OyVQehLAzKZhf8AsqTCpY+5M6YHWe0skNGN4+O6nmc6qOryjhfYhdQcAPQuaudkjd1wZvnQ1jwXOUKOR2qphhlVg8gYj3C0ys3oGvWFycaQeQpcbxa8ldxiWRGmR7x1liJrKB0jb0ihDFKjzLMRGxE0LXqfMv3QetPR1IMMOBsUNkftrBk8wTWLCvqoT1HE0erCt7NIfct2ldQZnWwurcpx2iEiDIm0xQChD6BbEgK+Wws2qz0g7GsgCyNMckoUNV2fLCxW5Al1J8IRn04WDR+ZoyAQPk0thliGIuuXbOkraVuqu6DWYWg5XLZ2gfa9RaejqaQT1emWaXfpL2bRDtQ0g86XaV1BmDCzRA5Clxh5FcDU2w8xgj0avEo2BXYAC2XyBYzAbJSD2pXNSVA3JQ0oOXbw5O+V1eB2xUrb/wAGKafQiaAbSmUXSrY4nmFwJTJbG02XGpEhljhH10gDS20Xy+zE00zkrpUbnzljLyOfpENAqcjrygOY3yXSOALVtnk8pTEGU6GD3mU/vGgr7xqLYM90Nb034sQxpUY+/KVJ1Z5p0j1V1dT1EQHVWv3cvWKppC7lPaI02oNeSUahs2YevKWmWa7nNWtQmCigN5rZsY93KHLsLk6c51C1oEFoNbkV2SizaAKrmdYRVbSN8lURWXNODXflKwTrVgd+uIb2zwZjl9CWKMoO5zmOBraB6wcvPABNSUJ0Yn1kTv1RFOCYdDzUZlkEx6nMNWZa45KL7+pHSobM8j1iKGRpmTnLSgfntE4GA6nA8BXuFyDOWqesCYISOqzMufArYu2FdGmIwte0pyS3kBzoY8ISCFqc/GxeTH114r/HioKuF80BWsuoOneX7RVTKxyHRBUHZZpsHbrDiu0aLI+GH4EDzAexll3gBMxt2GnO5TbQBxKbauczNYSQ0d2kBmkpqzgpvcErombxP2Sv9yphU9hBQeemOk22aUMWo6D+JkFRZvWRXmr3ht8oLSN3zGgclYinhzPuhglsXuA/TNSR4xS5uMvXdsXim7e4rAOpHIT7VCeVji0xnC3mxG3zcoGinnTMZPqmQ7HLUgPVBd5zPi3oojK7gT6aFb7esxFtGpSOa5danqnzgMR5QtO6SK0W2j5Rs2vpCGDfeMAKrZZEL5hU+ELEFKo4ZG9u0CTBfYumNSpoSoAgOynKDmY3fKNDcIVEKCr6HV/UdEArzNThSYkc2kNCkpOsAmuDKD1desuZzNgUp7YZWQg1ZQz95SxXr7YeIrTA9cdEyHw71PISqzf+fDcMK9X0IKCtlPNuuCrrLeFp47Vviq6y3jay2q24W8LrwKvC14GNOBgMFNOvBV1ltVKBtC3OQK+Jbd78axqQsjtrS14CmngBQGWN3BqP/jV2nrnnBaBvH1VOT/mXVUlk3+Yf8aVedJS2zb69YJaNDw0ApZylnB0tdeSq6+BdgtbL5IIp1nl9I9TXp5fOF685dnUxf/iEqp7RfThZAVBEZYTD9FlDyou4AXeecJUTYABdzpBo25QxGnPSITuTE21MoQGw3yNYXFvjQ1C+sQAtGW0q454mSh9ByvzrKqupgamj3QS6lDlFpQLY6wPbiULqIr0jyFNF0ydzaUsarWSq1rcj1kayHk2SOoaFClKs62NZkTWBUI1saR5A6cVBrUa7xI2FHSKZ6pRuvGRKjXFtpryJYLejZIYG2RbU5tN4koaC1od2auCPC94OY6NjpLWQAQybyaqdcLoBA7bABssL71KV+OimtDvmodd2RAuqpunWIC657G7K6Si2rq6z6hJgOuBi0MIHbggXVU3TrFEpASyF32xNWoiBo10xrXSIQaJNepexy6w0OmiharX12iq2klMmfTaPqtQSxpy7xblPrZxmOKxtDHK55PNLaiWp8ASuAHUykWoaZ/0xWFJWHJxqvZHQN9QC63+SV7MaBF1e6+txfSMEQuaAuMygV7l7VXL1l2E1yU5jilRNdUtZqNsEUCuaoNUIfQgMSyyEKzztWkGCEEHDiP3CmQKsrOzGwnBwtS7xF8mqQAmfdbi39D1F9eVVFCwyoW1ZVbMNR0r2vNdKiK6sK16m2BlmWGm4Db7QqVoK7kwetVAFZQwcsBVaZleOkAC2qV0i6oMmyxp2x/ggi3WltP8ABCqxpmvnPXCajXg6YKLxWvaZh4Sxsqt+7DMTcdflMSwYPZ2/Uvd1YHIH4h6GqWcnOe7vL3kiFLvZ1Myw6uMAFgO2/WOMeLmb7+/vNeecfWcwHqWo9SVZaLoKJ8wElmMNQMZenRgmsxpZAiiehHJp2mVd+8TvKiXd3NFS0KutX8xoUbidbIuF3BgibTC5tNX2xLdUrmIr9IAawZwDQPWaXmNgbhnf2ho1FUbgH7SypdqwTLskLTpXmth9WKM6JK+SDWQhdDyhztZa3cn1YI8jg3X+0VKQVEu3xLYxFYLNGP2jGqyCFdKYctYWJhn4mcta+n1SU3BAbNQ7664Zq/tEC+Ntu+vrMhyrdul9IYMZqodOsFOjcOosrKoGTtMFVd458xZAxQ5PxfXWZqVUAGYR2x8LJLHtEYVQ6XES27UAoemIIqrdbrPLp00l+Wq6s1qCHgsUEqn2mmTBQ1Jf50AyDS4hb2wAQ9WJS32YBeh0zK2PhfUaQCLHX5AUHeIl92qBQ1tiJ61JzEfxArAWXkddJc8NWHIPSiAvRBYdkp5GwNKfd42lit7j6/QAxsRVW/4zT6dxMzAQg2LUWWAGIUoXz16dZj7WFVq2JfU3msRWUsDZlhw8+FLZYLG6GARkopWddMzUCva8q8ii+8qCrCctB3Liuka/BpN+ZyqAcutQgP8AOkWyVhcz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" width="643" />
