<?xml version="1.0" encoding="UTF-8" ?>
<?xml-stylesheet type="text/xsl" href="https://archivedforum2.beoworld.org:443/utility/FeedStylesheets/rss.xsl" media="screen"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/"><channel><title>&lt;Members Own Technical Pages&gt;</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/default.aspx</link><description>All Founder and Gold members may add their own technical pages to this Wiki. There is no limits on the number of pages or subjects which can be covered</description><dc:language>en-US</dc:language><generator>CommunityServer 2008.5 SP3 (Build: 36.8414)</generator><item><title>Wood and veneer care</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/wood-and-veneer-care/revision/0.aspx</link><pubDate>Mon, 13 Jan 2014 19:45:32 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:56</guid><dc:creator>Søren Mexico</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 13/01/2014 19:45:32&lt;br /&gt;
&lt;p&gt;I start cleaning with Isopropyl alcohol, depending on how dirty 
(layers of Pledge, wax or lacquered with something) at times I use 
acetone for the first cleaning, careful acetone may damage plastics and 
loosen glues.&lt;/p&gt;
&lt;p&gt;Then sand the wood with 200 grain sand paper or &lt;a href="http://www.amazon.com/dp/B0098MC1AS/ref=wl_it_dp_o_pC_nS_ttl?_encoding=UTF8&amp;amp;colid=2GG7N51R2NQG6&amp;amp;coliid=I1CJY1UXDN9MAG"&gt;this&lt;/a&gt;
 (these hand pads I find better than sandpaper, they dont run full, and 
you can use them over and over again) I sand until small scratches and 
marks disappear and the surfaces has the same color over all, deep 
damages can be repaired with a mix of wood glue and sanding dust.&lt;/p&gt;
&lt;p&gt;Mix the dust with glue until you have a heavy paste, clean the damage
 with a cutter and acetone, press the paste into the scratch/hole, level
 off wit a knife or spatula. This only for smaller deep scratches, if 
bigger, you will have to cut out the damaged veneer and glue in a new 
piece of veneer fitting the grain and cut out.&lt;/p&gt;
&lt;p&gt;When the repaired areas are dry, sand again with 200 grain or hand 
pad, if you want a finer finish, sand with 400 grain, Clean off dust 
with a brush and then with Iso alcohol or a rag moistened with water, 
let dry. Now soak the wood with Boiled linseed oil (also known as Danish
 Oil), after half an hour, wipe off excess, let dry for 12 hours, sand 
lightly with hand pad or 400 grain, clean off dust, soak with oil, 1/2 
hour, wipe off excess, let dry 12 hours, polish with lint free rag, 
done. After a couple of years, sand light, clean, soak, wipe off excess,
 let dry, polish, and it looks like new again.&lt;/p&gt;
&lt;p&gt;The Linseed oil stinks, so do this outside or in the garage.&lt;/p&gt;
&lt;p&gt;For sanding, use a sanding block or a piece of wood that fits in your
 hand, wrapped with sanding paper or hand pad. Do NOT use machine, the 
veneer is very thin on some some items. &lt;/p&gt;
&lt;p&gt;Always sand until all darker areas are gone, and an even light brown color is reached, the wood will turn darker and the grain be more accented after oiling.&lt;/p&gt;
&lt;p&gt;Daily (weekly) cleaning with rag moistened with soapy water. Use no furniture sprays or cleaners.&lt;/p&gt;</description></item><item><title>BG CD50 Belt change</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/bg-cd50-belt-change/revision/0.aspx</link><pubDate>Fri, 27 Jul 2012 02:56:45 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:50</guid><dc:creator>Søren Mexico</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 27/07/2012 03:56:45&lt;br /&gt;
&lt;h2&gt;BG CD50 Belt change&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: &lt;span style="text-decoration: line-through; color: red;"&gt;BG&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;CD50&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;belt&lt;/span&gt;&lt;/div&gt;

&lt;p&gt;To attach a new belt in the BG CD50 is not for non technical people, 
if you have 10 thumps, stay away and get a technician, here goes. Tools 
and accessories. Take of the top cover, 2 screws in the back, loosen 
push up, tighten again, pull the cover to the back some 5-10 Mm. and 
lift up.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000716.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Take of door arm, green arrow, 2 screws, one at the left red arrow, 
for the arm guide, one at the right red arrow, at the door (flap), 
wiggle out the arm, then unscrew the 2 screws for the black &amp;quot;hooks&amp;quot;, 
middle red arrows, wiggle out hooks&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000717.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Looks like this&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000719.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;For the laser unit, unscrew 4 scews, red arrows, and the cable guide, green arrow.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000718.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Pull the laser unit a little to the left, lift it free, carefully, 
and turn it over to the right, place a pair of rubber pieces or a 
insulating sheet, between unit and PCB&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000723.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Mark the gears, red arrows, if not or bad marked, you are into some 
job to get right again. take off the cam follower, blue arrow, one 
philips screw, loosen one allen screw (1.3 Mm. allen key) and turn the 
brass nut CCW, green arrow, until it comes of, lift out gear/cam wheel, 
this is divided in two parts, see next pic.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000720.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Lower part of the cam gear, red arrow, make sure you align the small 
guide spline to the cam gear when mounting the upper cam gear. The gear 
with the blue arrow can stay there, but now is a good occasion to take 
it off, clean and lubricate it.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000722.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;All out, upper right gear is fastened with an E/clip, use a small 
screwdriver, and twist, be careful, they tend to fly around, never to be
 found again.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000725.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Old belt left, and new belt from Dillen right.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000726.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;New belt in, look out for twisted belt, red arrow, turn the belt wheel to check, and turn the belt if twisted&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000727.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;will&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;be&lt;/span&gt; &lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;After&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;cleaning&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;lubricating&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;everything&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;its&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;time&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;get&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;it&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;all&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;back&lt;/span&gt;
 &lt;span style="background: SpringGreen;"&gt;in&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;when&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;put&lt;/span&gt; back &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;gear/cam&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;take&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;care&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;adjust&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;brass&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;nut&lt;/span&gt; 
&lt;span style="background: SpringGreen;"&gt;correctly&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;First&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;fit&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Gear/cam&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;properly&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;lower&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;cam&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;part&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;check&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;gear&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;marks&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;are&lt;/span&gt;
 &lt;span style="background: SpringGreen;"&gt;in&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;right&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;position&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;then&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;screw&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;on&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;brass&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;nut&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;CW&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;until&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;finger&lt;/span&gt; 
&lt;span style="background: SpringGreen;"&gt;tight&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;against&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;gear&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;then&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;turn&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;it&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;CCW&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;1/2&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;turn&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;secure&lt;/span&gt; with &lt;span style="text-decoration: line-through; color: red;"&gt;more&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;for&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;mounting&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Allen&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;screw&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;If&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;nut&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;too&lt;/span&gt; 
&lt;span style="background: SpringGreen;"&gt;tight&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;gear&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;will&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;not&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;move&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;freely&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;if&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;loose&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;disk&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;lift&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;will&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;not&lt;/span&gt; 
&lt;span style="background: SpringGreen;"&gt;go&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;high&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;enough&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000732.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;Attach&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;everything&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;as&lt;/span&gt; it &lt;span style="background: SpringGreen;"&gt;was&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;before&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;turn&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;gears&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;by&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;hand&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;turn&lt;/span&gt; 
&lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;disk&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;tray&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;end&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;positions&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;in&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;out&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;couple&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;of&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;times&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;check&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;that&lt;/span&gt;
 all &lt;span style="background: SpringGreen;"&gt;wires&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;are&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;correct&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;located&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;doesn&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&amp;#39;&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;t&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;touch&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;anything&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;moving&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;leave&lt;/span&gt; 
&lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;disc&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;tray&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;in&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;in&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;position&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connect&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;mains&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;press&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;open&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;tray&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; 
&lt;span style="background: SpringGreen;"&gt;insert&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;CD&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;press&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;play&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;if&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;it&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;works&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;OK&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;should&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;see&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;counter&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;moving&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt;
 &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;laser&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;unit&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;moving&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;focusing&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;press&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;next&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;track&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;until&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;last&lt;/span&gt; 
&lt;span style="background: SpringGreen;"&gt;track&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;check&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;wires&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;that&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;moves&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;with&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;laser&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;unit&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;can&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;move&lt;/span&gt; 
&lt;span style="background: SpringGreen;"&gt;without&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;problems&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;move&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;from&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;first&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;last&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;track&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;back&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;few&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;times&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt;
 &lt;span style="background: SpringGreen;"&gt;get&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;all&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;new&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;grease&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;oil&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;worked&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;in&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;Count&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;your&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;tools&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;look&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;if&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;only&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;thing&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;left&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;old&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;belt&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;put&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;on&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;cover&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connect&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;your&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;player&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;enjoy&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000733.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;My&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;BG&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;CD50&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;worked&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;without&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;failures&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;So&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;I&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;wont&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;do&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;more&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;why&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;repair&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;anything&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;that&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;works&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;perfectly&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;</description></item><item><title>BG CD50 Belt change</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/bg-cd50-belt-change/revision/1.aspx</link><pubDate>Wed, 25 Jul 2012 05:00:00 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:83</guid><dc:creator>Søren Mexico</dc:creator><description>Revision 1 posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 25/07/2012 06:00:00&lt;br /&gt;
&lt;p&gt;To attach a new belt in the BG CD50 is not for non technical people, 
if you have 10 thumps, stay away and get a technician, here goes. Tools 
and accessories. Take of the top cover, 2 screws in the back, loosen 
push up, tighten again, pull the cover to the back some 5-10 Mm. and 
lift up.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000716.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Take of door arm, green arrow, 2 screws, one at the left red arrow, 
for the arm guide, one at the right red arrow, at the door (flap), 
wiggle out the arm, then unscrew the 2 screws for the black &amp;quot;hooks&amp;quot;, 
middle red arrows, wiggle out hooks&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000717.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Looks like this&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000719.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;For the laser unit, unscrew 4 scews, red arrows, and the cable guide, green arrow.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000718.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Pull the laser unit a little to the left, lift it free, carefully, 
and turn it over to the right, place a pair of rubber pieces or a 
insulating sheet, between unit and PCB&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000723.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Mark the gears, red arrows, if not or bad marked, you are into some 
job to get right again. take off the cam follower, blue arrow, one 
philips screw, loosen one allen screw (1.3 Mm. allen key) and turn the 
brass nut CCW, green arrow, until it comes of, lift out gear/cam wheel, 
this is divided in two parts, see next pic.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000720.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Lower part of the cam gear, red arrow, make sure you align the small 
guide spline to the cam gear when mounting the upper cam gear. The gear 
with the blue arrow can stay there, but now is a good occasion to take 
it off, clean and lubricate it.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000722.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;All out, upper right gear is fastened with an E/clip, use a small 
screwdriver, and twist, be careful, they tend to fly around, never to be
 found again.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000725.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;Old belt left, and new belt from Dillen right.&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000726.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;New belt in, look out for twisted belt, red arrow, turn the belt wheel to check, and turn the belt if twisted&lt;/p&gt;
&lt;p&gt;&lt;img src="http://i1218.photobucket.com/albums/dd413/mexnielsen/BG%20CD50/CD50%20belt/P1000727.jpg" style="max-width:550px;" border="0" alt="" /&gt;&lt;/p&gt;
&lt;p&gt;will be back with more for mounting it all&lt;/p&gt;</description></item><item><title>Post uploaded pics</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/post-uploaded-pics/revision/0.aspx</link><pubDate>Sun, 06 May 2012 02:47:21 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:48</guid><dc:creator>Søren Mexico</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 06/05/2012 03:47:21&lt;br /&gt;
&lt;p&gt;&lt;span style="color:#ff0000;"&gt;&lt;b&gt;Pics has to be less than 1000 Kbs&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Start a new thread, or post an answer in a thread&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/file-pics-1.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/file-pics-1.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-2.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-2.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-3.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-3.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-4.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-4.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-5.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-5.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-6.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-6.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-7.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/File-pics-7.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Every time you insert a pick, you will have to run the whole click,click, and every time you insert a pic, the pane will reset to the starting point and you will have to scroll down to the last inserted pic.&lt;/p&gt;
&lt;p&gt;It easier to just write the text, insert pic from options, post, answer to thread and insert one more pic and so on.&lt;/p&gt;
&lt;p&gt;This way is a waste of time.&lt;/p&gt;</description></item><item><title>Upload pics</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/upload-pics/revision/0.aspx</link><pubDate>Mon, 30 Apr 2012 03:22:00 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:47</guid><dc:creator>Søren Mexico</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 30/04/2012 04:22:00&lt;br /&gt;