<br />
<span style="font-size: 12pt;"><i>Illustration
2: stereo_02 Since its launch in 2006, the STEREO spacecraft have
drifted further and further apart to gain different views of the
sun. Credit: NASA/GSFC</i></span></div>
<br />
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
The two STEREO spacecraft were launched on October 26, 2006 into
highly elliptical geocentric orbits. The apogee reached the Moon's
orbit. On December 15, 2006, on the fifth orbit, the pair swung by
the Moon for a gravitational slingshot. Because the two spacecraft
were in slightly different orbits, the "ahead" (A)
spacecraft was ejected to a heliocentric orbit inside Earth's orbit
while the "behind" (B) spacecraft remained temporarily in a
high Earth orbit. Spacecraft A will take 347 days to complete one
revolution of the Sun and Spacecraft B will take 387 days. The A
spacecraft/sun/earth angle will increase at 21.650 degree/year. The B
spacecraft/sun/earth angle will change −21.999 degrees per year.
Over time, the STEREO spacecraft will continue to separate from each
other at a combined rate of approximately 44 degrees per year. There
are no final positions for the spacecraft. They achieved 90 degrees
separation on January 24, 2009, a condition known as quadrature. On
February 6, 2011, the two spacecraft were exactly 180 degrees apart
from each other, allowing the entire Sun to be seen at once for the
first time.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div align="left" style="line-height: 100%; margin-bottom: 0cm;">
Even as the angle increases, the addition of an Earth-based view,
e.g. from the Solar Dynamics Observatory, will still provide full-Sun
observations for several years. In 2015, contact will be lost for
several months when the STEREO spacecraft pass behind the Sun. They
will then start to approach Earth again, with closest approach
sometime in 2023. They will not be recaptured into Earth orbit.</div>
<div align="left" style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
The principal benefit of the mission is stereoscopic images of the
Sun. In other words, because the satellites are at different points
along the Earth's orbit from the Earth itself, they can photograph
parts of the Sun that are not visible from the Earth.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
These crafts flown to space are obviously of a new era in astronomy,
the space era. It gives to astronomy a new dimension. It is clear
that these STEREO satellites are tangible evidence of knowledge of
astronomy.