&lt;p&gt;&lt;span style="color:#ff0000;"&gt;&lt;b&gt;Make sure your pics are smaller than 1000 Kbs&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;To upload pics to your files and keep them on the forum server, for later use, when making a longer thread, do like this&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-1.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-1.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Click view all files, way down in the right corner&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-2.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-2.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;If you uploads pics without making folders, you will get all your pics in &amp;quot;my files&amp;quot;. If you make folders, you can only make 9-10 folders, if more folders, you wont be able to open them when posting. And remember, write folder names like when you had a Comodore or PS1 computer, Nospaces in Folder name.&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-3.jpg"&gt;&amp;nbsp;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-3.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;After adding a folder, you get this pane, open the newly added folder.&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-4.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-4.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;To add pics to folder, click browse, find the pic in your computer, click open or double click, then click add file.&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-5.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-5.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;After clicking Add File, your pane should look like this.&lt;/p&gt;
&lt;p&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-6.jpg"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-pics-6.jpg" border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Now continue to Browse, select pic, Add File to this folder, or make one more folder and do the same there.&lt;/p&gt;
&lt;p&gt;How to post the pics in your Thread or Answer, I will post in another page, its a Looong story, as we are working with bad or Outdated server software.&lt;/p&gt;</description></item><item><title>Post and upload pics</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/post-and-upload-pics/revision/0.aspx</link><pubDate>Mon, 30 Apr 2012 02:45:53 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:46</guid><dc:creator>Søren Mexico</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 30/04/2012 03:45:53&lt;br /&gt;
&lt;h2&gt;Post and upload pics&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: &lt;span style="text-decoration: line-through; color: red;"&gt;Upload&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;pics&lt;/span&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;,&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;post&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;pics&lt;/span&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;,&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;pics&lt;/span&gt;&lt;/div&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin-bottom:0in;"&gt;&lt;b&gt;&lt;span style="color:#ff0000;"&gt;&lt;span style="text-decoration:underline;"&gt;POST ONE PIC&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;"&gt;&lt;span style="color:#ff0000;"&gt;&lt;b&gt;If you want
to post pics make sure they are smaller than 1000 Kbs.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;"&gt;&lt;span style="color:#ff0000;"&gt;&lt;b&gt;	&lt;/b&gt;&lt;/span&gt;&lt;span style="color:#000000;"&gt;&lt;b&gt;I
use a photo software to edit my photos, you can get that &lt;/b&gt;&lt;/span&gt;&lt;span style="color:#000080;"&gt;&lt;span lang="zxx"&gt;&lt;span style="text-decoration:underline;"&gt;&lt;a href="http://www.photoscape.org/ps/main/download.php"&gt;&lt;b&gt;here&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color:#000000;"&gt;&lt;b&gt;
for free.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;To
post one pic to a thread or in an answer in a thread, do like this.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;
&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img 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" alt="" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;
&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-one-pic-1.jpg"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-one-pic-1.jpg" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="color:#000000;"&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;You
will get a window like this:&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img 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" alt="" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-one-pic-2.jpg"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-one-pic-2.jpg" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;
&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;Next
window, after clicking save, wait until the pop up window disappears,
then click compose, and you are back to your text window, click post
and the pic will show in your answer/new thread.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img 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" alt="" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;a href="/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-one-pic-3.jpg"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Auploadpics/Upload-one-pic-3.jpg" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;
&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Post and upload pics</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/post-and-upload-pics/revision/2.aspx</link><pubDate>Mon, 30 Apr 2012 02:04:12 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:74</guid><dc:creator>Søren Mexico</dc:creator><description>Revision 2 posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 30/04/2012 03:04:12&lt;br /&gt;
&lt;h2&gt;Post and upload pics&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: Upload pics, post pics, pics&lt;/div&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin-bottom:0in;"&gt;&lt;b&gt;&lt;span style="color:#ff0000;"&gt;&lt;span style="text-decoration:underline;"&gt;POST ONE PIC&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;"&gt;&lt;span style="color:#ff0000;"&gt;&lt;b&gt;If you want
to post pics make sure they are smaller than 1000 Kbs.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;"&gt;&lt;span style="color:#ff0000;"&gt;&lt;b&gt;	&lt;/b&gt;&lt;/span&gt;&lt;span style="color:#000000;"&gt;&lt;b&gt;I
use a photo software to edit my photos, you can get that &lt;/b&gt;&lt;/span&gt;&lt;span style="color:#000080;"&gt;&lt;span lang="zxx"&gt;&lt;span style="text-decoration:underline;"&gt;&lt;a href="http://www.photoscape.org/ps/main/download.php"&gt;&lt;b&gt;here&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color:#000000;"&gt;&lt;b&gt;
for free.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;To
post one pic to a thread or in an answer in a thread, do like this&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;
&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img alt="" /&gt;&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;
&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img 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Kxy+U8ZmaxFd4XJYh/qUuLsvw8KXp3jN5Fl9Tevz5fc17B/f+FMb37p/u3rwBeN9U/CPdW7y2EgDP7jciAOKfKyKTBE9eS62elBigbSRttpcLwGKZmidRieRquVqr1eEmk8lhtZB2yg6gsMMTmT0dAx0A4THnTAA4XNjpAMbmjKFIoBzOvxgaKIahaGAIADaBnRWdcQDjoACK9PBKQchsYAQwA2AMZGtoGelk5HAyYhxA0U7PkMBQDEkBWAFeFgikKj2bknCJxDAUw1AOABuAlQEbyZB2ymG1WUxWXG/GtEYVZpBr9EKZRoVZcCs8LzDFZeofvSYe5ZBx2fa4bPvDV7a7GYr/zwD81qDlLfnbq8rLF+uf6O++d+/d3+TeA/D/uPuzAAyu1bvxzxW3EvlPX5XsAXsHYCgGYJFMyZMqxAqNEtPrcL3FYqLthJ0GvhG+23QF9ZjL6T9vw/l7WgAbgA1AC6AC0AEYAIwABgANgBbADGAGwAFwALMLsAkADYDClcXOnnoBNAEwa/3FBgPmz9x2QQIgBpi58wqn56zZOyM1DNgAjC5SRgA7gB3ABmAB518agIsPn6cLtGwyLYAGAHel1AOo3BwZIO0Ou8VqxE16rVGDGZSYXqrC1DoDCSDS0o+eyxNziPgcKjHHEZ/jePDadidD8UqA/c0rsEodV+Zehk0zFR4X+qbO6xGdf0V5mJK25ZWFx8VWfzgQ5B7Vf9M7pv6DYPyf/g4obTOue1YohqGY/3r3d2jEVV9o5u8fcmRc60VKVyaPH2UrWXnV7s1T/gk5GY+w81Dhv4Lyu7u/qin695eoJEcaGIfz6iDXHDABEJchLwXADHsdn40kLWUBGAAYIAgHC8AiuVqJ6fUG3GY103aCALgUL0KtJzWdcabh5AOo74QCABVAVKb0k4U7l55++OPpezG5hiwDrDoasfJU7LifT6QqaTHAkiO3e8345cjtbDWAAeB4RPyKkzEjN50buHTf9UylEYACoIGxAHQYvhF9OKr6lyueA8TRUOvbTajhxNZzT3EZ0AAcin7xxcK9Cw/c4DKAA1yIitt86oaQgUvxWdsuxj7WwuRtF04+ypcAxIth9KrD/WZtfiSys5h9Ppnfbdqmz5buicrF9QBWBgjCYTOZ9VqjFjMoMa1Urca0evb74CVfl5ClT8xxsAAcl22PTZP+zwAwaXeQdsfbGmyp5pKiKPbaSoIgSNJOknaWBWl30HYHMEDaCLuNYGPcjOx2G0FY/4gVTTN2krKxnj3EnGEYu91ut9s909ntdoJ4o/u7PIUvReTPOTdBknzDW0zeyVEURdO0N8TyvF/FE3TfA/DfDsAMAElTDoZ249lbAbBbCTRNsy+3BEyy8exM3DvriqXjJAsM5ZL5v8H97wBwyfVADNAsAN+M45buAbsyl7sISyRV8aQKiRJTYlqj0UjYLBRhIwBOxOSiJqO/2nL74EvYlFT0FCBCAVUGrUSdFqLeq1D3Rccz4WIeoHYTUMuxtUdt3Bgj6/9jGOqxDn2yw3/47nVR0gKAJl/NQ03HoIGrUaMJTUdvFFFgAyABzAC9J+/z+eRn/3E7jmrgVy7UXn4eTT3X5MdbzwB+jXpZ+bMNPp/zhn025jf74sBtl6+U7nf90su5/p9NGvI2tP3VYC6TBl/+EGUHqp/sRq1moACRzUe8VOyGnZFvULdpqH2U1HLybUHLQvP1qoAbBTYLWaTwajBdEpMK1GpNFqM/aRVm6jHWZqUbEvia1tijiMh234/XfFKgJVZhAUAYLE6Ym8/uHMnPjb2kQYz/HkjeAML+vualfJruPeFZjRN0jTpDLJz8ODawkUzLpinypbItdPaKyv27g6aAXYW33lnJSsb5aArvi2jnIIVa7Ui1u/q3q6nXqpHUuFrpwFozwa0AsrvAoUM81bZ/3x6Tznd8lf4HfMnl88wDPMmrbvrT7rYgN+QPgA7BVZxDsZJ981diUMI3jKviynDVGxjf1hQplSx3owEw95f9/csmKpAZsZbzSovzZuJwPwpxXuwc/WAvQMwAFSwClokVfEkKokSU2l1RqPRTliBdBAABVb4bOUZVH8Y6j7r88N3rpHw6e/3a0w6sfwRVJ92DfVcO+OK+FAu+A7e8PnmyKcAW+5bUdP5VSaEddiUh746UXPKmTgjtJ+0seqwn4/kwyebHqGe8x7L7UYXAPectrfaN/tqL7zc80jq6BuCjvuTam9J+nBN5B0S/D9bgPpt6/hTZvXJEWjghjtSyAf4eH0Uarew0dQ9SQAZAD4Dlk44lzUllIvazPwtkQgpgiUXX4bmg0/fWZzP1oTIYUcSoC5zh289XwBgYcBuMZuNJkynZXvAKi3Gvj8SIJunT3iBJeVYE3Mcia/tD9OVrwRlV0EDACxesnLDht927Dg4YcLMunWbvnqdD2VMl3SNhFfUh34TAC5z6zD7xUC6KLt/et125pXhH9VDimEoxuMuZHD1t1wxzil8ALp4of07fda6ANg1BO215lRQnUr89Td/GLt4vV2jU6pxrLCR/YP7ytxivJv79wFwidg3cu8AwFBsh2XZMU60cDBgATADmFyTZu/urX9PrreS0OKR3urhnRexM2UqEQPAAEmCgwTCDoQdHHZwkEB4ervLk+AgwWH3iLGDww4EATbPBKQz4IWCZy72WUFKN1k7OAiw2cHhADsFDqrkre1/a3V3q6scWyoZA0AAJPxZANbwJCqpSqvEtEYjTthMNOUgANQAzwD2yKHh1mj02appsdpOP9/3++5Mi18zBpyRVp5xsfrUUz8nM1VHbT6RZS0A2BEhRbW/Qz13oI+PoO6bP5h86i4GXaas77X8YArAz7Ey397TEqU2dqbWCNB58q/1phzruycdTTzae0/CtDtY+8Mva/14I9wAqMcM1HQJGngEdfsF9V8Tkq3jA0w4nIbqT+i4+PRLgBcAvp8sG3sxd8jJTNR5ZqQBXgHkAKQ5AHWaFDjryAOABICaX2/u+cPhlzRYABxmsxk3aLV6uVorUakUGrUbw+Q68nG2Jj7bFJdtj3tluZ8mzxaoyy7C0mr1rVt3lsn0DgccPXpu6pSF3bsOfJyU5pmOBDAAaAF0AOynRgWv9q0cC+02AAOAwYW7bFtiKwn2DFN8v6MnL8brp54XKy73m7QEAJet0sX45EnMy9elR8Y/s7mrPP2V/WQpJ9mf/S4q529vBGmvKnojLn/kmHftAf9n3B+VqoRyGNfkZVmNlf3e836fqRfnANADyAFEAEUuL/L4+SbhojLxkjIxpbzQW6SkTIxXvl7zVkxN4vJyAAMA4bVSkOCwg9kMegNgOlDjgOGAGVwe9/B60LjDumKv9UijNTg95np6oYMDpgOtDjActLhHSrwiz3LRGkFrAQMBVsZ7m1q+bQBFuw50YMr3xfnLpKQ9Y8vn+64ALFZolJgWx3U2q5mmHHaAPcG3AwZOGnc5c8DJVDR8w5ok68wrfNRwIhpzoOfedDT8l/Gnn+/NoKp8vuB0qlACEPXM6t9+VuuZwaOO80eeKjj0GvIAOn09v/8Tc8B1l9P9+k4LFGkM7h6wK2/XtZs2p51iQTqMMtv2JrTEui8Lbbu/GOJFLSZvLXmyN3D9+SMPpTzywNNEcCtHGWj0Rtazzpc7cvFux4I0qzA6Tvj2+PJax6qUasxn667sOh8ctMxK/c/4LUcvx71nTftUs7nmyNRu/Hzzt7hAdgYcJjNWo0Ow3QqLS5WqBUazK1iMwlPs2V3MlQPXtseZZkfPFNk88vMATNgNFiDgtrKZHqCgLNnr0yZvGD2rOVjRk0g7Qy4sNwCkCp17ApPPfXwlZRhd1UVLx13bbty9pKJkt5ecp253SOxm3jsM+7RO+k5FrAB2AFeiokrD7OzMcLgymL3oEO6Fq/ZXAvRU14XmkpSplxrzkmP7BXOf9OlPkIpjx55qSG1CtpEd3oXajpHBb3YfYWuJBcvQM54+fB/Q2rF2ZmSf5fkWB4Fb58CHgWswHmwLC0J/AOhl6kYfRkABnRao1AkF0lVUgUmV+nkKp1agytVOqVKp1BqFWq9Qq1XKnG5CperdDK1TqHWK10JVJhJo7PIlHqpQmcw2L1pmIXeIqCfgvkW6EPBGAzmELCEgvkamELAFALGYDBdBdNVsLD+evFfbLwpBMwhYAoBcyiYQsByFUxXwRgKxlBXrlCwXAfTVTBfK443XwPzNTC5CLJPt2cTsLmsV8ES6qRpDgFzSDEF99N01RlvDimOcXs3WeN1MFwD402wJQPwALRuGGYASCBtYDWCXgS8J9qER9jdJNPDJ9akJ5bEp9akJ5bEJ5bEFHNCsik+xRLnDJgTUswJSca4JGNckjEh2ZT42JL82JXsiTn5iTk51fo41Zb81JrE+ieWxMempBRzApvssSXxsSUx2ZKQbEl4Yk1y+8empCfm5CfWlMeWxMfmhBSXZ3OxgSfm5BR94nPTMxlIzWAgwEqVATJgwGC0CSVKoUTJ3mIgV2AisUIiVSpVWrkCU6p0CrVBoTYpNWalxqjCDGqtUa01qjADpjdjejOmNeq0Jq3OpNObdXqzCjMpNUalxiiRa4QSpUis0OvM5dVbBsDB/FkAFsswFwDr9QbcajVTpN0O8ERoaP/1QtR8COow5vMfD6bTcOgeD7X/BnWb4dN79hcrD+cCRBWam385+cazfHZR9K4L8TV7zECdJlX/aHZohkoLMH7+6ulrdwgBDkc9bfvlhEyhmj1hygYwdM6aYSv2xsig3tCFLYbPzQWYsi/8k6U7xQCJPEPbr1f7dZ9erf/MDf+6pwP4fuPuATN/SrPA5I2Hhy3c8kDoaPHV7J8vPOADzNge4tf5G9R66OcLdhSSkCQj249fj1p+jdp/O+zH4y/1gAPYCMpmMuK4Ua3RylSYWKGWqdTuikoBFErxOxmKOy9MD19aHmWqX/Oc25AY9/kPDJiMthofBt6MfHTv4ePzl67NnL3s44+H9ek5kJ0edS7pkjkCukxBTcah2gPGr95ncwGn3AFyABWAEcACYARQ0SADUANoAMQkiEjQlVxnLrQAT+dcUs6iI98EVbt8i2oPmrgt1AhgA2jSaw6q9tlnC3+TAGgBcACRDXSu5eI6AAxAASAB0ADkmWD5yauv7KADMAMIdaClnINWRgAdQJYMiizFHEu1+14d+yoVBoej5Eg448J+OwPlTcYy7h4zQwJDErgu7fETgUheCv4rgCv23VkdtAfmeYc9AMjL5Wa9ymU/OHDcmJ2d6zQAdlm+zfLs2TO1Rk8BAAMCnshodLiHEthcwEDO6+z0jCxXSdnF2ywRZ1RugZAC1/A8A8BAYYEg4/kr9v+8PFFBgaTkRzdVrGGGohyk82PLxBj1RMmSe8xcskGGca7oKYN3bzlo/Le7Mq+EduvnRUbe/Hmr2nfs1yCwQ8OmnesHdWzaontgk85Nm3dr1rJXk+Y9mrXu17xV7xat+7Ro3SeoZc8W7foFterVpGWf5m37Nm/Vu2Wb3m07fNSyTd+mrXs3a92vR9/hk6Yuf/FKVHJeRg/w3CbZ9zr2y/SQ1qkXgjKuNE291Cj1SmDa5cCM4KCM4KDnIY3TrzROdwXSLjVKu9ToeUjj9CuN0i41yggOyggOfHa5YUZwYEZwYPqVRs9DGrMZ0680Tg8JfB7SOD0kMONq09QrgenBQRnBgS9DgjKCA59fDUoPDkoPDnoe2pR9srlYn3Y5MO1yYOqVwKeXG7EyvAhukhnaNP1Ko2fBbEyT