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">So
what is the age of Astronomy, you ask? In a hypothetically scenario
where i would not know nothing about astronomy, my knowledge of
astronomy would only be of 9 years from 2006AD (as this article was
written in 2015). So, we could say that with only the knowledge of
the STEREO mission as an astronomical reference and proof, i would
think that astronomy is only 9 years old. Of course everybody knows
about astronomy, but let's pretend...</span></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">So
what is the age of Astronomy, you ask? The knowledge of astronomy is
at least 9 years old. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<span style="color: black;">The search for the age of Astronomy is still
out there. </span><br />
<span style="color: black;"><br /></span>
<span style="color: black;">Read the next article of our series on The age of
Astronomy and see how far back we can push it's age in time. Stay
tuned, and continue reading Ancient Astronomy Series: THE AGE OF ASTRONOMY. </span><br />
<br />
<a href="http://linksthroughspace.blogspot.fi/2016/08/the-age-of-astronomy-27-relics-abu-bakr_63.html" target="_blank"><span style="color: black;">Next Article: </span><span style="background-color: white; font-family: "trebuchet ms" , "trebuchet" , "verdana" , sans-serif; font-size: 13.2px; line-height: 13.2px;">THE AGE OF ASTRONOMY. </span>2/7: Relics: Abù Bakr Ibn Yùsuf's medieval Moroccan astrolabes 1216AD.</a></div>
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<span style="color: black;"><br /></span>
<span style="color: black;"><br /></span></div>
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<img align="left" name="Image1" 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" width="392" />
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<span style="font-size: 12pt;"><i>Illustration
3: By NASA - NASA, Public Domain,
https://commons.wikimedia.org/w/index.php?curid=37188511</i></span></div>
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<span style="line-height: 100%;">Please take time to
read the links and PDF files on this subject.</span></div>
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<span style="line-height: 100%;">Links:</span></div>
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Short animation:
<a href="https://www.nasa.gov/mission_pages/stereo/videos/index.html">https://www.nasa.gov/mission_pages/stereo/videos/index.html</a></div>
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Wikipedia:
<a href="https://en.wikipedia.org/wiki/STEREO">https://en.wikipedia.org/wiki/STEREO</a></div>
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Video:
<a href="https://www.youtube.com/watch?v=qLB5ma2Yz1I">https://www.youtube.com/watch?v=qLB5ma2Yz1I</a></div>
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<a href="http://www.wikiwand.com/en/STEREO">http://www.wikiwand.com/en/STEREO</a></div>
<div style="line-height: 100%; margin-bottom: 0cm;">
http://www.nasa.gov/pdf/139023main_STEREO_science_guide.pdf</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
http://www.nasa.gov/pdf/161401main_STEREOPressKit10-23b.pdf</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-vZtIUc9aRSM/V7S8tYncmJI/AAAAAAAANSI/1Z3nWxyRaTgLqRPbOWLVQmmcow491yjuQCLcB/s1600/Age%2Bof%2Bastronomy%2Bpict_numbers1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://1.bp.blogspot.com/-vZtIUc9aRSM/V7S8tYncmJI/AAAAAAAANSI/1Z3nWxyRaTgLqRPbOWLVQmmcow491yjuQCLcB/s200/Age%2Bof%2Bastronomy%2Bpict_numbers1.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pubic outreach program by Astronomy club Toutatis, Kustavi, Finland</td></tr>
</tbody></table>
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</div>
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<a href="http://linksthroughspace.blogspot.fi/p/about.html" rel="author">Read more about Astronomy Club Toutatis, Kustavi, Finland.</a>
</div>
S. Lamoureuxhttp://www.blogger.com/profile/04910405054207180735noreply@blogger.com0