9CuNn4c0yQgOSg8OyghpkhHamH2yfDOCAzNCG2cEBz270vh5aNOM0MbPQxpnhjZ9djkw9XKLzLB+6hc/AZUOoAYgGAASaCOYX5IvB28e/OGYGmgQQl8gn6Go0mg/v1EcvxEczjDkN8LHd6RPpW/8OaMQZ5SP70gfv1G+PkORz3DkMxRxhnB8B3N8hvr4juT4jfJFw5HPcMQZgXxGIv8xfv5j/PxG+XKGIb8RHL8RHN+RHL9RHP8xfn6jOGgE8v2G4zfWt9I3/pxRPv5j/HxGIp/hiDOM4zMc+Y708RmO/EZxKn3j71JSuEIAACAASURBVPs1x2+0L2e0r99YX7/Rvj7DERqMOEM4dcfVWR26Qg1yAghPU1LJTGtW/dq5y2f1gzp/2KBd3cCODQI7NWvRPahplwYNOwY16x7UrHvztn1btO7XrGWflm36t2zTv3W7/m3aD2jb4aN2HQe26TSgVYd+HToP7NB5YJdun3bs8nHbDv3bdvioRdsBbTp+0qJdvwZNujRp3qtrt0GrVm8Vi9Ve2yISIPG54s/3gIvkmEyt0+qMJpOJsFlsJGMAkFHA0wJfDxrXPh8tgIQEIeEcZcWhuLknACwACjtwDSC0OMc+bBTgDjADaGmQmRgz7WzZKQCtA5QMqADkAHoAHEADgLmO/tABSGlQAuAAVgALFMugIkELIKOc+6BwAIEV8k2gcA3PygFeYJCpBRkDFgCCAsJqMxmMer2BPRpaJFdLlSqKod0YTACkFhpvP9c+eGG+m6ZwA7CnrkxGG/Kt9sv2gzt2Hd655+iuvcdWrtwwZPAoknCWyAawL/gRajj62FNYdv7loMW7WS19MW8XavAVp+fcr9efe64mbj59XaPTSNR8iH+XoVEC+54oLmo4FDUfO2dnhAJAwEC9AdPbjFjr0/Zb1PCTa6k8natPzLUA6jIDdVrYddkFGYCMgZq9VqCG33VZdvAVQJoemny8ENX5qt+MXYUW0AJ0+mpqu5Fz7ymh7pfTx63ZeTm1EHUZfCpHnwcwYNoGVKNX9bZDQpNeqwBeG6BWj29QzT61ek86H5/t3DAGQLp65zbXcLfRw7M/tx4Lmb76N76JwT3i2c1pG49eOHs9mu33Ozw2kllcKZ3nfTKkVa8a/unHlRDyD6j5IOV5iYltL0NFxY345StXR3w9zp2yGCxLuitXQhDyR5wqO3Yf0eK2bl26+yDOL7/tYd8yTREjvvrSB6HmLdoUiVW3bt1FqEq7Dn1tJFAAm375bebcpSTAyeMnfBBCqPLan3+jGVYAQiEXjx496erVGKBhw5r1CPkPH/Ut6QLsUydOIlTZx6dKcnJ6bOwjv0p1kF+tcxevF0vIwJIlyw4fO00BOAh7z+49tu/cRzHQv/eQIZ+OBqbMcD0DVrPFYrJaTFYotzf8DwFggJTk9Lq1myNU58P6HWvW61SrQceGTbs2b9kjMKjTh3Xb1W3UrU6jbnUDu9dv2KV+o84Ngrp/2LBTvaBu9Rr3qB3Yo25g9waBXQKbdG3ctEdgUI/6jbt92KBLjbqdfau0atn+85Q0nkvJJEARKA69vN4lJ6RW0fVK4ogqvOtVcsNq5t74MOdagCAiQBjmKw7niMM5ogiOKNyvKNyfH16FH16lKNy/KNy3KKxyUViVorAqRWGVhWH+wjB/QUSA4EYlUbifKNxPEBEgiKgqiAgQ3Pwg+1q17GvVBDc/EIX7icM54nA/QUQA/0aAMKKS4EYl/o2q/BtVhRF+4nCONIwjDvcThlfNvRaQHV4zP6IWLyxAGOZfdL2SMDzARb+SKLySICJAEBEgjPATRXCEEX6CG5WEEX4e3plAEBEguuEvCOPwwv2KblYWRlQShgdwr9ZMP9dM+ngVQBaAngTaAkQ+zW04qTEahNAEhL5DPpN90XcIzUBohjMGTUJ+0339ZnI40xGagXxn+/pM9kXjke9030rTfNEoxBmFqkzm+HyH/Gb4oekcNA35zvZFM3385/r7TOb4Tuag8YgzCaEpCE1BPlOQ/1TkN92HM43jM9PHd7avz0wfNBX5zPRBMxCawkETEZqI/Gf6c6YjNBX5zvBhk3FmIc5cDmeOD5qCfKdx0ASERiH0JZp8cCIOWhIcDNAMDThGdu80iIPq1ajR9oMPO1St1bZ2g0616rSt26Bj7Xrta9ZqWadu29oNOtZv3K1+4271G/doGNSnYVCfoBb9mrTs26RZ7ybNejdr3a95m/4t233Uqu2ANu0+btPu46AWfYJa9GnUtGeDoO51G3Wp9mGbgOqtKldrjnxqNWvZSa7QlLHndwJgFVesLJLrpCq9BjNgmI6w2igHaSMpz/FSe8mxUzsAe+YGBUABTQPFeAx7kq7Ds9hVnSTFOBhnh5KmHEA6gHTQjPu0DWcDbfc2DFsqppQ87lyeInmO7trtpN1GWM0WHMeVKq1cpRMrNEKZSqrUUB6jnCRAocLx8Lnq7jPd3afKzEIvi7Bw3IhQ5YmT58yatXj69AVz5y77+usJ3br2ddicQ4Z2gNvpQlR/aK2hW5dfeZ1OAR9gwu7r6OMfa0y/hBrNbjBubxYNpxNeo9oDGg5fPfv47Y2RXNRzXauJ19pPDENtF046ff8eCb59FqMGE9pOPozaTGg6eKHGVRaeFVCfBVXnXAz8MSzeAafTNbVG7UEfb+q842o4QKUBGzjdtnZfmuTzyY7O3/0mAbiYqqrSd3rjCdvrf/1Thh4ic5UosP+WVMO8CCFqPq7rjB31Pp3SdfoPqQQ0Hvkj6vhd13kHq32+EDUd8kLlVLUW4PKjjN2h95Kk9C0ufSRRdquITqfh15hX2yKfX3ohzQNYeiTqx/MPMwEe6uFQouzKK3MuwA2hfXloSsfp63ZevWMAsABkSbQ/nw7/PTw+3w5xUtuyC/HLzj3MwEgzAAD55EFs24b1MKn4xau801duPHpWmC81m2yQm1OoVahO7D+y+cdfwoKjoXhCmQYgGZqcN29+9269Hz6KZwCyX4s2bT78655zrwpUNit56MDB4yfOsK3wxYuXHyU8zimQjpk4f/rsZXt37gIGvhg5/tHTlwyARi2PiQwHhtyxffe6jds/bNg+OCLhh3U7Y+4/MdvpD2rV7zNwJMlAyJVQjUotUxqGfz1Jg5sZoAFMP6/7AaEPQoJjgYKhn34WHnK1YaMmKVkFCrODpKklixfOmbMUNzIMA+s3bg+5dvfwyZANv+xxf94lJ6X27fv59O9XsufHdu7Ufcy4qUYDBNZqP274DKbsQDwDNgthNdssJut/GlXfwjll97yiHAAYGDduGkI1q9Vo1ajZgAZN+3/z3eLga7FXg8PPnrk89rsFjVr0rVW/s3/VJg0atW/RqnvdwI416rWrUadtzXqd2nYZvnrDwe+/6FunUZtWnVv3qxbg8AOQS16N24xoOqHXZF/2zETf7Q7myAD0E8Lbg4QhVRThwXgN6uoI6sKYxpgL4eDcp4j/8ui6LqFwUhyDcnCkfQ6EoX5cEP9sy5Xzg6pWhCCROGV8q5UfXEh4OXFKrlXKovDqnJDOK9C/LOv+Ysj/MURlXNCP8i68kH+1aq51+vkxXbXpH1ZFNVAcqOS8oa/5Lp/dkjV7KsfiMIDisIqZ1+rnn2tuuBGJcVNP90NPywiQBxRR/6oC8hny559VhBWs+h6pfyQyq+DK+ddr1IYVlkcFsAN9nsdXCXnWlXJTT9RGBKG+ReFVeZf5QjDfMU3/XjXOIVXq+RcqfI6tGrutQDpjUrSG5WyQyu9CvEXhPkpb/hpwwM0YfULLncA5UlgpAQ41KD94foaNBz5TfP3+97Pb1lA0J42Q26PqrO9DlqCGv/e4MuIQWguQlMQmop8FyGfZQjNRGgCQlNQ4G8Nq63wb7Sw+qqHc1uvr40mITQToRkILUK+qzlVfqpSaWmlNlva/PBseZttgWgW8lmI0AyEvkVoAkIzUOUlAWg2QpMQmo3QAoRmIjQHoTkIzURoPkKzEZqN0DyEZiA0FaE5yHcZQksQmofQXISWoCor/QMWV0YTUdVxAY809w2gJcEBDGzZcMgPNanxQdtGjXvXb9y/78fjr4TEnj57rW2HjyZNWXAn5sHG9VsbN+lYu2Fb/w8a1Q3s2KzNwKatP64X1K1Wgw6Nm/dq3a5/o6BOTZp369RtYK++Q3r1GdG119DWbQcGNetZr2GHOvXbVKvZ1MevHvKtj/zrIZ8ayKfqwiWryuLruwKwQKETKXGlxqjTGk0Go9ViIm1W2m5lz48ExsHQdqAdQDuApgBoICmKLD5pkqZsDE3QFMEu0mFPjaYpgnRYWW8nrITNQthM7AUMDqvFYbeRDiubxTkR+IeTY8WOZsDBeveRXAxtJx1WYBw0u4uFIhx2C22zEWaL0WjU6Q0aDJerdEVyTCBXSeQaykMZFIDBDqnZWOxjxZ0niiy+1usqaB9OZYQqI1QFoSoIVUao8oTxU9zzgnYAHcCBOHW9sb+j+sPqjt101wbo88XN19wdftkQuOR+zQlHtsZmH39SiLpNuCmFAoD5p1JQo+9rfnM9YMQF1GjKh/O3XzYB6rVk4o7UdID20w/UHTjfDcACAlDP+fVW3Wy08c5hLgzZHt3n53to5PZ2e6/v1gBqvxL12FNr1j3UayNqMz6LAh7AgKVnUL2xKyMkEoDrL0QocOCPiYauvyZXmnAwG6AAIBPgshhQz3mrb8kzAa5LADUatu1cMjsYnszXfTp77bLDwTtiMmuOWI0+XhQwfMXMy08qjV49/lTCoG2XTr42rbmWWXvY8u1pWN0Zv6KBC9CXy+aFpI08GPnt2Uet5m7ZG5nCDgPM2LBz0vazI7ec2BaTPuNETI1JWxrP+/3Hy/c0bOfWpF08c+rSeXMOHj2hscC3c9Zu2R+c/Iy3efPO6Ks3erfpPHTAiJqV69MMeAz/0jnZr7b/ujM5KXXS5KkMAwsXbUZ+LWYs2j553rrTpy91aNdx+47dlMcrPh9y69e9Z4KvxYweNmzpwgVtuvQ/dzWKZoA9uk0hk38/b9G/Ll7v9tFogRouhD3ad+IyCbDl173zFm0kXb3wQ8fOrduyy84AAzRN6uUS3qaNu0Mux2AS5ewJEzQi8Yzpc04E3xAZ7XbSsX7dT59/Pmzp8g05Ofwz50K/nbpw3ORFwRF33QC8aOHKC5duHj0Tkc3VUADDhn2zZt0vD+8969dl2NI5G2jK2wC+xxD0P8V5KQKAgC+rVSuI41+3Zt2OHwb2q9vkozOXYimAh3fvUQ7y6Qte044fLVyx5VZU/Nw5i9u17Tp1xoJV6389Hxz73YwfOvUaUVhk1GLGrRs3ffnpkBlT523btrdnn8HN235ap9FA32q9KtXomZWnBQAAua3ohCCkmem6r/Waj/EaRxGCrKl9AA6B4yho1koSB2oT2slja+nj6+niG70OqSm524XOH69/NkQV3+XV1frih/1srydhad+KHn35+mpTVXwXhjtck9aTG1E7J7SuLn0kzZ2pfTIwN7IzGH4HOAp5X8luVJddD9DENiFzx+uej+JHt8oNa2rImkgLZqsS2stuVDFGVMauf1AU1gJUqwCugO3Qi8tNhRFBuqcfW15/bckey7/b63VwY11CX5o7UZ85qCi6rj6+mfxex9zw1sbUL0R3uvCiW+Fpn+RHdlemDGcEc1Upn/PD6qvuNrVlfQqCobakIOw6soX7EOEfYMH18IcTgeERQKhA3Xx6SzQG+c/1D1heFX2POp0bEAXxn8cMQfNRKFy+AWH1F9dbkbhs1MXB/jNRzZX+3Q51nH5/5uTbU3/MWf7tjaFpEFkEyQ8hdMC+Lj6TOe33dm59rAVagzg/+vgv9othbubDixPq/WgqqvbDBx+d7rs8ftbsWxOqLfwQzaja8/fei+PnfXa8S51lqPfBFjWX+vnPqfzpuSEfrKxddXmNPge7V5nF6ber9/r0n/ru61ble06LbQ2G3fpkYfaU1kcbomXId6lvpfn+nPGcCQfGaUBJAAE0fNJ3Qt0aPZsFDWgc1L9eYL8FS35jGKAAhn499d6jNGDAZtTXq9Nw4cKVN6Mfbti6t22Hjz4eNP7XXSeuRcatWrfz24nfR0TcCQ25MWbMdz16fdar7/CuvYYOHTF974FzFy/fPHzs3N4DJ3/fdey3nUd/3rKnR6/PEKrWsk1XPW4pZdF/HoCFEiVXrBTItEKFXqbGVZhBpzcYjWaLyWozWh1WC0VYSJuVtFkZgmAsVofBzFgI0mInzBab1ch6ixm3Wgyu65LMVpvRbMHN7F2DRtxgMLhvM9Tr9Thu1OPsxUi41Wpmj2vwUksrcjS7YYahSXaXKkOTwNAOqwVIB+kgHHabzWaxE1aL2WgyGPW4UaXFlRpcqtIWyTGeVCGRaxwe6+nY4dY8of7uU2VsisxrDxgAUpJTx42dPGHCzMmT5076buaUyTO1mIH9ix2CDn/MXRv64q4NJp59ibrP/S2L9PtmG+qzacC2F8dk4PP1lnW30g4nZ/t/Mum+ClQAq4/FoJZT265/0GF3fJvfw3/K4EZaAHWbsTlMmgvQbcbOhgO/x1x9eoEFUNeZXbfcGXyO12dLQsCoPavvGdGwHzvuvrRfC6jzUr+xpzoeSu966P73wXE8AC5Ag5GbUNDML7fHFwFceyVHzT5Zm4J3+vku+mjNS4CnFKy6k781FUc9F43f+zQTYHeSAdX/av+NbHZOIYFn/OFYBJ+BE0mv605Y02fLlUnnHy29/brpymM3AebH5C+5mf3zrfwGY9cvuS30mbil3aYLnx2JHXnq0dwbmYkAm+9mHr2bqgEQ0TB40fp0Bi4JrHMvPJp0Pn5saOqSOMH4QxFF7Dwq7QDaoZCIR4weu3jVpi9Hzzty/t7DFO6atTtiw6K3r97wMu5ZiwYttUaCcI3uAgO9uvbmoA+6dOmHEOf2vYQ1Px+buXCXEWDUd8s2bty5ZdM2t7UAQOzdxDmLfjRRQAKcPX580rjxzVt3v/MojU3A40q++25mdNQdCqBjz6GFcuZk6P3D58LtAFfDY+csXEcxADTs23Nw8qzFSpyknJPHBAC9ds2vVy5EElrTrPETNQLZ2FHfRj18bHF/KDAQHBwxdercr0ZMyBfrEp7lLly+gS1CcmIKQlWbNutRuVrLBkE9uQLtoqVrjh3719TJ84d+OnnNsu2UVwD+B67D8lqHk5NSEarmV7lhjbqd6zT9uH7rQccvRuNm+psxI1+8TJfqbNv2nyYBSAKAhiP79slFAgBQmyiMgB/Wbs/ILAQAYOjIiHCxoIiykZ9+PDyo+YB6TQZV/XAg8u14K/Y1MABQKE5ZLrnSiAkPgLBK1PVKxquVqdRBAOFAPHp6d83L+/PAvlmRPoCSDQViXtbdwWA5CrYzQJwG4oDi1SKwHQXTRYAnQMcL0leAYxdQW8C+Xps+BsuYCdQNoG+AY6/q+SygbgDcBN5kxY368luBIJ4F5CWgw838NaRsK0A80FFg26B62MIYXs0U0UDx4AsgLoPjGUCG6O40yb2RYD8I9EVgYsF8XZq+AuzHgDkPjv3q518CNh90+8Spm4C6bRUe0+RtBfKyQ/0voO+A4zaQ19RpE4E7GejNYFoAGR2JGz4Q7gfXKztCq0uCewOTawcCB33lAQF+3/pVnh9QZVlVNN8fzax2ExJ+yv+l2qzaBVBwX3iHDwVCKORB7s6UzZNPfJED8QlwZ9fL3x7Dw7N52+VwXw8pWcyDbMgauX3CY3h+2LjDdwVCC9EXxz9XAl8Ohc/hWdMFzXts6/MC0rMhRQD5JxW3vjw0uwjkSsgrgqg11z99DGcOZWycdnRuNmgmXVs+L3ZVOqQdT96rgCIx8ATAnX1qUrjiRC7cD4Z9/c6191mC0CJO5QWVfCagLks6qkBOgBUoqFu9a8Pa/YMa9W/SpF+jJv0XLd/GMEAC/LhlX2J6HjBgwWQ/zJ8FDEkCOBg4cfT88SOnGQCRUnct8iFfhLEDtYJC7ojhY7r2+KJT98Gjx87BjSXmvth1HoMHj0aoWvXqjXg8aSlj/guGoEVKnUyNKzBcozdiuEmD4QbcYjIYTUbcZjJaDLhBoyX0RhtmtGAGC2YwaLQ4ptFiap1Wg2lUeg2m1WA6TKvTanRaDYaptRpMo9FoNBqlSqNSaVRqTKXSKFUalVqnxLQaTKfV6wwGg8ViefsTi2iaJlkYZgHYQdiBpIB0MA67w24jbBar1Ww0m4xGo15v0OiNKi0uU+skSowvVXsFYApAZ4NHGaroJFFmodIrALOvgnGtU2VK9qEJgM3HglG9vh8MXoE+XVxj9IYHFHRafAzV+Qb1Xu0/ckvloUsyHLAn8iFq0z9OZDYDPCsyVv10fv1Z+2ou2tNv/6UUgGcUoMYfbzyfJgTo+PWyWh1H4q4Bdr4OUODnA1af/eWxGXWYi/qvjFYC6j6q5ZINdwGaTduDBq2pv/JIqw37Q3hKCcDQxTsr9Zg69Wg66j3319DEiyl5qG7nHY/le1ItqNW4OoO+R11G1hu7LEIFQ9YFo6Zj6gxbjbpPajBoQSHh5JhcoFu596KUgjv5onE7L2x/LDyQVnTghbLydxvm3eZ9tS/iUIZ6zaXkOp/N+TVR/tGvV1Y+zF1xP+tQtmHU3tC1kU/7L1i/71osDqAEGL/mt2VnwmYduboxKmPG2djRp24tv505bucFMQAJwM/PWbNy2f17dw4cPLpy9aZBX035cvjsEeMWTJ62JCYi5qcFSxMi7wbWapjHlcr1VhaTMtOeBwU2GztmyqxZC7+dMH7hklUTpqyt0/izdb+enzRrzcnTIWt+XEc7XxD9+++7EKqyYPm6lwUCnlh8Oyoy9FJI3/6DtbgdGFArVa1adRkwcOiTp+kmKz3g07Hjp/3wxegZSRm5JMDZ8yFTZy4hadi88Rcf5L/ip61pr7gUADsMTtP0iiXrTx25CBR8O3zE1LGTA+s25UvVJpKhGPrenbtXLl/d9svvP/ywfsjwcQdPXt5+4NSseStY+/lp9Zr+/T6bNWfF9/M3VKvZ8pffjsxdsDLiRlSvnh+NGDJ16YJNVJkhaFdbUN7yq/9S57UOx8elIFQFcepUrdW+euBHtZoOPPyvSDsARdoB6BNXwjEHUADRN6KAIu/fjLDpFHm5r3p/Mlhrg+x8SdarvJSUJ8BQwJBAUQd/392+ZdeGQf2q1xtQuVpvhNqGhmUCAwDZorg5kjP1qEt+zCVf+3kf85XKeWeayV4eAOABlc/PPAbMhYK0b8zYXCA38jN/BPrevZAl0pyjwNwE8ipQMaEXlxkMBQBSAr8K8C+rbguQO215C8XJiwAyAJ6D9UTmne9URRcB7vFv9im4WKvgajMQrgbzPYCXNH5Rmr8fQASQA46jgtgOqisfyC/VwVO/A+amXZMCTL4tawf37jSgLhXm71dLYgGyuc+2A3kD4AFQodzkoernE8AWBtanAIVgSgPHA6DvAZUIkIWp4gBS8NcrQDAXyJ8zIlqIL/kRwYi+wmEucOgL/sIzbYHMcoDNCIaAXpX8R/v7z/TnzPHxmeOPJgYckF+MhsQZJ78XgoBnyiPAkPDqvhSKHqlvbo6YyYf4dnMb+3+BsiBl373lYWkrnkoPthvdIBcKXxhfSUA04sQANB2hmWj7i2164Cdnx0hBvfDKD71W9yyEF1O3Dd/cF8cSMed3KgEmxWkerg9Z2vz0wnL8uike9xkKdCRqichRVE58BIHiR30dx9HqkF9LGnPU9PVQohFwxCahiov9ePM9/Wf6c8Zyxmwtq8KpARYCQtU4bSqVbV7g7q9GjXqVbdhj3mLNrLzldGJmckvCwBoB66Q5WWaNfLGTdtkvhIABbHhkQDQo++AVRt32gFMelyvkFJW69RJMzt1/rRrr6HNWvebt3B1CbNlYObMBRxONYQ+8POrlZ0tKFUz33kIWqYRKrRilV6K6RUYrtTiGr1RrTNodUb2rnsMw1RSpUamUkuVSrFcKZYrRDK5WCIpEkqFIqlQJCuSSD28WCiSFknEQolYKJGIFVKxgn1KJUqZXKlSY0pMq1RpdJjebDR5HmFYDuq9gWOAoWjKQQJJOQi7lbAZLFbcYMJwk1pnUGB6uVorVmiEMo1AohBJVZ4ADACu48QUkQlF6Xky7wBcEXOgAMwAP5+J6jR+5SdzNt3KxhQAoU8FEzec/Wzxvi9W7L9diBsA8uWqPWevaEnnvt7Qx/ze09d3nvTD7J0nMAADwNZDF58XmXCAU+EPth8Ntbhmwc0AG/adu5HO5QEsOBi+82aGGmBfcGRIcpoKoNAK07ec7jH9py+Xb3kqVBgBth65FBL/WgKw9XzMyRsPczH74t0nsglQA5y7/7LPdytHLP8tVWlRAcgA5u8432zkwuGr9qeITEbXDiW1kY5LfcUumzoR9WjtydDjt5NDsqTVx6yaffnJ0cRcGUBSnvLY9UcCEq495y8+cH7DhQghwPVnBYv3nF21/2xGoYRdw5WSw1+1+/jukJgCC9zJEd7MEd4XqCPT880ADIBBq/5pzY+rVq3atHmroEiamytc/dO2RSs33Ip5JJPIHz+MVwklZ0+ciUtMPXzqoo0CBuBxckpudo5L/fTzzNffjP/Bv0rndVtPPM7gabWWuLgEcK1g37fvwKDBX/6++HTF0MLiySHDh1ZunhFREQsa1sSkXjhwpWr1mzetfsAjy/OzMxftGTtngMn2eHunOyC2NhHwMCO33YtmL9kzcYdJ85ddS28pgHg/p24Vy9ygYG7MbHz5y7+19krJAC3SEhR1P2795YuWXn0yCmrxfHkafrq9VvWbNialpHFAnBKUrLbvgsLpdfCY6NiH2KY7t69B7dj4h/cSynPBP/TePrWrkQ9cf1KTHqCUGXE+dC/avPKtXr41ey25/h1O0BKUjIDsOdUiBAHEmDfzr1qrmDnhvV6hRTD1INHjtVb4enTrNev8sPDbm3f/jswADTzaa+B9as3rVe/Z0CN7pxKnRBqee0GC8CvC2Km8vbXok8HUCd86DN++EkOfnOAIuNY5tMIYKRgSgN4UPDiJ1y7jXYcKUj7GejkyPPrhVkhQEczlqtAp108twXTiQAURtU5gFMFmXMo5VrFo68Ft2eQWCJtTgP6Cj9toVZ8CeBu4bWeWadq5YV1B9sZo+wuAI/RXxdnHwNSZsNfA1zXJA/lnapWcLo6aH8C8qyBfxLoOMDOFTyYC9SFwuwdcm4EQHZ2/EbQhRg0kUDF6F9OSw3tBaZggEw57y5ANsADDkB9vgAAIABJREFUScZG0F4ESMh9eRaMkcIH30LOt2BdkB1WR3XBnziD6JMc5riv47hf/oHm4MgigTCDwa+Lv98Q/0rfBVSa5o+mctAk38HHxkkA04L2TlHYyUe7LaC/HHMxJi/it6jVC84Mz4cHzWbWqfF1pZeQtOfR/PC8ec/JA6g7Opl+yQgSnj35w6990UhUbXath3BfAhlnHuySAHYxN/yLNb348HjGnhFrbqyPBckX+9a9JvE0fhIBKecjv/9sWmsVSHEg7mQkG4DAQP39wSkSyLGDYe/pXRm2jMmHR8doD7yEa2gEqjQVVf7enzPTjzOWg75En6/9RA1yOxCkDQJ8W1VC7evU7lmzVudKH7SYtWA9ARD96KkF4OnLPGDsDlzx6vEji1bTul3X9BdcRRF25V/BFOXoPqD/8o27bABPH6fev3XzaVziFx9/1ap1/w5dB7frOqhZ635r1+9w74OYMGE2x6emj88HCFVBnBoFBZK/BoDZ6wj5bgBWayUanQLDlVqDAtMrMFyuMSjUBpFMqcF0xVsg3KuzHAxjp1kP7NPB0CQD7Kyu+4D9MgtZi3+Vs8bVaiUQ4vj4+NLepoYZpjhrqRK5YykajASBm22YwazSGRQYLlVpZWqdRKkrkipFUpWD9NQGzV6j9DYA7LHn1dXE2F3LuXHXERnsim72vgr30RyUa5Uv6VozzG5PckcSJXcDMyXXJJtdZ30QHgvfCNfqYrMrl80lgOfaY7NrVbPOdYUG+5cBQA2gdmV3rZJxBigXXwtAYr682/S1WQDs/Rx2D+5mF0EbgMl1kaV7DZ2JcUrilooo3u9EAwBFUU6+DADjsZ6ZZtjzGV9nF1wNiyKL1zm7zucCEhhYtHjLsBFzSabMPmbXJD1BOpcMsPRciZz7j2kGqFK2yhRTYN8wzYDBShF0GfqMSxjPQyEqMHsPwTwl9PyLHfUq61yHP/8Dzn92u1K6YmNeZuUgFIBQNeRTF3GaVareYffhYLHK1Ktnv6jou0ItPen7n+w0AAP5z18P7NZLIuCypojh5MiRE15mFoTfvNu2Q3dgQFoka9ek/YdVA6tWbYl8myNOM8RpkvxUCAAAPFXqz69+r4vvr2ze62/e76/YjTSXuoH5FjgywZ6RGbEOFFeADAX6NBgO3Ng/EIpOA5kKdArYLqZFTgbLbaAzAfhAP0+5Oh4MO8G2C7Cfc852yj33GZjvA50MxOmssK+kKWuBvg75c3KO10k/3hJMJ8CRCEQyiI/Jn2wC8hWQGUCcF0cMyNtfXX4hCMw/W7PmR+/ubkheDvhJa9pSMB2SPV1heHUYzHdeXZ0G+EWg7oA1RPNg1J3ttUG0C6yRaeGrwf4QzJfu7uvx4urXYL0E9pugPZv1r+7wZAhophVc+EB6yNe438+619+0J0C5q7Lg9ACg80kgjGCq1q0G6or8v6pUabQ/+sYHjUO1pwdJQa0D7Ntfh344yP9h4V0ctCIo6DitydBN3dIgquH/sffe8VEVX/4bEgIoYmhCESQ3gm9dxQEQQHpvYXysdJ7kaIiIkiVjwrSBJIAAtJ774QeSO/bS3bv3ra3vH9/3N3N7mYTAgaf7/O8fvO6L5jcnTnnzJm58545M3NmaJmQDwOv4vTCI6P/eDjxIvMzaUY+/Xm0GS+WbhuvaktIj4B6s5vcxq1JWwcWaUJ2PNkfi6SFhz5/hvP9lnf5Mmr6Acfj9z7rGwONAXoK92f82JtUJ88d8SbYR84YZwdlQFbJdqTZqDpWGLNhOak7FdovZFvS0rPyNtKdBA0oWnRYUdKPkPcJaUtG/jDMDD0PDhLeKRseSKoFBFQtWuy9wODKYyfNtotY+O16FrgZE2vSaW2GrC5tWkGCCIgyRg2bsmr5WlFCo5Ztwuq2uR6TooDa5rVbalULr1mrXa36XSpWbRlWo1Xpt6qvXLE+O5sbNmwcUZUmqtIqVQlCgouGhBoMlM9X+foAnJGpS0rVpGtM6RqTcll9ptGcYTCpDRad2Z6ppdLV1qR0rd5s9e1F8nrg/e8rBoWGigQREqA8des10hssAHLcHxaMDsVydl40UIw2m8oy2tJ11jRtdnKWITFT4wXAskJa4oDz9zWHL6fciVX7VSKA/H0tyd7Amduxhg+wyd4+MSTXmMSNxN4o4OVhg/e+nsX9k+D9xu2u0sf5hufOdtED3f164fCkxgGZtGRzwX9u7p5M3eJJstev7sfPKMqDqewb8ztac1aKJIKmJTnvZpJHXo+f8w5+cfkljrdcST0J57PVwelO8SWbISQHTzt41yXdXpL4+BQrePxV875O+tyal2TUqduIkCBCihNV2cDgymFVGzcK71CmTOWwKvWbtO4ZWCKscbOOo0ZNrl0z/O3S7yTExt+8cmPokDF16jQvElCmVp1W9cI7j58yW5ax4psfigWVKV60XJGAUEJCCSnbqk1PEQAEwAjm0qWlYfdmkOT5QRmLiibOD3i6oNjjH2om/tL+0eqm5+a8c2tF1bjNDeK31L+zquK5RWVS93WWHn0Fw7d4MuHCjxVTj3yI2BngfkPcgr9nl3m46t3krXXi11d9uKjk7TmlH/3YMHZDs2c/Vb+++K2by8Ni19VO+bny02Uht+cXfbyqyotNLR6ta3Ln26rXllaMWdc0dkurR6urPlpW+snios+WFn3x4zsPvq94ZV6pu8sqxv9U8/G3lZ78UPXOirBby2s8/L7e9bllH31X/fnG8Kfr6t5fWubG/OD731V9uK7hxcVVYlbVe/Rd9evzytxcXO7R6hoJvzZ/uKb6ncUl4le/nfRTmcdLVHELVemLg1PnFI2dFXz+q2D26lxIaRx4K+yfzh5KwkhQi6CiHYJUnQMCPgwM+LBoxYGV3htSJaRrUdKKlO5aquHoBu8OqETakpK9AysPDQ3qEkDak/L9Qkv1DCjfh7zdL5B8SObdWnEdp6sOKEnakJAPixUfUCJsfFhItwDSmoT0LPHe2BplPy1ZbkDJYu8XKd6jROlPKpPOJUIHVK45uka1/qEhrQkJJ5V6VX6vb/UiTYOq9Hk3rE+lwDYkoBWp+FH5xhMavdX7LdKBhA4uVm54iKoLCepZNKhnUdJNRZqToq0D/oo5QIMS4YCMwf0jVKScioQSVenAomXfLl+9QdPOFd5t0KZL39r1WzYObx7eqElgkZBmzTqMGju1Q6ePioeEvRvWsEWrbqEVqgeVrFqjXtspk6aNGRlRu1bzcuXrVqjYOPSdxiGla5V8u3ZQsbDiJcMqhdUjAaUDAkoTUpyQYEKCPv5kYO5PVAAuvhoAy34AOF1vStebMo3mTKM5S29O11lSNdYUdXZCqlprtHgT9aDmr2eS3S4sXjHIwIiRo13oSwgJICSIkKCHD576psyXuNIR8zKyOUFvo90AnKT2C8CQIbHAuXvqvy4lewDwK7hIzE+Y13Vc7l3GglJw5fLvl8pHb68xTJJdYwU/1F7L0eNrDdVyscsPXT2DHx0WwFmTV6k9SOVdI7LX/6/xLfgLeQEw/P35/ywASwBkYNfu/YQEEhJESAghJVxPcUJKEFKSqEoRVXHlJ5WqxPvdetar01A5feA8jFCk9OBh4/8z5YuSRYsFE1KCkOY16/Ts0GXZ0pVPn8UBAASAgZyU8tekvePI4RHk/DhydQq5OImcnEiOR5CTE8n5KeTcVHJ8PDk+jhwfT85+RWLXV3yxo+6LXfUuLAs8NpM83lwx7o8aj3fUPb6o2NEIcmwMOT6OnBhPLk8hFyaTExPIiUnk5ERy/j/k7GfkeAQ5O4VcmEouf07OTSbHI8iJSeTMf8i5z8mxSeTYJHL+P+TCVHLtS3LpP+TUBHLhM3LlK3LhM3JqIjk1gZweT85PIacnkRMTyIXJ5OR4cmwiOTaRnJ9CLv6HnJxE/p5ILn5Jjo8nJ8eTC1PJ+Snk5ERydCI5Pplc+Ixc+oycm0yufE6uTCWXJpKTY8j+YeTid+3AXYVsFCDYwcVTSaFNypK3CKlFSD1CmhHSjpBWhDQnpBUhzQhpTEgDQhoT0o6QloSEE9KMkKaE1CGkESENCalPSA/S6rv2FUe9TRoR0oSQ9oS0J6QlIa0IaUNIC0JaEdKWkGaENCcknJCGhDQlpBkhzVzxFoTUJaQ2IQ0IqU9II0KaEtKKkKaENCakCSGtCWlBSDNC2hLS3JWxLun15Qd2WAVwilvKJw+SiqjeIqSE63CK0oRKEVKSkJKuplLclaAEIW8R8hYhpQgp5YqHEBJCAt4mAWWJqpzrCSWqUFfKEq5jL0EBRYJv3LybFwAfulhAAHb1KIoJOjlDp5ig03TGdL0p02jJNFoUME7TZidrzC9SstQGS6H0Hz4hd5+5atVqQgJUJEBFiAuAgwkJLle+sl8BFEtdziVh3h2yADCCbKJZjZXKNFjTtOYktSEhQ60AsPf8UuKAc3e1f11MvR2rZmVIkGWXN3N3IudFPfnNY/IdFrxiL+wv/esAuR8KXvOt/GjmLbMfI3wBcnkmyvtFYbe2gqLzq1PwsVL8Uy4vHQv4gt/4iADP6/f7Drdl8/j7P5cTyBRkWIhqi5d204YN+jbxdMuH9mVfv04bOnITgWVCd4kyYxrjCIAFkhPLv824veJIXvGkr1jSOQ4Ej2RREWQAxEkeiKJmkCiJpLoCWTfGLJvHPlzLNkxnvw+lmwfTXaOIXsmkl0R5PexZNsYsn8ciRznTBk9hhyYQKImkOiJJHoiiRxPoiJIVASJmkAix5PI8S7KEb5P5HgSpWScRPZPINGTnGJEjicHXNSUP6MnkugIEjWRRI4n+8eRfePJ/gnOvFETyP5xZP84EjWRREWQ6EkkciKJmkAiJ5J940nUBLJ7DPljnOrg4mYwXYCsBhgRkgCJA3fl2eUS9YqTdwipTkh9F8Q2IaQRIXUJaUxIQ9dTn5CGhIQT0tj1NCGkiQsma7vSNyMknJBGHuDdiJBwQpoSUt8FseEeLOq73tcjpI4rgfI0dtFRoL2xC8IbkaLNVZ/M/MgADe90Cu1cnjxy+FRISFn30VBCinm0HKXBeL4s7oLqEI8DpSEuwHYjt+evTlJVqta4eu2G32as3Ib0ygDsswnLE4AzDOZ0vSlNa05RG/MCYFEU/8klqT5mPaXnUea+HugbFFa1btfunxBVsZ279nmNoiWcP39xytQvK1asplKFBBYpMWTwyNOnzvtgsENGNufQUfZMo8UNwOlZ+nwA+NazLBb+AdjBCSIrFDo8vEp4/c7XC269sMKLZl4YkOu9M1fBJ8G5KPo21bym6f885GMD8JP4VS5R8Hz/xu9e9TfQ/N8VchtgFBiePmPOrNnz58xdOH/e4sWLli375tsF85fMmb1gztyFM2fNnzlr/tfTZs2es2DuvEUzZ85Ua5MgGEBnIjsJ+he4fgwn9qh/nHdn+WfmC/vgyAIoD4eqDsAEOR5puxKPTHy4c8CL/YPiIge7n/h9g+L3DYrfOzDuz0+f7+73Yk/p7s+fra779NdHz/d1efprt7Pdn/0bHff2D39XuzpH/fnp3F7BypZEvYPTtg/OC5ycML+oXGRQ+OjhsVHDYuPHBEfOSIucqjrGRwfNUyJOxNEDUuIHp4QPTzhwIh4JRI9NCF6uIvOYM/HRV/5c6j734T9g+Mih8btHx63f7iTYNTIhKiRsfsGP9s76OnuQU/2j6AerYZwE7JWOS+n6F2EwIGzg/r9+Nav1kyd+/v0JX/OWxG1+Jt9CxbvmrP0zzmL/5w5b8dXX22e/MXGiLm/T1u8e9aS/fOWRS9cGb1kRdTi5QeWfBO1aPmBJYt2z/3mzwVL9y6Ys2PGnB3T5m7/es62abN/3rW9mnzds2aue3LGb9/MXfn9AU7ZyzeM3vp3rnf7Ju3ZO+s+Tu/nvXbF3O3fz3vjxmzfvti5tYv5m3/eu726Ur2Wb99MeP3r+bsmDZr+7SZ276cs3Pm3N0zlkbO/+Hwiu+ilx97csQGCwu7CEGWRZ+Vqc1bfps5Y97sWfPnzF4wd87C6dNmz5g+Z+GCpQsXLJ0zd+GcuQvnL1gyb/7ipUtWrli+av6CpfMXLF28ZPnCRd8sWbpy8ZIVK1b8uHz56uXLVy9Z8t3Sb75d+s23S5auWLxk+dx5i76eNuvrabO+X7XGbPF/Be2rA7Cr4fsFYLXBojFmZ+nNmTpTcoYuOcsUm5SRqTPJ8ByAv36QvF3sei4HDh0y0mV5dqKvqshbISXDgku8owxGIiZ8OWTw6LHjIrxt1F5P+w5dPcsvApQg6e10lik7XW/ynAF7K1HigPPuGbCvCTrX8OUVg1emQutAc1VEYXfNBQTCNzRzLURi/gD4ny8KvCLjl9m6C06nUMIrkPz3IT8/dhJAgVaLh3dc6tH6euXQ2LKl4t8ufqNy6YOdG0L9BLweYDwAWAIcAAVZDzkTUgbkNK9H8nwyvP9Mg5QCMTnXSx8KGXk++f/qmcb9r49sOf9mQEp1pUyDlAYxPW+amZDVgAky6zW8hiRCEiAIzisFGRYMC4YDw4JmQXGwezyMEmGdcWdiJb3HG3didwI768yV18OwoFz0c/515fX810lZucRQhPCGLkp/xeC1wPfqAIz8AFhtsKRm6TJ1lkydJTnLlJSpT8nUOgRJFiUoTjDyvi4x/xAfn/jrb38sWry8V+9POnX9sH377h/3Hzrls+l9Phm8atXPHlamIEKCFc8jhJSp17A9ISEqVUiA0xwfSEiASuWaJ3uFAEKCps+Y65ZNBmgJRobNMmWn6YyvCMA56lbm+rJXFq+5u++E3vvx3JH00sSv/RSEciFyl2RfygUk/iZSvlT/YmHQyavseem2sOT3S8evDG/iASD/Y155Ses/5PebAHBg9Eh9cLNdw/RSwUIAkVREXSIIK+Yg9SEsaXCYITPK1ZlyrrF+YT25NxW+Rsa8iMge7TYvCvmn8SHlq8481VvAWnj1UEjU3rCVqeBBckOMAsD/9BywJwCnZRoydZYMrTk5y/A8Wa3MgK1WC8vYIYuSIPowydNuCcjAn3uj27TtmNeclZBA5VGpQsqWr94ovFO16i0aNurcMLxLw/BO79VoUbZC7YaN26lUIYQEB6iKesySvYOKEJWTvqcAnAQT7QXAGZk6wR8Ae5qgZe+fWZY3GK1qXbbOnHOblSHbrtFbDEarwWjVGa16C2UwUwYzpTPb9BZKb6F0ZptnXPlVb8l5qbHYNBab3kIZzLTepCSgPeKUk5HF5qbgQdamt9h0ZqtCyoOvTWOxKnFttjOBklFvspmcErpz0d7S2vUW2pBt15ltxmxKb7EpcUO2XW+hdGarxmJ1JbbqLTlCGi125ey4q4yKtLRnGZWXegtlMlMmE603+dGSxpjtFNViU6Q1KUpw8cqtW212zkuFnd5CGbLtnnw1Fqs22+bSklNyvcm3dnJJa9Vb3LmciXVmm9ZkVfhqTVa9hdZbaKfkRqveZNNYrO469ZHWpUZnxWmzKbXZSUFjsWWZspUECn1FQq0hW2e06oxWrSFbY8x2SmjM1pntOrM9y5SdabTozHad2ZZlytZYrFqTVW+yKYcJdWa7xqi8t+nMNo0x23kLm9mmSKvQ1Biz9Sa73mTXGLMVOZWXSlxryDaabAajVWe2KYcjdGa7K4Fdb7KrDRad2aZQUKTVmiiNURHSpjHbNUab3kIbshmjlTZTLMUJdk7gpXzhIY+Qs59RpGBLQdQvT8uWZIsECAEkO7iIqc57WDEPCXdhSgCngZQNmedEwSrCIoKSYZdgdUUo2RlX/nS+ASwSKBl2wCLJFkm2w39K5aXNFbdJsMtwJ7ZJzpTuxzOlby7ZK5ny0CIYCZRyZZkHBbs7izcFTyEtLvqUCJsARgIvwSG59sI5B0R56D33iM8zXpBxouciV24W+dMvOK9c47l/J8j+zI5vAIDVxgytOVVjSs4yvEjRZOosMsCydLbFxDL2/F1neAaT2RZQRFkMD1SpivgHTkJUqiLK5DWwaCghpYOKVgwoUp6Q0iVLhxFVaY99aMHK9Fc5Jextrw7wBGBJyrEP8HLhAHBymjohVZ2Urk5KVyenqZPT1IlpWckZmvQMbXqGNiVdk5KpVX5NzXBGUjK1yRkaZ5YMjXJjZUqmNjFTk5SuTUrXJmVpEzM1yRm65DRtaoY2OU2dnKZNTNOkpGtSM7RpmYaUdJ3yXqGgRBSyiWlZSelZTspZutQsncIrIUOdlKVREihxt2CeMqRkapPStYlpGreEKZna5AxdYprGyStDk5KpcRchOUOj5HI/qVm6lExtcppakTY1Q5uSoU5JzymvZxmdcacM+tQMfUq6UgRfLSm6TUpXp6Rr0tP16el6RWAPsk5plSdZrUtW65wlytImZWlzx1MynWVJTMty/pmuSc3w5ZuYluWSVu2hBK2nhO54QoY6MVOTmKZJStcmZOTo1l3exDSn5hWmSnZPsp6aSVbrfPg62bl065ZW4eudS5uYpknM1CRmeqglQ5OUrk3J1CdmahIyfHWrtFtFsckZmqRUjdIC/bbbtHSNu90q5XXTV+JJ6eqkdK1CITVDm5KpT8nUO6VN1yZn6JQ3aWp9usaQoTVojBaDxWa20TaGZ1jeIUgFPGPoMdDnIBhgeJE95KPEMiFppYM1YeXuly91oWro8WY1TKvm4PkNmFJgUcOiNZkMWhulsVJqK6WlWC3F6uyczs5pGV5Dc0rcSDu0FKuhOS3D6+yclmI1NKOhGSW9luF1rENn5/Q0b6SdEc/HwHB6htEzjJZhdaxDT/MGO6+nuNyJDYzDwDjccSPL62lWT3FGVjDYeZ2d07EOA+Mw2HmDnVdS5o6blFy08pJV4sqTRTEau0NN8VnZjNrCaLJZtYnWmRiDmc62MjYrS1MczzpEVnJwgsA7ZJdbfOepbRGyCEmSRFGUBFkWJVdclEVIguz3kUVJFl3e2RTfwJKs+CpUKLiDm76bl6x4dhOdAOVOo7ATHRIkiA7JwQks7WBph93GsnaBsjlsFEczDjvNspzoECSFpncjKZwgSRAEiWE4luUtFqsoyn5N0IUGwMoCcJrOqADw81RNqsakEGUZu81q4RhWEkSHw+FDM/dIJLxJCzdkesCtX+sxcc2Gg7x2PDrfBPvZmeacDQe4JtBF3HFPkVjAyLCZRku6zpK/CVoB4JtPM3OZoOEQBYrlbBxHsRzD8pSdoxkHzTgYVlAiLCO4X7KMYKdy4jTjoJmcXBTL2Tk3Bc7O8S5SvI2iacZBsQ6G5WmGU+hTds5O8+64EnHx5RhWsFGsQoFmHJSdoVhFSIFmOE9edppVeDEs7+al/EnZGae0nMLa+dJOs558vcrLiTaKtdO8neYZVlAEZlheEYZheTvHW2mOYnP4+vBS4gpBO8dTLKeQcpaRdqvOW7ec6NatktddRjvN++iW5h12mnUpn1EY2TlFt5zzvTdf2s67+XrqlmGddepWvicvJe5k6l2n7vIqZcytT2/dKlIJLrI5Cs9dXs/2oyCZlWZoxmGn+dy6zc3Ls435tFtFIQovpd0yrKCojrIzbtX5rVM3TR++DCuwnMMhSKwg8pLsECRB9NNTunx3vHSFXgDsoDJw6/TRBpVPNAjD9RP4c2PMkJ7Hq5e99G7o7eoVMXUsbp6BPgGMRhYtkswIcAiQedc5ePf9aYL34XgHwLtOrvOyM+6Z0uFxjN4jl8xDclNwuJzJ+Nze5udKNxkOD3YuL0fO22Ycrnj+ZB0eZB0AJzn/FQCHAEGEILoOjCjhjS+kvpm9+jKcUC35m4y+MfO0J7TLsihLHGTefaCu8AE4Xe8fgAGJpRmj3uDgFAfOkqcn59wA7EJQL6OxSqXyxtpgD7j1a6AOIqQkUZUmqjKqImUIKRkYWDogoGSAKtidJqRYKXc8KDDEUyRGhpHhskzZPseQvJXxEgCWvRdUfH7KVV1e5hT3InFeWnJaUVwrCpLsJ43fIOeK5H6f265TwFDAdaOX2pDy+vU1ePn9SfY8l/wy3cquvcrKGz/7lvPRUS6+BSzvSwkD/jur3FWmoFMBrXr58/VznC5X0oJQ9tSt600efPN671e6l3TfEuAAb4YxIW3TN49XToPmKYzx0LzAsX3GYX1vVC5zNazM4Vrl4z4bjmtHYYiDNQOsAZJdQStZmaP5SO79SN4nHF/2+BL00lIead7EQn5e9VW44WX0Cx2AvbfBSm+4eB7Be9umcpWu4tMvB4AvFRYAZ+nNPgD8IkWTngPAkGXZbqMMOj1FUW70dUd8xiB+AdjlXkM5ffU2UZUjqvJBgeUCSCmVKkQVEKxygrF74luKqEJJQAVV0XdDSlcnAaUJCfbwlhVYJKCYB5cAi8Xqbh0ywAiygWIyjZaXbsJSAPjGk4zcAIyczkUs9JGdn67tX99pUOif62sX4U13HPmx/rfU/ponp3OCbwt8k5IXXmt/zar103dBBiBBZsBrkZ2AzAegM+CwgDXBlgVjAh6cS5g25u+GVc5VLXujchl97y7Y/yuyYkGlQTS6vLLm9mdSsHJ4TSRffS/9m2nhftsAzwuemCzwosD77uDxR+sfiJhH3rxJ+tGhw+GS0282GQ5OcHCeh2Df+Pl4NwxLMq/cwOtmx0u4dE99uNABOEVt9FwD9sybbbaYzWa73Z6/0EUCi/kFYFVAMAkoHVy8UmBwZRJQqUSpWsFBYYSUIaQ0ISUJKUECShBSPCCgZJm3qlQOa1ylRuvwlh917Tmmfng3oipOSKCy6YqQgABVUU+Yd0uoqEEAKE7Q2+h/DsCuUPjV/KqtPa/0/g+w+rzMY5Ccjwz/5mjA7wzv/3Z49WNR+acs3PaZn7sVv+/zay2FDMAABMAG0QhRB1hdhlgGshmMAsOXsHj6/drv3qhc5nj18tc+6iDuXAfdC5hTQevhsEFmXLn8KM3Xl3VBZCtAyF8NBXViU0BN5jUZz5/1/zQA52TIA4C930vQiTWdAAAgAElEQVSCwAsiK0rc64n80uA95HI79n3DAJysMSapDbFJWZk6i+hBVxRFnuetVqvJZLLZbCzL5iX3jZu3/W1aDiCqIJUqhKhKEVUZVUA5VUAFoipPVBVUIdXeqty0Znj3Jq17de0+oP8nI4cMGt9vwLh+g6b2+iSiWeuPSMDbxDn39Vk5Duzbp79n6ZR/OAkW1qHNpjKNllStwQ8AO1O6APhS8s1n6XkAsFRI46z/I56MckLOx1Bo5fqXbQAv377hmnXJslgQUj65Cglc8xXtFX4opPB69F8xV74tQQIcksMKyeo6+ys5F0YlBrwFdi3MKch8TG9aca5zk1PVyt6oXCa2eX38sBhJMTAngcuCbPbI+xoy+M3wb44iC7M/eT1kf1nmfIZQr8vYK7EkCLzLS+ubCFLux7MfUAD40Pn4fw+ABUFgGMZsNisYnJdLLBn4ae3PnvuTvVEz2O3AU0VKFQkIDa3UqE6zHs069u/QfdAHPQd27dy7dcsuYWF1i5WoTEgZQsoQUlKZ/npSmzVrjpOZN2tehpUXDRSjsdjS9ab/H4ALN+ThKbPQiP87GFxQLgUYZPgh5Vzy+18AwK+j8H8FgF8WJEDZWeW7J9R5Yli2waGHNRUZT7FldWqnljcqlzn9XtljzWvolk9H7DWYEmDPAp8NkYFz59M/bsb/awGY4wWOL5B/w9cGYFn2t8nFe0brXF71fyOY30HtGzVB5wZgL3FY2WsNOPcI/fVN0EmZ+mfJWWlas6cmRFEEIAgCy7IWi8VkMjEMk5fsMnD9xi2iCiCqQKIK9MZg1wZmEhBMSFFCXOu+wR5boANdUF2CEOVIUhAhAaFvV1j1/Zr01Ay/ZgpZMU45JCPDaaxUhsmSrjelakxJakN8Zj4maL3PJiwv+80/CN76z1WFvktKfq5b95fXT1yW5byuq3tp3nzinjIoG0k84p669/rM3NNKOY875D1ULAGS96clye79jnnKlvuT8Ph0lYMQ3uzkwgR1r5ryLUsuef5J8Mu+gFny3bXgrcOXzNf9t0wnu9za9telvpJuXQXw+d9P4lxNxZOOAJmDYAdjgDUN+jgc/ePusJ5Ha5a/Xjn0brWK9ojhuHkGujjYMyAYAEoG7/MF5TX7ya3znNLL/7TS/2HIvx7zirM8x/JcTunc3y9kybdAvv2Ma7gJz81r7jgAv52A66WHeDLcw1Y557c8+8/cxurC1aRbhhxhZK9mmRuAfdpqIQOw53xXwWCz2exwOPxVtlNEEfigVx9CgogqyBN33dD6cZv6s8YPDCakiHuXliqYqHKcsAcUKVa5cq0hQ8YdOXzcV+kyIOf0rUr1WRleb2fUVjrTnJ1hsqTrLAUHYM/bkAoFgL0ba66G6wWceV71KkmSZwLvTyI/+j7vc30GeeX1ouPOJUGUXV5gFBm8xfARWM5fdV5zRK9ZprOny1c2MZfScuJuSPD32bvSeHzSSq+aj6S5ulT/HZDy3ll2WURB7+59c7f85t8enI9b/z7pkV8XnBP8ALCH/t2dac4X95LyetYjZBmSJImucycecOvnosM8guR0SCkaYM+A5gXOHmRGfXq9cujFKqFHapZ/OnEgzh+AIQ7Z6WAMcFCQWGU27Dqv6tvePFsLJBmSCMEBjgfLguHB8GBZcDwEByQRkv8x6OuF3A01j0aeXz/gN65UMU3TEEU4HOB5iKJcYABWAsdxIsNAcMDhgN0u04yiAa/EogieB8dD8PlJhCRDEMGx4FmIok+/54evDMbO2m00/pVBDwCOYR0cL3t4wrp4N+vwxcQ3DsB+mzvP8+Zsi0an9TyS5Gt2cD2JSembNv0eMeHLbp171w6rWYKQcoTUDyZS/LHnJzaHBZE2jRtNmzbvh/XbI0/cvBCTnKTjcyb13uxzRlneQQYYVjBk2zVme6bJplwskapxzoDz2IQFr2NIMiSIBTVG5Tvy8uyUX6GOc3Vnrl4ypzekeY7mOb99Yl61AJekDMMwdt/1kgJL4sUoF0cnF/c42o/CPCm4tMfzPGQoR48LupKUd8hXuyLvoDkH65rHS7yDVp7cloncGnD/5B6dMyzvVwkFD7IsKitYrkbi21okyCzPsTzD8gzHMYUO1c7Zj1PzfvQsQbZzbAHam98gcbzdW73uexU91tJksLSzzXAOXvasAk9BXPUFCLyD5nlvX8eu2ZJC3yEwXjMn2QGZh0iBNcGq7NK6kDYn4u+GVS69G3q9cmhWn27YuRmZsbCmwqEHbAAL2fFShUMUIDjA0DAZodVBr4dOB60OJiPsNBwOSPkP714t5D8YKhQK4Hmkp/GXL4HnX5U4RBEci5Rk/tEj2CgwrKIB569KNfE80tOEy5dgtULMwWBIMkQRVqtw+RLS016D+5sOvh/vv2mCzmu8yQuObJs1Ozub49zdrpcB01Nc5/cuAgLUj2ImdGpgvrwDGScMt3ZoHl6CICjoxwNVa7ciIZVnL17tWSQvFeQBwJZsOkufnWmwphuyXVcrml8VgBVfsv6Km4tfPl3QS8x67uA2o+Xkyl3ZnlQZh8A4BPklZlX/AOwdyzcUJFkuDcgAL+RpEfFL32lWyWNQBeDVzZh5BUkQWYeYA8CCyAoiKwh8viY7f4YvAIB7zcynIvKtF18WbkDy4OjFinPwnIPlHKwP5BRicAJwHlKLgNLeXj1IosSJEuc5CfYY8eS0eY5hAciy7BBzM3JWgSDwDGsTJQ4QRIkTRL/akESBFQUmr18BB8BAzgaTBX0CHlzCgun361S5EhZ6qlrZSz1aYcda6ONgSQGtB2eFREPmFSSG/3G2CIcj6+qVyIkTz44cdWvY0FvDhp4bNTp6YsTzw0fc88jCAQDJNTfleTgcOdD1KgD/cgBmaJw6uap5M7DMK0vI87BTt7ds3jNlMowGxMelnD8HhyM3/dVNmyI5CZKAHIOHDEFEUvKPzZrh1EnQ9pfwejMG55dw9LSMAqzs5YijcAA4VZ+nCdrN2PMsvyAIZrPZarV6dRCeQOLpbs6JwRIo/ZE1M/Dsb+r2Tub5KYhWSAIEDg5m+pgRJQhROQ8NBw0aPMKn2Hn1BTKg19vS1ZY0rTlVZ07TGdN0xjwAOGctk/VwRel3J1shhLyhRRI5WeIkkcvdX8iuVQeX85OXECuwUe4VguK3yPudpDDzOVn42txlL/tkLjz3IP7PS5djdHUGSZZFB8cLvM+3o5gfHZAdgODqf/MEP0Uwh4PDy3ZKu8TIsYFLMi9KfmrfRx5RfIUtQh4tR+BZR4HqSHbWqYPzOj/K876XkbxikGRZFB2C6HAKL0merjAkQXLkWzTJVQs5axOupRBR6VlEWRKknMl0zog2z8Gce7N0NmgdzCnIeMRuXHG+c5Oz75W9Ghb6oFFNfL8Iz27ClAhOA9kCmYbM+7VSKPZn67OnMZs2alf98OT97rfattGu+iFm00btrdue879CAACHAzZb6sEDutOnYachiErP6iFMflYrH2J5rVWDonD08NZGDWB/CQT6UAMABw+r7fGGDYcnTEBmxpOFC759/wNwrCzLzvpy0j/6W8MGSEiAKOTMj2VAEBGf9FvDBjhyBBTly+MlpXtzSzk5a2qewQXAmkMXk248+Z8DYAA0TVutVqvVwvP+Diblxk9ZenDp9Bcft7u3b83dAz/DkQWZg+SgEh6obxx5/NfG7d9MLk1IUeeR30BCAjVafW5iufmo1eaUDGOK2vjaAFygHvRVQz5zO8U4ls+cW4ZUsOnHmwBg1+4Kr3cKM2WBLHfnnrulvlLwyl7YAAzAzyxTzI2bkrNqlGN/3gDs91MEIIqOAgJw/vLkn+YV1Cs7XfgW3Obhm77AbS/vIPlUnoK7ck5Eyndw4wnA8F79zYk7u6MCjtPdlJXN0rDBoYc5BRlPsfGHpC6tr1cuc7FK6IlmNXTLp+P5NZiTYM8Cb4HEAkIuAHYtalI2ZGWJEyZkfvQR1FmwWkHTYGhQFGxWWLNhp5wWaSULx4OmYbfDZoPVBjvlnNq601MUOB4cD4oCZQNDw2aDVnt69JiYObNhNMK9AiKKcAhgOdjtoChwrBcjnoeNgtUGhgbLwk7BRoGyw06DY8GyoChYrbDaQFFgWJiMOHBwd926sFjAO8CyYGjYaTA0HLyn0djJXXDATsNGwW6H1QajMW7d2pNjxyAlFbGxuH8XlA08D8oKigLDKPT31qmNZ7GgKdA0OBaCCEkEL+BFXFSt2ti/D1ot7BQ4HjwPWlEjBTvluvaQgtUG2g6GAcOCoUHZQFOgKDA0hDeCxD4N6E0BcD6bsPIJyvEkg8HgfTjYf+ciA4kJcQ+unJk/dQxoI0QasjSsT49Dq2bKMfsRux36w/YXkVMHtlRcb6gIUamKyC/riGUgI8OQnG5wlytvAM7JwgFn7+kPXkq97QLglxc5/0/d9Ub2ntuJyrYC3+7ez0aVgrB1k31proKElx5yzTvjKwvwJgYKr0r6JQkVP4F5maDzzvYaJuI3qI3XCh4V6lOW11oIyOOjfZVmkx9f3+Hay6i6L2vxoCxA5uCgYNUgOwP6OBz5497QnsdqlFc8S9MThuHOGZiSwOsl2GU4fPtlBeccDpiM1imT4vt/ApMRPAc7hYT4ywM/jaxd83CD+ubvvoXV5tyZxfEwGU+OHbO1UaMd9epe6v4+Tp+C0YT0tDvjxinprd+ugMmI9LTLAz/dVr/+yhbNcf3avSFDDtaseaBGjS2NGiEp2TlA5h148HhFyzZbGoX/2bmLdPoMrDY4HE70jbl/qmfP3XXrrmzRHOfO4sLFY127/lG/u4uXXD9KnSajC+/jK5Zc1edOns7duQjo5CRgcjIyJo1oNHunjLlwqzZyMhEWvqWHh882L0LnJdRHZIMO42z5/5u1/a/DRtsbt0S168lrl1zcuwYJCVi4YKznTvCoEd62t2xY3fUq7+6aVP+v78iMjK6Zk3E3Me9u2vatrUePASWgSTCIeL5i1NVq96rUP5otWpHevfC3bswm/H48aVBg/7bsMEvrVrS0VHQaHDo4IGOHTY1Dt/Qug2SkhyR+39t0XJrg/oXBg1C7FMwrFvCf75q/jIA/hePIflv964gCILValUOB3uOUn2SicCtRy+SNWbZ+c1IkKVpX3xZmpCmASTpzzlCzGp7zAo5fjvo29cO/+J0f0UCWE7M/xNzA3DqGwBg357EPTHMQ6Y8Rf0HPW4Bs74WKuc5/y50fPifAmCv8VD+Mrx0rJdneJ012n8FgH12m/sXw8OGkfvL9d5c6bPs7U3Yz28Fqxf/YnkbYfJM74dLAQcNinJ4gIJgAJUGzQucOWgbM+h65dALVUP/aFRZvWsdWLUEW24AzumgrTbDf/7z9NNPYbWB55GdfWPa9POdOuLcWWxYt692Te7sGXAsRAkMC7XmaPdu+OUXXLtq7t/vYovmyMqMWbzofKeO+OsvbFgXVasm/jqMvw4drlEdN2/g9i2kpOLFi6R+n9CTJiE5BTabc5rLskjPwN0YPH1qnTLl7OjRMJvB884dxRfOH6leHdFRyMxAVub9Tp0wcwZiHlBffnF0xDBkpKn79Mbo0XgYY543b2ezprhzF3v3RtWqCY3WvHffb82aIeY+IiN3NW2K5GRPAHaOPPT6k21a06NH4eEDXL4IjdoJwAnxmD3ndps2yMp8smL5qdatcfwEHj9G7HNERh6rVg0njx/u3i11yWLodGBZJwDHPj9VtSpWr8K1a3c/iRm8SJkZunGjzf374e7d/Hrf/d06oz4F9i4/nKL5nj6BKlpuHV7f3hjbPsd9+4/er+7btk3sOeYr90e4N8QAL8RX9AFAeC8PgOr1Zqdne1zPtgzsQBs2nPkv1FnjByMFA8ZkBwtG9QPJaQBIfu+6IqH65C0GbZjYK+DedKyRsmihBASMHfBsvztYa8FwDmuKG/nrAH7zntk15UjwsumyEon4L4T2/mqQOEVzIzuTcSyczOC9zYuH7Yeo4YCiuLBKU/5/QrpBXLKrDrHHpDP+MnPXPO1hhEvCX6+Ig+wKUR+vgiee7TmVxevNTbJK5P3+/ym8p6NNn/+frshn7xyHpeXeAeXzvMDcv/tIffoqGBNJa8hhWtoIsmyLELmIXhulj73dNHUde3r4NlVcHqA9l5o9FpJhdVm/OwzJwCzLLS6HV27aVf9gJRkxD8/2r3r83U/w0ZBEMDQUGdF93if27MHaenYv+9otWq4eXN/zx7q5cuRnIz4uL+7dY1dvhxPnpxr2fJW2zbYuBHJqUhOvj58eNz0GdBowLCKNRh2Gvfu68aPz+zb52a7tleHD4fe4LTrsqx06eKeOnVx7QbMJqSkXAh792lo6NVKlaJr1vxvhw5IT8vo8xETEQF1FlKSdtSri82bsXuP0wSt0+1v3AQ/rcWUSU9GjkJ2tve+ZREOB+7f31unLqKioTd4maATEzB33sOWrZCctP/jvlkrViJTDasNJiMOHroYVjm+adPYj3pDpwdDOw0DDhFxcVG1amPPHsQnPJs56+TYMUhOetKwQUz5spcqV/6rZo2tjRrh6lVsWH+uSycYDDAasHv38feqnq3y7ukqVY9Ur35z3PiXbuD6PwLAuWXied7hcFitVrPZTNO03w+DAzb++XecGbGZVqOVhsjtW/dqs9HvkfI8Joqw+GVjptrM04sjPt7uf3RPsQfv77vp2KEEBJYs04TEflCQuEDsCTL4qFDh+bMXTh/8aq5S1fPXLDywpW7or9eQAkiwAHXHidksbC5/L6L3jeRuePuhwM4gM9lxMjdtXkylf12djKSUzKTkjPcpK5cvJGZplVSKJLExqXKHpexiB5cfGHbL5z7y+VMK+fIlpKa7hBw5PAp56qx6xCnD1+1xiADGo0uMzNTBh49ipMkeIrnoxAZSHiRAgn37z0WXSUScsnvdduMDMiQJUDOoZyjWBl2G6U3W3yKI3lqOW9dyS6KnnpITcvasPnX+w+fiS6NXb16VQTS1EaNwe5+6dak4JYzV+0LHoM5OZfO/daC7C+lu4KQW7cyElMynyVm8t4K95vXA/ecz/XrN20OiQcUJLt0835sqo4Gbjx44SVA/lepy5CBG3dj3J+MUo2emndWhChFHzhkYgQvo5/sVzSvN7mGF5Isi5IkKGLTNCvLYHlOlpWjGDREE5gsWFOQ8RDZqXBYIPOSJOQDwNrPPn80cJATgHW6yD59EpZ+g9RUJMbvbtMqcctW2Cg4HGBoZGVE93if3b0b6en4Y/vpxo0Q9+LIgE+fzJyF5CQkJOxp3Spu1ffIzEDMPSxesLN+A+yPREbGybFjnsycBY0uB4ApKn7atJiOHfHHNvvkiGvDhkGnBc8pACxcvvRbg0a4fRc2CjrdqapVMXkKduxAdCROnURaembfPk4Afvp4W/36OHQAe/Zuq18flB1WW2pEhKVfv1tNm2DHH7DZ4ODBsTmrtg4HnjzZU6cuduxwArDJ+Hzdz8fGjUNSIubNvde6FZJTDg4c+HjWLKg1TgA+dPBslXcxceLhevVwPwa0BwDHJ/xRvz6iIpGWfmve/JNjxyAxMbNjBwwciJ07EBmJv4/h6TNs3Ph3t66gbLDbcPDg0WrVsGE99uzB/v24fBl22hM4C+scdq4G+z8EwF5l8+00AIBlWTcGS5Lk8xmwwKpf92gd4ABIwqZ5X2ye3Pfxps+fb4y4v3aC+uA32tPrer9H3iOk41vk5LJJD3evKUEIIYG9+g4W/HUQnn++ngn6vHMTlpr1mrZKgCDJ/KhRowgpRkgoIWVJYLkZ81ZSDO7cT4w8ePpxbIryVYsSaMYBQACsQNlmHw9fEfnn/ewHOocNsAM24PLT9FP3ntsBO2AGMgScfRBvAozA8QfJ0defWgDO3dNJYFls+nXvlZh41tV3nL9879CxSzygmPiNhuwzl2IuXH/mhp/r1+9HHzxTt0G7lm16Ci5ShJSsEFrzwqkbTx8nscDDZM3QsTMYAaKMG7cfnzh3i5Hw94WHxy495D0wCRJSE1J27dh55sw5T6yCDMrKXL/7/HpMEgucu/YoLlWrCJCWaTp8+NzDJ/FKZzdj7sKoQ6cJKfPwXgJkyHBAFgBBBChOUIYd95+lzl265urNx0VLvF0+LExjtAWF1BgyYu7h43czNYwPrGZm6Q8cPvfFV4vLl6z+8GZ827YfWDjQQJyOuXA3gQXuPU69dSfW2V/LOHrs8pUbD0RAliE6oMmizp6+mZCQoaCahcVve45bWUDGrh07t2zfyQI8cOjYpfPX7rlZZ2Vknzpx9dnTRCWXnhK37jn6LMXAe3boErRq6569R5++yOCBbFpQbrAeO3makmzI0JFERW7EPOozdEqJig3/PnP/6XO1IqdDxokLt/cePkOJ3sMvGX8fv3zg1DU7QANGWla0amKgAA/rwF8nLt2KieeBNK3t6OnLykDk0OFzV28+VNRr450wbBfAAaIMWcaNG4/PnLsluCDtRWzCsaPnA4LKtf9whB1wu9qxZNv3RR4/fvqaCAgyBAmZGfS5s7dTUnTuUp8+/Pf5I0cCiWrNb7vsAGTHvZvXSJGSHT6NmLL0F1Ksxh97T1+4/FBwjTDUOvPO/Ycfx6V5WZJksIx87PDlzz5fTIJKXH8eZwWcG0lkCTJEgBax768z6elmSBgx4FNCApb8vN0M8C5Jjh+/fPnaM3ebv3bz4d6oE/GpRkWllI29dOPpnuizDq8daZLs7YHSA1BFWbnnV6ThsILTgzdCYv06hXCvMsJmy/jiq3tDhsBGOfcDr1x5uH17/LIFs2Ztr1cH9+6Dc0AUlRnw3926sgsX4o8dDz/okfnFl9BoUjdtim7REut/xqxZu+vWxc1bePYUf2xHdGRUy5bYvx8azd25c+/0G4CjR2GjnCZouz1+2rS43r3w5x7L1EmXR4yEwTUD5ljuypUtjcJx776y/Sp2xIikLp2xeTO2/c4fOYqsLHWf3nyfjxAZ+WTihMgePZCcjKjorY0agaJAUThw8FR4+IHmzZCUBJsNZsuT9Rtw9w44VhYlCAL0hnMf9Hjy/vvYswd/7EDs87h1Px8dPw4pyVi08FLH9lBr4tat3RveBFt+weEjOHsOBw5G1aqNWzdvT5l8sE9fpGc4TdCCiISE/zZsgIPRyMi4tmD+0fHjkJqKld9ebNgQ69dj1y7d+p+RmYFffvnr/W6gKLAskhIOdOygHjEcu3Ziw0ZcvwbGC4BlfzuoX2XH+P/bAOx3vz/HcWaz2WKx0CzjCdIywAPbDp0w8BAAiMyyMX2OLRll+HO6fs/U7OOLtcdW8nd2DGsU0kJF5vdoGrN52ahm1RQAjpg6XfBXSE+NFDoAO3skGZ98MrX0Ww2VCWvXHsPLVmzUpcfAiu/VP3r2Gg98/+Mv8xauVEpnAsq1GV2h97z+yw60GzPvXFJ2ErD0z1MTVv02fuUvK3YfTQIWR15pP3npyt0nr6RRS/ZeHLpi+8CFm+b/elAvgwcgQ52W1b5Tz+ad+wZVrLtyyx4e+O6HDe269OvUc+jIiJk8sHdPJCFBvfqNDSlXZ/GK9aKMTb9sr9ugRXizroSE9uk/kXd1RgEkVEVCO7fuERhYetff5++nU2O/Wnf2hrpW3baNm3R4q3zNkNCaTboMKR7W5Lu1/3UD7eaft5QMKtmlXQcVCfhk4HA3tQ0/rFGRoPAOfUlwlXotP+rQc1i5qg2yOZw4d6tmnVYDB0cUL1lxyXerOODLud9EH71GSIX4ZwbIAISfVq3ct3uHMdtav3mbMzceL1rze9+RM2Z9s+Wvk3eIqgQJCHgSn05U1UlAvbYdh77zbpMXaXr3LOfxo9jw8NYdu3yiIuXfCa6ljrV269zv4Mmrpas3bdJzWFBY8wp1O/QbPKlCxVqXr90XgFHjZ3fvPap1x17f/bRZANq06xWkqvhBtyHFir59+96za3cTKtVq261PRGCJqlcv3Tx08Ogve6L0Aj4cNKl5h751w9t+PmMeBwwb97kqoMLHH40uWbz8yZMXXyTrw+q2Cm/fn5So+uOmbW5dPXiQUCSoXHizruUq14s+djXmuZqQ0qRoOU4GD8gyGjRsSlTkj70Hug+YSlRVe30yuULFutFRh0Vg2aqt4e36NGzbq/fg8UZaduNf96596jVq+3b1ps17DHmSybXvOeTmnUcCULNp19X/PXDnUVr5sLrtu388f9naFh0/LvZ2jdmLV5+79qB+ky61G3YoU+69b3/8xSqiWcf+F67E8EDzLv3GfPnN2asvihQLa9q8S6Uq9T8dNZUFTp+73rB+y969hhBStlHnIVYXACcmJoe9W71nr6Fvl6vZucfHPNCsRd9AVdWe7w8qEVLu0Yt0Hhg6eFybpm2qlatQhATsPXXFCkDmTv39FwksXaHVR1/8GEWK1CxXuXm9hh3bdB1gB5Kz6PDW73fpNbR2eKeooxfd37IkoWePgV3a91cFlCNBIY90hhmrtixctRUytm7YtHjx0oRUddOOfdt0H1TlvfCtm3f079GbkKAR05cZ4PxY1q7dGhBUrmTZ2itXb5WB6dNmV60R/n6vkapiYbfvJWSmawgJbNH+ozJhjXv3G21n4TJdiMquZh9Dt7u3zUFisADnbXz2B8AMrVm/4fmy5cpGXPAcMjMyl6+4P3jIg8GDcOQIbJRiwgVDQ60+1rXrxffffzBoyPP/fIYnT2C1wWDIWrH8weBBDwYPwuG/YDFbr187On7cudEjk7/7FloNLGbcuHFx5MjTo8cgM8MJwAyNx49jIiJuDh1yceTIB9+uRHa2cgQZPM8/enRowgTExTn3Mz+NffrZZ1dGDD8+dozu9GnodJl9+8Q2qPd8QP/r48fj2lXoDbh85a/x48GwsNuRnPxXs+bP58+HTg+rzXLx4g/t2uJFHBjGCWM0jdu34qdOvTp8+MWIibh9JyP6wPUffoBWg23b73z9FbKzodOql6gF2+gAACAASURBVC+/PXToqTFjbL9vw6XLp8aMQUIi0tPOTJ6s3bETLOtcUc7KODJ+HK5chsHw6Lffrq3+ATodklMyVqy8PGLkqTFjHmzcCKMRR49enjkdDAtBgNWGq1fvTJ58ZcTwM5Mn4+aN3E48/s8CcF7C8ayDplmKooxmk+twvdP8KACXYp4/TtGKAETulzmTohePurt1ov3yciT/gee/4v6WXye0GFqBqCPX2K4dK09IMCGEBKzb8F+xsAEYkBxybhN0zq9OsSV07jCiWGBtWYIAkIDK4yYvEYAO3T/6YNBEk4h23YbMnP+DAucGoEK7sZ8s2PkMGLx8d99lu0ftflBu9HcXBdwBwgZNX3Y5q/nS6PIjVqQAi3adLtPny8PZuC6h3pCvNp26YQUgYctPGwgJyWRw8Paz009SL9x5Uax01WPnHqToUb1J742/HV68aCUhgZSEaQt/erdqq0uXnxEScuL0BbWeJgFl+n46QcgB4IpB5B3e5hg0eAQpHrblSEyxqh+v33GXkLK7dh34449IEvDWidvxEXNWl6lcx90t/n345IE/D8g2e9+ePUlAkIkTlQnTqAGDCQn563pi8drdSXCNh8+twW/VWL729yQ1fSMmQZbQrGWndxs0yOK5ig3arv/9KCFhSS8skAFZWvDVV19OnLBj55+kSKm5P2wjZRr3GL4orOHH52+n9R82adJ/PhMAQqpN+uxnmkZAYNkF322gXQBcvlylTp0+FGW0Du9Rs3i9hyefqkjJJas2kKCya/afn7hsGyn63tOnqRNGTR7wacTy1X8UC21sFXHmWkxYnUYPE7UkqEL16h1kDp3affjhhwPbdx9OVFVYGb9uO5wYlz59+vyRX85ft/dEqRqtzDIuXrsT/FbotRdplRp1CipZRxTRo8vHH37Qb+JnC0hAeQOLX/88HX30nOgybNZv2atT77EcMPmr+SSwyvUnZlWp2jMWrnFXwcYNv5QvX94ho+OHEwNKNIKI/r0HfNSj9627j0lQpaOX4uPV4nuNOk2ctkzxRm630YSELFz6Y6KRn7/2j5sJDClWM+rQGR4ggVWHfL5q97FbJKCMkXZQIkhQpdpNerFA6079ipWpmc3iwuVbhJRcveUcCW6yfc8ZFiBB1aq0HPTTtguEVIp5nLTv0AlStPLDdEeTNh8tXLZekEEC32nafYQbgCk7dyD6b4iYO2clKRKkpkSiqtukYX840LpF+16Dp06e8xMJqAgJ23/ZTkjgnlOXswGAs2RrSdESMzfs3XoylgTW3PXnsSwNRYq8s37fxXodhg+cuNgODBgzPaBUTTPrnAR/t2pzpbAGlBVr1m0hQQFPtIZWH03qOWg6JHw19bP3e/ZZvmYzCaqYbsa1m7E3rj345eetKlWJEzHxJkAGtBkaElB8zZZdR87ePHnhBoDLl68+T9DYBZCi1ebOX3vj4s0iJPD2w/i7z7NIkfKrf/pd9vrAPf7IsVV6Ya0kCQVxn+l0ieVc0VS8KipHdGyw2RTHWLIoyYoziqysAx/0YHfvhsHgPCOkONmgKdhssFGw0+B5OHgwNBg7aAos7XTiqJzeEZy+OCA6nCdzKAp2ChznRF/39myGBctCECE6wHCgKNB2sAx4HhZzfP9P6EkR0Gpgp8Bz4FjQNBgWgggbhXv3dtWtj+vXYbMh23p66ZKTc+ci2+IGOYgCaBo2CpTrTJEipHLkiaadx6uU40/K0Sw7DZoGx4PlQLNgeOXgECSXDj3pMIwzi0JNOZql0BFEiAIcDicvOwWGzsOJZiGcEs4NN/82AMve/kd84r7SAaIoUrQ922ZVAJjnWQmyCNgEnL12Xwa6tW5ZjpAN04Yi9QSoC0jb53i4Sb61Gld/wMlvE7Z83bwIKecC4CexCS8F4LTMVzuG9DIAVj5RQZbQue2IYgF1IEEE6ob3OnT8gQjs2hf9Tq1WR6/EhdXtdjMmTVkA1gNhXcZvOpuYAvx0NjH8i43VFx4mvRdERF2dtOtY/S9+mHVR3WHj1YgjSUlAv1lrSfNhg367PuK/Z5pGLNpw+pYZgAxjhrpRs1YB5arW/mDYcwazVmwlpGzNhp279hlbqkrrxau2b9jwe+NGzTngr1O36zf8YMyoWYSEKBP2OYtWfzIowgOAKw3p/xlE7Ny1hwRX3nQ09u0G49bvflKjXmedzpqWqm3RprtexNqdh0tWqOHOJQj4bsXa9k1aBBFCAosaeFEEIGHkJ0OLB1fUAS0HfB0x82dWRq1G3T6buzobWLxmZ+s2vQkJea9503RRqNOh74YdZwip4gJgHNsfteDr2f0+GVL0rarjZq0hRevuPJNRv8vkG08t46bOnrtwkQi8U6XLpesGWUTLll2/WvS9HRABo95ASNDGjdtEGXGP1APbDXl46nERUmLB9+tCqoUny9h0/Gm3IdMhY+3KNc1afhhWuytRVe0x6PP2H3wcWqXmtccpJd9puGLlDgj4dtnPHTv0PnXpOSlareK7rRYtXg8JX89cOnrmsrELfho67TsFhBq3ajN/bbuI7+e+PUPoohlC1a/3+XjG/dTSHBlUrzmhKlLKN5pVhWA4AqN7yVSDBCbrCOB781e+WeFOl1/3Brptqbs2xdZs2ZNDhg47pvBY5ZCwOqlKwb07T8+4kuieqdG876tug0tWrbWuGnf0C79N27UnASUqtuq67U44+0kBJVrdfT4DR4gRWsPnb5h/4XYpl37KfaYSrU7bN17iQWCS1ebtvAnxYpDyFsdP5xFgtvsO3iTBkhwnRqdJ67de69u64ECoDVRJPi9Hccfh1Zt+SBWywMjI2YPnLRYuVkXgCzj161/du/QJzCwDAkKSrfLb1foumndKTiwasX3NZr3Llm9c4nQRqIESHin8nvbjpyxAjI41mEhxUp8u+fEhsOPSWgLUYYIkCKVJi75nQQ3CKnUvlv/SaXDwgPervcg3qh8zh279h04OAISsq1Mw/atHmv0nQfPGjh+JSTM+XrOp0PGJuuZt95tElSm1n++WiZL+H3LnoDAMpefpytfyvWLV0mRkkYHaJfh2mKyDRw6sUmrPkRVddHyX5/df1ExtAIP0ECthp1HjJ2RXx/yOp11Xumdvqz9/MCy0Oq29e2TfuAAaBqO3G4XczvKyHFJ63O0BoAoS3kdtvHspXO/AUXdGDY06euvPB1f5Mzp7ZT1p3XRH/SA1QaOh832eNcuxD5X4D+ve1b8y5FnGq+S5nttw6sx8tbJ/wkA9mij3gpyV1iuoDiz5Ry82+GfMmnYF3WkSli1ooSUIKRreA3wqWBj6afRjphtuLMGV5fj+PyTk9v0CCGz+/Us7nEO2EcFPl62XhWAvTZhxap9lCgDMiSAkyS0bTEgWFVTFiEC9Zr3OXj8ngjYabZ63RbvvNfy7WqtaNcOLD3wbpfRPx+NyQC+P3yv9Ywtdb45GjJ5wz6DfMzCnuVxGXh/cmvjj7PAIYtXFeq95e/piJagzN6LgWwuRUnY8/hc6RKp+Dafdp/FKEKeXfvobPPUgzPNSwNrFq1qcq7tXjgz4Nn6jfoMn3G94SUoEUIwJDhU/sMGO8JwD06DYYgb968mRR9Z8vhJ2Xqjv5p28O6TXqmZ5kfP05s06GnTcSarXveKl/dveZaukzt4GJVTh09N3b0OBIYYuYlBYCHfzyyZEhVE9Dgg9Ezlv9ml1G7Ybfhk5aOnvtrpWYDz1173qXnJ/U7dUjhHTXb9vl5+2lCwpJemBWi2brsaVNnFlG91aJ93/CuQ0jlNnf0qNJuzJWHhqGjP581e64IFCvTMvJQrCyhbt1mXy78zqa4QmQYQoIWL1stAMeOXOka3vPOqRgVKbHg+59L126VAny79/oHI2ZAxvL5S5q36tWs09DiFVvcT7Q+SdVqKd4OBJSqPnP2WlnEvDkrW7ftwQKMjN+3HVGRcu3aDfjo0/9MXLBm0jcbe42aZQNYGbXCm377294uQ6YOHD1PFDFr+sr27T7kAKsDazdFkYCKb5Wry/9/7J11nNTG+8fnhAJFixZpKVCkFCqU4u7u7tLi7i7FirbFWtyhSJHidrg7HMe5rHuStfg8vz+yu7d2x3Ec0t83n9e8IJedzEwmmXln7BnRBeDcn35z/MpLGuDKvSiU7fNF64/n+az6gtXbPADevn17iS9K0gBt+s9t1H48CDB30oz2bTtNnLoAhX+69/jd+5HqJ7EaO3ZPAhAxAJy/dKN2044ovETfcX+GfVL99Jm7PAaUrWyvSev2RLys2aa3BOASlRpsO3KbBsiZ77O+P092Azhv226zUbZvDh6+zgCg7OVL1xu8fN/DopVaCgCJKRqUvcTec88Klfrh2t0YFqBR617tBkzxtICXL9+QLbzQ8X8ips1YggoUTLJCjk9qz5+3HziYOWVGpbodi3zdPCT7ZyCAyEFIeK7Nh09bAQCcVrsefZR9ye5TKw8+Qbm+o3kXgIfN3YryV504f+v9KN3t5ykxetbhHgZu3a57s6adQYCkJGORL798pjHX6zyhQ/95WIRJ42e07NjHAcAAbNx+tNCn31er1nbqxIWh4Z9cfakgAQDg/s27KDSfgpDMNwPHQpVKPzRu3vnq3cRPStWdsXDL00cvc4bnoAHsAMVLV/tp2HT/ySPuou6qUDLcOZmRNaZB/UgjxP/Mmqm+fs1vZW3mlOnVrkDT9xcvjt+wAWja57zU3GLoO78uU+7eDTSdukkDx0lzpnAWde2m3gUGMfPbKmRkCwpJaVoBS1/+HPxAACzBIg0AizzPS3s2uKjiTkN8bNKgnn12rFuXA6GPEVo8bWyb2pUKIbRmbGt4+BdxaKzhr/7JawbH7Vz28t8DORBCKNQnBHcWeMf75gCm0wZw1e+afxT2uTQl5MvKDfYcuiT5rFOvNUIFBoyeI1UoLIAFoEz97r8fvGoAWHHoSuMJK5Y+pMLajvnjbvRTgOrDx216nND5t0NTD9wwApx8lPBx3R5LLsc/AKg7bPzhOw+krRJOHT369VeVWICOw5Z+XKblySvRKOyTDVv3OzA07dj/34t3li79o9inn/MAO/ce+aLM99GxeoRyjp8279+zNxDK36rDAA+AQ1ChBrU7ggCrV69GHxVac/BW3tJtl66L+KJC7RSV+eHDFz9Ur0cxsHLt1nwFP/cAGKFCX33TFERAKBsKzaUmnVIXdLfWPXOEFbUCVG7UdcTUZTRA6fK1mnUcWq7eoJ7j19AAKCQnypYtwWor80OTlRuOIlQ0JlLnHu6DvB9/ilDelX/sQaEFe45dGEND0e/bXnuY0qvPsO49enEAOfNX2XfoPhahTJlKo2cs8HRBN2jS/ON8hbVmNgTlz4UK3o94glDOqfN+/fizr5N5WLLjXKMuwwDD9ImTGzTutOfwVZStRJyGeRavbtS2c4LWliNf6TFjf8EiTBw/p2q1hmOnLixcsrIgQnho0dKla/UdPH3otKUHLt5HOT57mmBet3l3yMf51AxUbdq5Y/fRWIAJ4+bUrNl46eq/PilWnsVQtNg3KKwI7/6abNFxEAorrCW47+s0Cy/0pZYBlOvz+cs3eAC8ZcuW7LlzEBy06j25buufQYSpY8a3bNE2RW1BYYXn/7qZYqBV5z5LV29wtapZLgShM2cvHTt7E4UU3bjvDspRoX27fkYzh8JKdBqxeO+FZz8268oDcABFylZbu+sMCzBizHSEct99Fjd34TKEcj+MJMNzVaxcpQHpBBRasnTtXiv33CpaoZEAEBObiMILJVngx7ptGzbtYLZjFJq35Nf1XZOwMPTs+VPRIuVBgG9/aICy5XycYs6W5/vZs7eBAKNHjqnfvt/6fecRyn/rxtMObXugkI8Pnb3qAABgrDYjCs8+YuGaxVsvo5xf2WgQAFBo4bV7Ilp3H49Ci9EA4+cs+eKbWp4ne+z46ZCQPJFPUvr1HY3CciZTbOu+k0tWbCxgCAnJVb5yzYP/Xvr2x0Y8ho6dR+TJU27Fsj9RWN6DEXcpAMDgpOjQbIWGT1r8y5pdk+esfPIoJke2vLv3n9BTgEJKtOjw043Lt8JQ6J4jZ1duPIDCCkdcfeL35S5Z56AdTpdN7HcAYGmEWOov5f3NVWZi1m7mAcxxYLOCzepnsTn1V6lrN9ivWAbwhwDg1PSJQb4rBUGw2+2+5rFcdfE/27dt+GXBsilTa3xZvniuvNJuwAUQur5+EntuVfSKQYZ9C4/8OiUvQmEodOeu/d4J8GRBxgGcznaE7klYajrwDrAAwIsYFi5e07P3CAlOs+eveBKZJF2/cNEGhArGqSnGvfDDATD91z+vPIqzApx/ELVq73EVwJYrTxoNGl+374jVx8694GBjxKPjj+IdAA6A/dee1+wz7tuuQ+fvOKRmsLScg3M6WjRriUJz5S3xzZlbMTzA6dMRnxQshT4q0LXvMBbgUsT16dNnCgBPI2PmzFmMMSQpNcVLlcuZr1Sthp3XbtzvmSLUpfPA31ZtAgzXb95o02vw9UjNxLl/3binWLDwd5oRjQbi12WreICIq7fGjJ/msi4LsGnLgZDwgqGheRcvW1evRReFwSEBeOuGbWNGTmEAlq7bevTUVR5gzoLl/5y6dvpmbO4S3+X+5MtW7XpOnDNPSVnnL197/W5M9WqtrBZXtmKABQtWDBs1TW2kG7fpqrWLZhGmL1lrZ+DEybOly5U/feHyzHlrHkdqQYQ5c385cOy0Z2GMCLh9p+4orECNmq3nTltqVFo7d+h56uzl0VPnEQCXHsb/sfUAAJw5cXLthq08wC+/hWSvWi23EUWrVjLAowcO+PYsYsgwrF/Tq5dtzFeYfm01LcorEjDRl0EAU6fu7b/yGkGYPnv21C2gnkKfX7wxHka4JcVa7bvPIIFOHXszIZ1G1U66ouKP6CwguW/qv0yTsN7rWiqUac5CsldumJVDcE4AQYOnXjmwg3P1IekpKQy5StMnDV/y99n12w+DBhO/3ti/YZNAsD5iHsf5S6OQj9p1rY75eQ8n03DBg8PQTmy5Sn++8a/eQwRVx4i9PF31RoUKPXdPxcfP0k0rli3WXrfJs/99daTWOlxjxs3DYV8nD1vkdgUPYMhOl4bEpKrWs2mJSrW+mPX6atP1DMXrsEAPC82b9eDAbDZ+B+q1cqeq0j2fCVX/rXH8/4nJmpKlqwYGpKvfsN2wydNi1bqR09acvbcQxDh2JGjS3/kwHYs/9YeGie2rWb16zb4lmcggHAIIqAx02fU+7HxnNW7Rs8YQmPQQAo+22dKIWVB6hesykKyZO7yBeHz131TK+T3ors4UXDsxVt1LKzHYOWEr+v2TIkLH+TJu327D/GiVC9dnMU+kmlyrV0OjsnQumK37TqMdDTXX/z5kMUnj9HoTL/XrwDGBbMXZw9Z+FPipb7eey8HXuO3b1+PRyhsI+LZy9UYfv+kzzA1m27Nm3aItUbGIAXMMeLTidDO5zp4CQjaEnbj6fa9Ax2CiBwIAieDfveBF2vKw/jXUuJfG1WpzaoRMG98cObG3cMjr2M33XaPt+iFWifBPjD7UMHsAgYRIFzOBzeGwlLshtN5/fv/mPquMIIdatbk4iL37dpi9Qj/SVCKUfXLWj1TesS2T9BKByhxo2aBx22kYy5ewJ/QwCnMQYM0tey96pKHoM0r0yvs1T7scW31VqwnqWcvst8GbejAawAFAAJQAJQAA4vYFMAJgASwD0N22UcQBRd4UhpxRgE7L1K0qcvDbub4B6DIW5b7a56CrtTwkorUnzyIdW5nzJ4VtlKYbqqKxGkbgDvNUKeeAWceokrnWLqihPsu2zX480TiCdYyX/q8iePHwwC9lqnjV2BMN65JF2FfeLyXkYFnqhxaj4EXsX7XeX+icM+CfOOVPC70OtRYq/7DUynt8Oe69x3J8WO3caLPUvGpXSlPh0A74i8n47nuXvKoeD1Fvk9C8/L5pcb2J17gm/gqR683n8awGNXzvv98V4Q78l50b2/tH/mY6+8da/h9qSW8U0t651XODVJVy6cDUcoQUk5vbLF+83nBcxygvv19q1w3w6AX/Paty3/sWrP2pYsjyXIWRnAWQVg3yRKRlYFmnYQFJm6XYm7hCRExtw7fnjn/AkL+7UsidCnCA3r0GxQhzZ5EPoEoQEt6uVDKBdCYSj0+6o1MARbbuwGsCBIgYvpA/iVXdB3IoNnouuWfVEnHffo3jckLL/V7lOqvWHmXbF6m+DgA6owNljtAL7mBfwC96Qt6K9Bb8S76gyapb6Rp6bQJ46AiNJxfkkR3dW4Xzo9ORw0n/2S5H02SArdftLJDeyqbAOu8r1WxD6/pZ+9r8z8wJ/wqy4M9O/9BP3OpBVR4FUQ7PiVN+X5OfBa75zEXp8jng4Vz69i4OeLV0BBowPPswh4CunnlfSSRz17WuWrSrzgmwNSUO4ywPIcdkcjKVinbia7LrEEDwzYp3s546GBl3tzvSIc90N8RQiZ6/T2virrrDSnB+C3bQv6/VjCSg0szVpcxCILmGMYp9VuYwSfqozl4ejfx+4eO7R56pBLv0+4s2nGkUWjXp7cGXXh37wI5ULox68rhyGEUHj7Tj2DlNXUoEScenciBlAqjQkphkS1MUljenMAp313qddj91Zcr/acAWU8kFSfGbgiaLAZiSstlmTk12DKlEH/N1Cwe8xAGtw7aaZxd29yFxm9NuN5+4pnlJGnnOZ+RGJmdulI5wPE5/+011CkH05a0ab1rNNktY+tWVcIbw/A/q23NEPzzhkvn1kJYCmKzJqIkgHsemfeP4DTllR0eYZxmimST+2+AgzwIs645vetD86d2jZr+NMd8w9Obr97bFvd+R37Fk/tWq/G/o0btSnq82cvpdOYCB4jgEJhkACcqDUlG0zJhtcA8K3nyqCZ6Mr616fN25J3y+A1qJ9u1f8W7s7z+LxNtUhFQjpwV4KvBpLLs28KXyPJGfHq4yd4qrIqk7IAmRn5UsxwcoN6zOCr9TpvIKSFea/zkv3X9ML0Ta3/tWmnKkNvmiiKb7VLE9JrXAYx7hEYQBoY9j+fbmc4eCXmNegk7dyZ5q9i+p8v6cs/zzPXIe/64vLS/y6A3WVJIOyklXHyqeMKcPTk7cgopVmR3LZq2UqhaOiPhSc2Kn1k8YjDvy2gEqNBEFOSVCqVye/b2zcHgphWlwAcn6zPNIADJ2F5ew38LXWX6bemIIG7+uNet137pgB+3dvEXs43He4TIg5MVZqxBAQU1AxqBq99lZ/3CeDXCiG9h5JZAL/N9zlDAE7neqkiTBfAaYXgcz6te8QYpxrWSA+Wr6d02pre1j88PeDvAMAAGWpVe2eCDGCfV+XtAThZa05UG6OTtCo9gV3v7uvXvy7/Ii0wOouBwQKHATCQFnb7ruOMAMeOHevbpfUnCI3v0sT44KzmwYWo21cUsS8pswUwXLhyKyZR5RNlaskTMXCCyAgC59VF5t0CNidqTUkZAzDtBvDtSFX6AGZpJqCEp1PgZcmS9W7kjV5prkWGoM4wHONkX/nhJet/TT4I98wY9/PzjgGc+ZsBkcUcLfLS7NZzZ24cOXnFgWHGwkW9+vfOgdDFg/vIpJe71q96+uCuC/YACQrdyXOXBe8vfff9YSyImOEFpyAy3sUsAMCW1wDwlcRXAph2OH2LugjAY+DcBV6WLFnvQZ6NtqRPcxGzniLp7oMJKJ5Y+qTmOAfv/WUvF2RZ3nq/LWC12uDTBS19C/jFIaaK5zjGZUrGk0YAABGDyAOWDNdt23roRYo5nnC27N23c99+eXLk7d6m0+6tW60U4T1NQwD498wF0k4HTsLCIAoizQtOUWAARHdXpD+Ak/UZAjCTQQD7iudZUaABaAAaMCuXW1my3rMwSGNegshgkcHASoZveQAesAgCxoIHyALN806Bdwqcgw0+upT1kyJkfaDygxrDMAzDeP/6rgGcorNIANYYCU+gGGOe5yWrMd6JY1mWZVme5xnGSdMOkRcYJ80xbOqOrCCKIPCigAFAhPMX7954kTB1+R/dR4xp3K7T3l0HRCcGya/XTYoY7j9+dvXmnWBLLEReoHmBFgUOUpcniOAH4NcaA04bwEFzH0AUBVpyWGTkRrAsWe9Z7toGgBcFWhBpXhQ4DKyIWVFwDw+mAliged7J8U4uKGllAP+viWXZtH56nwAGAMCCKHC00263W72cnaIoaetfq9VqtVptNsput7Isa7faSAtB2+wCw7I046DtVjvFi67Pz+u3n+w/d6n7qNGNOnYpUbb85YjrQcmFAeKTlav/2JCYoglWEoIPxHqWIb32OuDXBjDwosCLHIAoYlYQaVFuB8uS9T4UZH6eu0LwTAPkRSHQGoGMWVmBCiTxewNwsloviiJhMWk1CrVKoddrdTqdTqfT6/V6vd5gMGi1WpPJRBAESZIkabFaSYIgaIfTSlIOymojSMJsMRMmmnXyIid1LJ84f2X5li0DJk34qECBYp99cfTo8bTKAAZYtnLtyTMR0p9+jW8vpZa3FNVbAbDfAQCIgFkRc1jEANKmob47e8vFWpasd6T0MZqZpcyy/peUTnUdtPJ3nXlLAJa6bWOSdXEqvUpvFgSBJMwqZUpcbHRsdEx8bEJ8bEJcTHxifJJKoU6IS1QkK7VqjV7rorLJqCcJs8Vk1mt1WoVGpVBTFMUJLC9y0njMkXMX/r15vfPgASgstE7d+o8ePE5NOAbAYNKT0qcqBjh+8sLpc1cCMsVj5d7bEAdggGS1MU5hSFQbk3RZBuA0nw14J1z0m+gReEaWLFlZq0D0ZvLbV24Ky0pX7xjAZKLaHK/UK3UmaXiVoR1mk0Gn0cbHJrx8Ef3yRXRU5MvIyKgXz6NevoiOi4mPi0tISEhSKpUKhUKRnBIXE5sQl6hV6Aw6s91uZxingHkeMAtw8fb9e7GxWw4eDPko56BBQ1y34k7bubMRRQqWjHoeCwAYT4js7QAAIABJREFUw42b9+7ee+x7U6l3JGBRwKnD0u8GwAqFIjIyKjY2Pj4+/sWLF/Hx8XFxcfHx8XEJ8bJkyXrHymC5i3kZGx0VE+8urX5KiItPCHJa1v+IEj1HsbGxsbGxkZGROp3u/QA4RW9SaslEtTk6Ses1CcsVjtPppCjKYrHodDq1VqNUqpVKdWKCIjYmMTI6Ljo+KSE+RaPRqdVairLZKYayOLxTzAMcOROx7e/jvX4aWezzLx89e+G5L8lI7Ky5SxHKSVjs0slTp89HvYz3pi8WeVHgeJbjOI7lOYZjeZ73TFNTqE0ZtQWNMwNglmVjYmKuRFy9deP2rVt37t69f/vmnVu3XO72zTuBf3pcoJ/AY9m/7F/2n0H/Qctd1h5/UPcr+89y/65X6OY9z7skucuXryYmJqczLevtAlihNccmaqOTtBoj5Qdg7+g93Ta0k1eqdI+fvXz87KVBb8Giy4dOa9apTYKAPZfwAAOHTUDh+SbOWhSbpBZ8A+QBVq/fnveT4tIFDMdu3bY7JjbJ7SXVuhbHcTwvcgLvtx1hcrIuUWFMzlIAe3/7uB6Jb++zf6b4ZRAOdl72L/uX/b+5/7d9/KHdr+z/Lb0/r9I7agGn6E3JOmOAIY5Xy2Sy3Lv/+OGj5xTpAACCtEfHJMREJyTEpxiNZppmOd61qV+tei1RSK6Hz6Ldm+Vhz/2wAMMnzOw1cLi0j5iTZjdt3ZesNHmnAQOIgD1LnATMe0zJi9gHwFm4DCnoGb/zGcwoWbJkvWdhubjKej29T0tY6c1r8HqVtTrTteu3H9x/YrcxcfHJt+8/SkhUpCSr1Wqt3e50IRNDqdJVmrbsxAXMT5L2lB07fUHE7QcSgEUMx09cpmw+NyaIwAOwInZt8IAFQeA8Sw5UKlOSVwv4LQE43WyQJE+/kiXrA1GQOlAGsKyM6D3Mgg5mijJjaQVISlZdu377xs17N24/uP/o+eMnkfEJKRqt3miySD3FGENYWB6Esj96HDly1DiN2uApDBKAT0Xctks7d2IMGC5E3LY6Um9dCkQEzAN2G+gQPS1gDKDRWJKVpmSV+a2uA07nqYBcumXJ+vAkl0pZmdP7MUWZoDJIABZ9Q5XsYXEc5xeT0+lkWR4D0IwQHZNw9lzE1Wu3b966H/kixmgiLQQliq4WcGhoboSyIRQuufnzFnkWHfUZMLxk2a95r/26r1y5w7FS6eFB5NyW1nkRhCCkBFBpLUlKU4raotCaU3SWLARwWh3RgZKLuixZH5rkUikrc3o/AE7WmmOSdYEtYEGQ9o1yWz/HgAWRcdJ2u93bW9SLuNOnI65cufPgcVRCslpnIgQRpDHgnLkLIxSOUKjkQkLCEApFCCEUilB2hLJLy4UlBp85ddak0YDIgGgHbANsA2wHcIKX1QvvHFHpiQSVKVlLJL8FAAcO+spFWpasD1gZ2FxBLsay0tb73YxBqzaQ2J0OSLVFJXoYLHC83WqzkpS015FHRgN5/NjZ69cfPnzyMvJlYpJSw/EgkbX4Z+URCg9BgQpFKDsKy02ymAZgAGw0s3vbpqvH9pmjbgjJ97DinjUqQvvwtPnlNWANINoB+2AYA2iMVJLGkqSxZHkXtJ9ALrmyZH3okgEsKzPyr+qzEsAisIyYonIZrPAFMKk0WhQGs8cSVoreMwPZ2/wFz3AODBzGgt1ut9kcIo/9IudZfOHs5X8On7x69e7jZzHRCclWJysBuFqNhgiFB+EvCkco5/Lft/19/o4JIEpP3o98Tqqits0fuuanxpcX97u7csCFOe2PT2zx9/g2/y4ZcWv/2ohjuwWaAuCxO0e0BipRbU7SWJL1lrQA7Dv/PJMATn08mdo4+vXlv2G1Xyo8G2sHpufNN8d+M/mkzZOk9H0GS0nwzcNFT+l41U269ul6R89LlixZ/6/01gGsMVIeACdpTNEpGgnAnpnGGGNBEFieETArCBzHMTRNMwzn38bGGDDEvIzfumn38WNnr996GBmToDeTAoAAMHDISHcXtD+ACxcuxQCs2nXicqxx49GLLMCFA+vndfnuwqx2N6bUuzPxx5dzGz+a0fjChMbr+tf+qWHFDg2qTp0wimHt2D0JS2e0KzREko6QAeyRDGBP7DKAZcmSlTllEYDT6ILWGAmNkZAAnKy3JGpN8WqDwmDCADzH6HUa2mknCEKj0RAEwbK02WymaTowWU4nw7OuKVqRz14ePXLy3MXrdx4+TUhR0TwWAC5FXHPPwPJmcChC4bdv3WcB7sSZxizZdCtGq1JrFw7tum9sqwezW72cUefF+Ernuubd1zLX6saf/DGw4ZzBHbq3aTZoYH+CMHs2JTQY7EotmawnPQBWvoUu6KyrxNNHXdaCUFJwjGWd/4x+KGRdmBmJ5dUhvP5niixZsv6H9K4BHKPQak0EAFCkRadVMrTDZDKZTCaSJC0Wi1KpNJvNUpDe+xSJ0nRnd1wpyeoLF6/euvvkaWSMkbBKmCxUuDhC2bwAHJotPOfvv60DDAKAHWDd3lM7jpzbsW17t+pfru1T8/G8tqe7FzvaMuzh0NL7WuWeVyN7ytlNmuc3Ht++IcEeY0FaN6wzpgI42ZAK4ES1DGBJMoCDSwawLFmy0tFbBbBJArDGQkn7MSRqTTHJGrXBgjGWdgIGEEmSpCiKYRiKovR6PUVRPM8TBGG1kiRpkeJiGKdfIqJexJ05c/nG7UfxSSoHywkAFy/f8ANwmbIVPannAVgAA0XbbdTNIzumtqq8b1CNXR2KXR329cUhFVbWCT8+sbnuxkEQzIA53zsDE8kqDdYUHZmst6QYiBSd5W0A2PU83kJnZlpheuMhq1HxNjDvL1GUu31lyZL1H9a7ALDCYPZMhI5J1ii0RlEEUeCkOc8EQVitVpZlKYoymUxOp5OmaZ1OR5IWjUYl8CzH0haLiWEYKSpBcK3wffTw+eXLtx89jdIaTdJIcKvWHbx6oUMbNW3ltm0B4DbKgQFAsEdfOLC6T92/eny/uXvlGVU/2tTr23MLB+yYOUTz5DoIDODUBjcG0JPOFIMtRUem6FwADhgD9ssMGcDvAsCyZMmS9Z/WWwWwqwtabbCo9GalziL9qtAaGSeLOV4K2261UQRptVopiiJJ0mq10jRtNputVqtGo2FZlmVZo9EoDQ/7Ra1U6e4/eJKoUFMOBgMYjITXSHBowyathdQEAgOgsWKFyUlSTuCc9pd3Z3Vr/DVC3SoWXvdT+zUDWq8b0nXZoB7Xj/4NAgfYvTjKA2ADlWIgFHoi2CSsNwLw60A3c92trxeXazG2l3+XS0MZg3dGkewOzWuaFRYg7WszdkeBfjLzifC64chd0LJkyUpHbxvAlMZIqfREstqo1JLJWuJlsjpZracdTCCAabc4jiNJ0mg0ajQanudZllWpVBaLqzuaph2e2DEAL2CTmeAF1620buNpBId27tZXAMAYLBZLdEzcpRv3jly8ve/E9aPnbh47cfbp7ZsOVcKB9etmDxnQoUrZrxGqjVDNcHRx2wbgGRBTAWyg6FQAG8xZD+CMrRp0+X19APs/YewdYDD/bgCn+g9MoXc4aSTfN9RXAy/tW/d639JISdqhChgLwQidmp5XZ737dmQAy5IlKwvlX8lkJYD1hFpv1xicCp1dobel6EgJWmqDhXY4MccCFgBECcAURVEUJaGXYRidTqfT6TQaDctzToY2m80EQYii6HA4rFZrkMrR7fbtPegB8Mw5v0imr6T71Fuoa49fHom4/fZm3+fvnr93hMTaQMMIIhgN/1c59sWOdDQ8sX/WTIPOCdg3hOy1AJO1pMpBiKNZUh+iXm9/YADb4TjRb9x5fR3kfSLHWd424bAN8AjV5+/C3iuJ87zvCAIgEFksMhkMJ7ghgtohmM41u3BlXTawdAOxi+/pF4QjDFg4Bws52AlDy7bpd4p9MezyHIOlnMwjFOKhWaZjKQ4TbnD9wyIeH+FeN2FE6RJfLJkyZKVtgIrmLcL4KgkldpgAQwCQzsdNgCRIkjSQhAEYTKZGIaxWCxWq9VoNEotYCdDOxmaJEmdTseyrMPhMJlM6dSNhMXmAfBPw0YLqTcgSmPAFAa1DattQrTaGJmkfvAi/sHDp0Bbj61e1Cgb6lOqUMevypzatQUwL40DYwAd4XCtQTIQKUaztKb5DZchpSXpLtLt8X2FRBC8wRj4jP2mlwd6CJIgvyeOATgAzqcxnV6KggGYFzAn8KLIewOYY3iB5v3yK5WqGDArYlb0iTddAAsiI4iMKPI+4WRagdeL2P8XN4BBXhosS5asdBVYwWStKUpSY6SUBlKhJ5L1liSdOSZZpzWRAOCwW/U6jc1K2iir2WgiCMJisVgsFr1e73Q6CYIgSVKr1dI0Lf2k0WhI0mK3W41Gvd3u0wj2vg0M4J4LHdqgcSsvALvqX8G994J0oCXpk+cuPbhx7eifa2vny/FNGGpaofTp/bsAC6yIJRbqLXaFnkrRWSQGJ+sDJ2FlGYAzKZ+OZQHSBbD/pS4LoJmP0U/egH9lAD4A9vyQqXjT0KsNBwYtBgGfLT7fRDggn4OG4zkvS5YsWYEKrHmy2Ba09zpgCcBqgwUAaKedIi0M7WCcNGkhKIpyOp0Wi0WaCC2tDCYIwul0SguTKIqiKIKmHTYbRZKW4PUdhm++reYBcI2a9YLWiAJ2VaUiBhrA1TiiyN+mTlw9cWzKo3vAMQASGTAG0FvsrinQuncHYOy2F5ox795PJAO2atO8NkgaAo9f6TkjckNOlFqKr3Xt25YHwKkJCzLm/Rr5/P4KuCxZsj5cBdY8GQew99QYkWVZN4DN/i1go0VhMKtMRLLOmKAxqkyEu/5KrZ54ngcA6V+n065WKymK8k5fYGep949S0sOzfYxQdg+AW7VsH9iQARC99z10VaYYAIsgciBwgHlpCjR2e9BYKAm6KTqLQh90GVLWADjgBrOgxxRDsPac98+vUAZakOmPOgdtTmaizS0FluHvktdtKmcozDRjf0Uuva/iLUuWrA9ZgbXW2wJwss6YrDPGqjQqk8Xdgxe84nM67TqdJnB74LQlgqvnOUd4eG4MIAG4fr3GgL05DRgLDON0Ov3NeniFE2Q7QrXB4tqI0MtlKYBdvE91OMj5QGGvDZSCAi0QwFLHu9+4ZQaSJwKAiEFaby34fP2kBiLiIDEGBbDP59drwtLPf1rXiu40Sq95BsJ3vdLYPUiR1iWBsb8y/PdbyGXJkvVhKrBueZMu6MDNGEjvzRiSdcZYhVprSt0PODAFnqowjZ8grdZGt+59pk+fLxFJssWxdet2vzBEgQP3rsMZrPQxgM5IKj3o1ZuyehKWKPWCx8Rph42Z8/OoGWZK8DS+RQxJCn1UTLIQGAh2zQASMTyNivEAI/C+nj59Lv0QF5949uqtl8lqb1oL7m2S0xUPANt2/dP3pwnL1u9mAADDhrWbrl2/I2X4kUMne/UZfvzUVd4d4POX0akp8Q3dD2DeWzWn+sEYYxAF0Gr17lxyfY7wGKIS1JJNFZ3WxIgeWAZ5Kx4/fGQyE6zHBkuwNLjCF7no54+1ymRWgMdJxKptRwI/AD3fOrz7U4MHYER49jI2/Tx8r2VclixZH6gCa5isBbBrDFhpdAEsQa3TWyjv+heCxYHdDRc/P2ky2V0hihgWLfxVagGnXR/6NjfTcB6fHgAr9G6rXjpLksaUZQAWnaLAtWrbp2mb/l17j6zbsC3vboSxIgwcNqFpyy5PnkcLXrD0NDePHjkRm6CK09ocXjPL/HjWvWuPF8+jsABjxk/Ze/xSvIFm3T7PXbn1yA1v75af59jDNqPR2KBZl5/HL2raZfjZ6y+27zxSocIPfQaNYQGOHjldo1qDCZMX1qzfdvu+Y1LsCSkKT0oEd04KXsEKbvug/164ciriZiogvZrRt24/mL9giefhSjd17/GLpu17MwAYw6xZC7fsO+YAYH0zx3PvScmqF7GJf+06ZLCLQuDzxamdB5rEuMF9ulFmg9pk7zJiQduf5jsAOOwTLA9w7sq9CdOWsp4HBHDmys1OvYewwT4jUl8JWbJkyQpQIJiyAMCelqJkCUulN6sNFoWeUBmpJL1RYyE9NBW8/vV23uf5gOP0XbUfayOUbdHiZYGWJLzDf6XzeFbrCBeADWYPgLOuBcwDtp44tr99twHxShsPQNi5p3EqFJoXhRfafuhC136jv6/R5OSZKyjkY4RyHzoR8TAyHoXkLFzqq217jiGUs0HjLr3Grsj3VWMUmheF5r75NAmFFUShueYtWi41T+fOnHX0wD9xkXE9ev28cM2BH5r2Rx+VQKjg8GkrS1Suj8Lybdi6H6HsCOW69kxR7sdmCOUaN2neiKnLUGgxlO1TGw+AQavWdO074vL9lMkLN527mbBp15n8JaoMm7FKz8HQkVPOn7sqAOzYf3zizKUSC2fPX3D4xAUUmheFFohMNEhZisLzo5CCPzZql2J0oLDcKCz33tNXUHjB7IW+lIDatVNPhHIilCtFR7IAN+48RSEfI5Rz1rxf/9x6AIXkKlnyy127DqOQ/Cgk/7p1Wxo374TCi5Vv0K3/uHmDxsxyirDst+2jJ83hAQBEEfC0X5ZUqdMchRUcOGY+QgUQyv/XtsNSC3761FkI5UIo9+0nMQKAKja6TcO6u3bs7Nx3OAovm71syy3H7qPQoii0wO0nSfkKlEUof7+hUz7/ui5CJYuUrnf0/AMaYPT0Rf1GTPmuZpsqP7ZFIcVKVaqbVt/1+y7psmTJ+uCUxQCOTdH7WsKyaE2E1kRKAHat5NGbNFqTWmNU68wpGoNSY0xR6RVaY5JKl6LSJyt1Sp0pSaVLVGpTNIYklS5FY0hUal0eNIYklU6pMyk1Rq2B0Jsoi9VhZ3gOpzaCnbSg0Rq9m7CsCJSDMVudHruYKRqDSm9WaI2SUxssSp1JbTCrDWalzqTSm5U6k9pgUevMGj2p0hNKL/pmNYA5wNaNG1b17j+CARAAtCZr76ET+42Zs3rrybY9x3bsNbxJ664NGrdBoXkLffZNhR+aTJqzZMHqDX/sPDJp3m+zZixd9due8g2HlKzVa+ovv39bvWH1Zj1Xbj0+Y/H6Vh17SwC+f+te/14D5s2cv2bdzmlLd35UrFb/4QsatxvSZ9zy1v2nbT146UW8qUmLLii8UNuB0xdvPD5o+PRiX1T9pEzdfBWa5CpVc+PeU4CBMBo+/bxy0TLV8xavOnbmmrEz13xSuvaohVsvPtH17D9aoTDwAGev3hs/fbHUFuzVr/UOUtRzuKVarU/dumhAMBgjHJ/Vrlut58m/FLhh0a9h04ePXtFudptxvyyfvaKHRKA9+87UuXb+ii80LUHL2iAExdvNm3TbcKUuVVrNfm2RtOIW0/nzFnapk2PvEUrHj9/d+jQ8e26DOg5fnmncSumrdzZvNvw3zcfRzk+u/kogQUQQeCAb9/vpz5jZnUeNHXZ2sNFiv9QpkK9P3efkF7rS+evVv66Tkh40f0nrrIA+qSEzk0bLVm0bNikBc0Gzp218VK30SvCCn1ToHT1Dr3Hflu9VZ3G3TYeODdw/NLi5Zpt3ner5+A5p65EDp644JfftuctUgWFfo7yVMxW6OtDJyI87WDvAva+S7osWbI+OGUtgPWxKVo/W9BaE+l2VpWRUhpIpcGq0Vs1eqvUrFRqyRS1JUljSdKYkrXmJI0pSeP608v5nPFMSNaarCbKQTk5RgTWq32cCjdeZEUgGd5s53SEQ22yKvSEQk8odRbJec+r8pyRvhUUeiJZbVTpCaWBVBotKhMhOak7PStbwCKtSIwrU75qr4ETl/++rX7zTi27Dv6xWdeB4xZ16j+hedue1Ws1bNOmCwrJ82npqsMmL5q3cl3/MZO7j545YsayKZMWzJz1W6nq3Rv2nvLwaWyv3v3rtOw5YeGf3YdM7d5/lKejNXeuTxAKN1PCxPmbshX57s8dxxet2jJg3JKOA2fOW7brp1FzP87/BQovVK/LqFl/HGjRYfBX3zct9k2r0JI1KtTrev1pImAwaNQ/1mgyfcGargMmtOo+IjRv+aqN+qMC1fqOWzV/4bq2bbtv2nW0UZsevyxbKz2Fnr36bN/5T6nyNdFHJSfP/x2D6ODZirXaTF+5Z+K832s36VytXtv67fvX6zF86m+7h09bzgBwIrRq1SVbjhIotNCJS7dpgDOX781ZtPrU2csNmras+G2NRSvW9x0wvG373iis8OyFa3/+eUKjFt2Kf9u6bvcJEY9T1u86kb3g18MmLbNwwABgEDkstujeb+Ts5R16j924/Uzz1kNQthKtewxzAGCA3j36h6FPUEihzftPsQApL6MaV/t+7uwFI6cuGjJ3419nIn+e8Qf6qGSlGq3X7/j3p1GzCn1WuevPU4ZM/vXj/JVYEfoPnlOg+PfHrz/+5/L9nPnLotBPUbYSNRp3fx6nCdoIft8lXZYsWR+cshjAgZsxaE2kzkzpzDa9xa43O3Umh87k0BqdOhOtMTs0ZofOREvHKrNdbbKrzHaV0aE2OdUmu+SUJpva5FSZnWqTXWW2qk12tcWhMTt0BK0nnSYbS9KijcfSZBzRa34uxsBygpPHVk4knILJxutJRkfQGrNDa7TrzDad2SbFK0WtMdh0JofKaNOYHUoTpTRRKqNNZaQ86JWcwmBW6ImsnISFecCwZNkahPIilPtsxD2LE1BoXhRW6PLdF+s2bp8xc65SoUWhOVFI7mYdehmdAgrLibIX1Dqgf99hgweNGzZt9cJ1+5KSVbt375376zoUWhiFFq3furdn8HXc+Cm1atYTAPYcu9Kh75jzV+8f+vf89kMXftt0pGylekNHz0Yod56iZcctWI/ylUOocIVvG8/9fQ8KL4rCCh46FQEYeNoZGvoxCsmFQvMkG5x1W/ZEIUVR/sqNO44UMJQoXgah3FV+bCiNg4qA165d27v3YIRyo5ACz+M0GEQO+BEzlmw9cmXv0QsqowOF5EGhefUCzFy1uV6rHgwGAaDKdzUQypu7wBd3nsYyAM9ilH8fPnXn7sNDR48tWfEbCsleseJ3d+5HopA8COU+cODE9Nm/otCilep2tgPsOHAWhX/6PJFct+3vLXv2YxB5wIt+W7/72LkW7fpVq9EaofwI5V+/RADIGLo1KErQrlQaL4rd57zAA6TedHMGUcOH9+699jq3ScfKB1XHyWikLwoJH+rTv1RSC4UmmvcnOUX70R9nOfzyGfa4cPno7AiCpJNMNkmz/y1bft+COVHofkeRibKAJYlS1ZGlLUA9pqEpbMoDaTWZJU4ZyAcRgttJBgTyZopzkTyJpK3WF2OsAkWK2+0cmZKMFCuPy1W0UwJZoqTzhutqccmm2imOMImkHbRSot2VnTymBWxB8AYQAQsYuAwMAI4ebAxmHJg0i4SNkzYBNImkDbBTHFSmJIzkayRYCRIS5zWW+x6i11LWNVmQm0m1WZSagGrshLAEGQZUuBQNPY56ZnNJMWXegzw/HlC++5DKtdpP3vlZl8b1anToLDXseA14u4EGDV5Yf5Pv544ayUDIE0eTjWK7ZswHlJ7HTw/+fVAePyD18QuwSsBrHv+lPfMMux77z6Z4zVFyxMmC+AUoW6TdkNGTGEBlDqTxmCEgHB8QnZfn5pCtw/sdeNCQJ5LPpUKQ978peb98gfvOy/BPwe8/njfJV2WLFkfnPxIkJUAVhkprdGuNzsNhMNEshaKMxGM1SFYadHGYBuDHQxkwjnZ1AOaAzstMAJwOPj8LB5AwrAgAs2lXuhkgXEHaGfBzoKNwTanSDkFyilI/dUmG2u2MhojpTESBsKqJaxawioxOKsBHCDvivuVDeiAZ3Hpyt09xyJsaSwO9vGLfdbIYoAUlfHgsQjPnOS0Y38tY1tphZBpG1i++yMBiBjOnL9sdQiBHwGvJ5+LU2PxDVM0m4krV+68Ou3uy95zKZclS9YHqcAKI2u6oCXTVzqzzWChzSRrtNCUA9ucooMRWREkZPrZbfBuAAX+JDmWEzwJDbwqaAXo/a8gpl7lCURqxHAYeAE4Hpw8ODhsF4BkeNLBGwgHYaXNpMNA2LSEVWUhlWYiS7ugs17eLb9X+Ex9A7x2OPCFjauBnrahY7e3wGt905R2anwDd63SFtMKKa2UpBl8FuoVuZGW3mcRlyVL1ocq/4oiMwDGABg4hk9R6RMUumS1UaE1q/RmjZHQW+xGgrFQnM0pSu1O7269oIgNdJ5eZeybUAHAs1O8f0dlgGe/895/BnZRcgAsBkYEJw8OBuw0Jqy0iXLoSJuGtKosZBYD+I2abK+nwEfulns3If9tmF4POZkDcGCM/k8wg9dmLicDrnpFLgU5fsXl77eQy5Il68NUYFWUSQALNK9U6RNTdAqFQa02a/QWrYk0EA6jlSPsnM3JM7y3HQaRB9EPw4L7vN8wof9JnNps9Zz3jGIKAIJXyJDq2SdGr4E9kQde8A4cg+Blc5HHYHOKRovDbHXqKWk8mFQbyLfcAn7dDRWChxDYln2HrM9qZVXS33IWBH4Cvu8yLkuWrA9UgbVH5gGsUOoSkrVqtVmjJ10AttBGK0c6eJoDQYTte7YVKJOjyNfhJb4PLV0jZ9lqBQqVznPw+MEe/XsUL5+/Qs1CX9bKW75OgTJVC1dv8v3U+dM69G5b6rv8ZWvmK1c735c1CxYum3vUlJHX7tzIUzR32RqFvqyT58s6eUr/mP/b2l/NXDSrVdfmZb8vXr5mgS9r5ypXO1+5aoVLli156tzZhm3qfPFdwS/r5CtfL1/5GgWLVci7YMUvA0YMLFWlSMVaRcvWylWuTu5y1QsU+TLP8NGjJkyYUaZM5e+/rf1N5RqVKlUtVqzst1XrRMUobAw22pwGq0NH2rIEwIFZ76u3AeDUx/Wf1H8EwCADWJYsWRlTYNXxpl3QkiUspdGiNpMGC22mOKuTv+NxAAAgAElEQVRDYHjgBbxk7YxvO2Xrt6rU0I3FR276Yuq2Oj90yrXh4NIvquVrMazkrD31x24rP3brVzO2Nmv5c9mKjQv3mtpw9Nqak7Z/M35r+Wm7arQeXab98JoHLm8uUT1k2p46o3Z8PmZ7mfGbqg2c0bB5n6qVGuefvK7VpO3fjdlRasKuctO2NwgpjP7YubR+71I/r/x+ws6vx+8qN3VPjXaTvpi6akChr0MaDyw+e0+TsdvLjN1RduauBlVa5yhePv/GTdteRsXxLOYY3uGgn0fF9ew35ObdZ1ZaNDsYD4CVWQHgtJ5BGnJ3EWcaHqkXvvn8qczHjgNOB9yQ9OngM7jwwcv9dHz1vkq1LFmy/hPyrzHefBJWvNqQrLcoTBa1yeoNYEGE5Rtnd5lV7vdbrTc8brj5aYtDL4f3nlNlx+nfqjQtPm1T82NJo3bHdNwb3e1Y9JRRq5p83aLQlPXdt9wauOdlz+3P2/wdPXDWtrYDZjc9emdHvT6lDicM253QZldM693P+q/4e3j7n2vU6FLswOOZe6N7bYtuvjeuw6GoUZ9+m2393ysHzquz+eaAvTFd9sS2P5Aw6JdD7ZbuGleiavj4tU1OJI3fG9dhc2SLIwmjOk+sULxivnOXrnj3IQoA8xevuHXvuZ0Fs4Mx2pweAKfoLFkF4HSeR5Aq/k0AjD1BvXP9jwAYy9CVJUtWRuVXj2QBgBNUphQdqdATapPVSDASgGkOGB5WbVpWrUvxgcurj1hTdfTamtM3dq7bvcKu49tqNP2u6+iac7d1mby54dRNTeZs7tNlTMN6nX8YMrvbhDXtpvzVdOqmxjM3te88svaAiV1P3/y3Qr1ic7Z3mbip1qTNdSavazV8do8eQzvUbPP11D/6TvyrycQttSdurDtrU4/8pXJv/ntb+yF1x61sO2Nr8ylbGs3e2aX7pFq/rJ/xde2yHYbVmL+jx5Rt9Sdsqj17W+fqHb/4ulblv7bsvXXrmcXEqhRmjYa8ev1xr37D7z+OphhsstNvqQX8iickug7EjF3kTYV0wkz7x0xKBCmF0jj6u5AnQzJ4L+4UypIlS9YHoawEcLLaBeBkLSEBWGoBkzbBTmNWgCv3rg2f03/w7HY/zWk+elHH8Yv7T1ww8ll85N9H90+cP3TqrwOnre49bVX/SYsGL/trwYXb5/7c98e4Rf2mrOg7aVnPiYv6jps15Mi5QwqjZtzsUROX9p+4ouuk5V3HL+47Z/n0M1fPbtn/55SFIyYt6z1xRdeJy7tPXTpk7q/zYxQpv21ZPnHhoKkr+01a0WvqioFTFg+/cu/ykbNHpy8ZM+nXAZNXdZ+0stuEJX3Gzfv57+OHd+3/Z/DgsUN/mvDTT2MHDB7Vo9fP4yfPSVYbSVo02lInYX3IAPbin5BOmG8TwO9IMoBlyZL1n1YWAzhWqZNMOisMZrWZ1FvsJpIlbIKVFp2sNKWZ48DGA8WDTQCnez2wKAAjgF0AmwB2ARgBOAF4ATgBnALYpPMYOAw8BhCAF8DOAyUAJYBdAB6DiIEXgOHB6glc6sMUgJcC4d2Bu2PkpEB4VyDSeVevKHZPgeYArDRP2Jn3BeDXfqJB4PruWqUBypJ4Bc/HxNv4dPCELCkA0oAxeMNbOs4YzoV0PoNkyZL1P66sB3Ci2pikMUmGOPQWu5F0Wqw86eDtNJbmQr9SgcnKoDJ9oVupu75zGGgBaAHsrEA6WLPVNQVaAvCbrwN+i0/0gwCwhzoygGUAy5IlK7j8ufDmXdD+lrAIh4miLTbWSosOBjj8ptNqAhP95kF5hynZomBFyYK0YHGyJrvTYLUbCJuBsEkWoT9kAMuSJUuWrP+E/LmQhdsRKo0WaTMGicGETbAxmObAe68Y/xWTEMTmkb9lA68L/K8NNqvWY7sj1YmuGc6evQH84uIBaB5L9DU7GBNlNxBWA2HTmSnJFrQMYFmyZMmS9YbKYgD7bEeoJ7RGu87k0JtsRovDTNJWh+BggHWvpuF4KFT0i0YturAAACAK8HG+Mr36T8RetMRu25CejWgun7u+YskqyUAlH7C3j7SPjTvRImBITrEVLFwJobwoJM/YyYt4AU4ei9i25WBkgqlpp8HRaoZ2U98TLYfByYmUkzXZaRPlsFBOg9mqM1M6M6U1kWqDRaUnFFpzoloGsCxZsmTJyqTeLoDVeqvGYNMZrUaLw0Q4KadgdQhOFkvbJ9isDEK5ESqYpKMFgAsRNxEqmqfQdzwGjc4+cvSMn0dMURkdToDNu4/QAI8ikyOuPLx7/emfv20DETZuOdSp58ibjxIkNq9es615u35T5q/RO1J30DObrOUqNazfbMCJc3d/WbwOoQKDBk+9fvnJP4cj+o9ZhMJKtuo3fe/x28nJBsAQFav558Rlq4MTAOysIAHYSNoNZqveROnMlMZIaIyE2mBR62QAy5IlS5asN9K7ALDGSOnMNgNhM9lpysk5OCwB0qwz1ajWAKGi2w9eoQGGjp3RqMWAhs2G3Hls/OzL+rMXbZww94/PqzQ9ejmqQOlqw6cs6T9y/o7957duPNi/x4jRo5eEZv+y4g+tmnUeYhNg4Yq/QrMXn7N4S/YiPzTpMsaVbgybNu5E2T+LM7iaxZcu3HpwJ2rJvN+GDps1+dedKEf5EXO31m89uE/vwYBhxJQVNZr3sXEgANg5jnQ6zVaHibLrLVap7as1pe4HnKIxyQCWJUuWLFmZ1tsEsMGsMVJak1UaCdaRNqPNaXGyDk7kMACARadr2bht6Eelu/Sd8TzJ3LH30LV/HandoO93Nfui0DJ3X5hvRurRx+VHzdt05nYiCi1arWk/GmDt6l2VK9RDIV/UbDTQAWAHMHPwbe22y37fRQMsWnsSfVTuxMWHAgCIMHzYuFzFv9cx7jaxACDA+NGz2nUeeuh6Uo5yTe4lsr/9efiz4mV1GuqrGp17j1rMAPBeADYQVr3FKtHXG8DyGLAsWbJkyXoTZTGAvSdhKQxmtcGiMRLSzGEDYTNbfQBMGDQNajccNHDeF+Wa/Tx67rhpi7btPPlN1TbFyzRHqGzjdkOq1GzdrNvo688NdgAUWrhqo540wKb1B0oWrYJCv+g7/BcawAFg5OCLb5seO3ObAThzNR5lK7V0zR4eAASYO2dxjkLf6JzAAwAGwQGUCcaNntOlz/h/7mtzVGgarRcjX2qq/1C/W5dBIbkrXrqvZgE4DHaOs9BOE2XXWyiNhVKbXQBWm0ml0SJPwpIlS5YsWW+oLAZwQAuYkKClNpM6M2WwOswOxsoJ0mIkjTql8lffbd9+4evKbRDKv3Pvsd37TlWr1a5J62EotAyDgQE4HvE00QyT5q75rGLdmk17p+j49at31Py+CULFqtTo6AA4c/NZvBnKVWsxeMQMFmDCjN/RRyVvP0mRiHvzxgOUreSytYdZAAFDzo+K1fyx5ajhMzr0GLnzYkxY6ToqCgQM3bsORij/x0W+sQOwIohYWv7LSADWElaNxacLWgawLFmyZMl6Q70jACvNhJawGqwOs4OmWJ4RRAygVGmqVav798HL6/88jFD2O7cfHjh0pnmr3motDg3/rGix77r2GofCPh03czXKUTxG5Zw8Z/XocXM3r9vSp1Pf1au2ovBieUrVyPdlLS0N67cfQiGFOnUfjcKK9Rs+M3UiNIafhk5BqEjfYXPKVGqAQgrcuvli8aI1XfuMiXisR4UqT5i7mgWYOGkpQgWnLVpvB+ABRAx2WrDYaBPl0FsozwCwBGCViZC7oGXJkiVL1hvqHQFYbSa1hFVP2U12J8lwNC9gAAcrnD53RaGxChiuRFwHEUgbd/P2cywC7YRBAyc2atw1MtZg4+HY2ZsMQIrWdvnaXZPG8OT2AxBhx76TVZv0uBNrcQCwABs3H/zuh+bzl21y+i7tBREWLl739Q8tG7cbEJtowBiiopIfPk2wirBp/9lff9/MAmzYfCQkRwkjDbS0nEnAdlogbVxQAHvGgOVJWLJkyZIlK9N62wCWJmGRWhOpM1NG0m62OkgHY2d4VvRe7psavTR72fsnwe2wZ4t59xJhaeGvEODZx2SH2ycPQYLFADt2/I1C8i1ZvZlz++EFbHVwhJU2kTa9mZQBLEuWLFmyslzvFMAGwmam7ITNaXWyTo4XsJiOVclAm1bBvaVjmTKYzSzpprGX6Y2HD57+tnYLI7g9AHC8aKM5wkqbCLtkgkMGsCxZsmTJyloFIivru6DdALYZSbuJtBE2u91BO2mW4zhRfMXmDIFJfBvya4XzArYzPGFnTITTYLbrTTadUQawLFmyZMnKSgWS6O0BmDIQNhNps1htNrvT4WQoh5PzMicpSQTssdLsZ2aS9+pt5n39+KE0sHM748IAAhYdLGelOdLG6YxWpcYopV9jJGQAy5IlS9Z/Xe+gNs5gne9Hn6wFsEVrcjFYb6KMhNVEUoTNbrU5rE6WZLEdgMLgnjYlAogCAA1AARhFsLsRSwMQIlgBaPe4LwlgEIAC17QpcF0OHAbCARQNEtoFvxtwMTk1/UEhjQEYgbc6abPVYSTtOjOpM2d9CzjgnCxZsmTJ+t/VWwGwNIZqsHgDmKYYIACuxhMr9l+KNPIsAMYCBmAALkephvyyYcTKXbsinpMAVoD9V59M+H3XnK3/PjEKVoCHibq5Gw+OXrVj0e4zcVZwEQ6L16/eqPRNrWZt+zZr06dD96GRiTrG3W4W/KZGg4u9GzZsO/jPad7Lm6uFLQp2hibstMXm1BKUxpIpAF9OTgvAsmTJkiVLlrfeYhe03kwaCauFoAibnXJyOgY2nIsp0Hhk/qaj/41j7QAiYB4g2sDUGT6nyawNSyPiy3aftOla3OEXxu8GTl1+La7nn+e7rjgYL0D3Cb90mbF6831F/Qmrp+08pxElQ1fipLETEcr5x5979x88l7dwhSr1O+oFMDEwa+HqBSvWmxxY4uufm3ZOnz5fZECRoEIoZ/Y8JUw0PEmwDBo1bdPuw3betRSYZhnKtRehzbMVkspkyTCADX4AFoPstRjkAbwBrQOeS4YDlVvksmTJ+n8tEd5rReeuhgNraZ8e2bcKYJIgrZTVzgjwOMnyfc8ZqGr/Uv1WHleCFUAQgQX46+jlbwbNPs/DTYAGM7c0mLz21/Mv1tyIuy7AyKNRdWfveEDC0j0nL6iY5wCjdt/otmiHgnMBeObUaUWKl2MAeAwr1+5DeUqfe6Ss1qgrCi2AQvPWb96JBfhp+GSE8iKUu2v7nn+sWI9QXoQKjpixBuX4AoUWRmGfrN26nwEQAFhOkHqh9RarkbS7TVESSqNZpTdnHMBOzwRsr5nYr3pImVMaAA4akUxcWbJk/b+Wby0XvG58NzWhNNj7ngFssBAEaaVsVppmk/TWpxTsfGb9ccKGwwmiFUAEzALsPX+/ROuhZ2zwHOCHEb+V7zPrOYAeYNvVFz+MWt1/3Wk9gAVAA3DTDNV/Xrj83/uEqwuanzZpMgrJPWzikhnzN+UpXLlT/3GL1+8t9EV1GoBh4PPPK06d81vBz6sVKVPbZIMH916IHBT7vOq4uesX/HkUZfts36l7Ow5duv400QHAYxBEsNEMYXMaCIfObHN3QVsyDOBXd0GnuRLa51j0rH9O2096x4ExysfysXwsH/8vHHs5D+REHIBAaQA0HZfmta6fg88rSiucQJ+eM2+9C5qyWR0Oh5UFI8DO+8pqI1ceS+Kt7vlWJoCOs/9Etfo3nrP/42Zjqo9Z+VwEM8BLEv64nNx6zpYLSWYtwJ6Hyu/6Tpuy82IKgANA6sCeOnESCsldv1WfZu0GDxw2M0lNzVr4e9OOQ2kAjKFx4/YDh8+6F2Up8HlNhAr36jGYIoScn1TsM3JpshNGzFmPspVAqODiDftMIrAYeAFnCYCdwTJREseLjCCyImZFzAuYF7D7GHgBgp3HvIA5DIHnpYOg/oMes2KQcLxdBsORj+Vj+Vg+/nCP3WQRAYsufroP3I4XBV4UpEt4tzVi739THWDpcj92YoxFwNgToAC8gDlelMLEAFKSPCcl944ALP2rN5Mm0mYkSJKy2Ww2ysmZAXbejKs5YunxODvlXmtEAVxUw4Ct1wYcjCzUb0m/v07/finywJ14LcBzgKpDFiyPiNoZY680cvXEI09iAYwAtJQGUZw8blJY9gK06F6bhGHVqj8rV2vjAGAxVKhUb/z0VQ4ABmDZyq0hKOec2ctDc1XsNnQRAWAHsDkBhRREHxW7Fq1hXF3QLGFzBt0P+JUAvhQEwCKACBgEToyNSYx6GRcZHRcZk/AyPvllvMLjouJSomKVUXEpUXFJkvP89CJe8cLLp8dFxqVExqU8iUl8EpP4NDoxKi5FOvM8NvmF+9eg7nl8qs90vMlOdrKT3X/FvYxXRCcopboxJlEVFZcSm6SMS1TGJ6kkF5skVbApMYmKmERFTHxKdEJKdEJKVFzSi9jkmERVXKJSukT6Ny5RGRWTHJ+kiktSxCenhpOY6pTxycqERJfn2ARFbIIqKib5ZWxSVFxSbIIiNkERHZMYE5sUHZccHZccHZ8UGR0XF59IkqQbDQEAfq7M+hawkbASpNVqtZIOlgLYdelRnQHTzsWQFMD9yLhrd5/Hm/ixaw72W/PvwD23f5y28bRG/OeJssfkJdM2/D1kyZYhq/YeSXQU7TgmZ7uJw/fcmvDn4b0XbjncAB43ciwKzcliF30Bi7ExSXkKlf+hTucKVZqUqVAnKoEYOWFBhSr1xoybXapkhVMnr5WqUD8s31dL/thbumLtwT9N+qRouW8adYwnRBaA5gUHK1isDgOReQDffaGmcSqAMRYAAxZEvd6oN1h0JkJaYawz29yNbKuXI73P6Mw2jdmmMdvcnlN9qk1WlZFSma1KE6U0kGoDqXQ7lZHyc0oDqdATHg/ex7KTnexk9193kgVGndmmt9j1FruBcJhJlyNtjHRgsbFmK2Mk7UbSbiLsJsIuHZtJ2kzSHv9eznWStNOElSasNGljrKmOJmxOknJ6/JsIp4lwGi02E2E3kw6jxUaQDoJ0SNYVDWarzkSYzIQgCIEAjnigORoRd+u5ig5cvJN5AJsonYlwrUSiSMLmtLDwTGk+fPlhLIkpgGNX74+fu8IkwplnysV/X1xx6v7FFDsJYAe4G6ff8u+VHedvR1p4BYZN/9fel8dJUdztT6LGX2Lim1cTlbwaTUxMYg6NMRpvjSZGBY94BLwvRAEx3qCCAnKoqICAC4oIcrPLAnIt7MV97S437D079/TMdE9P32c9vz96Zrbn2GUvFLSfT31ma7u/9a2z6+mqrvpWec2IZdvGrNnz/rJNJbvrhSTjmvv37ltSuExLEx4BCDZsqXlr7JRR4wt21TTpBDurD40cM2nU2xN37txnALv3u6fMWFi1u3n6p0uGvjF+9DtT630xBdAAUdUSokRzYiTeSng2Ao53ZAp6x8GARpAyuWkSYhBiJD/rWrMW7X546LizDJgY+W7lXjcJDBO2QnKc4xznuG+I+7p6tvYjtf7kpjOTO6AAZdWhpRVNW/cHsw4WskJ1nYAtWxzWl2A6wTG8TAsap4M3EVWxYlP1F8tLOYADWIABuNT2XBngAQEQABHggADgAUIAC6TG6aaVxKxXBpKa3E6TkJHFSQSEwEjZ5NIJdEAxTEFRGUFgeCkSF9Njzc4S8K4DAR2tbJcqulZnW4Nnv95ZWAu1NAINyF7Xl6+yTcA0FFWVlYx7bbULBw4cODheYFFdcqjT2u3nWk7smKbsIGltKqAAars6O7XKOk3AS8obt+4PSqTnCDgcZalYIkyzkTgXY/kYmzqYgZd5WeN1EhNkQTV1QMsxPGk3Tmn5FUAGlNYCbWVfW4ozlqV15M3IAEySZF9WkmhOjLI8xQihqJBDwB1ahGURcGvU2cvij2CTK1PMTAllr4u2xNIEnFedFbU9AYaiaorqMK4DBw6OdyT7t4xuL9m7GoACiIA1n6rnCYzssBapkIzRmp1lFCAB0AANJFp15h0+tdXDmzaPmfIRBSitCS4ur9u63599tC6A7hBwOMpaZh0pOmkYi4knEgme53lBlGXd0A2iGbpp6iCaoas5I0IzPX+bz+W+rWSnM+/QkACGmVzhphi6rGi8rLCSRPN8lOUphrN9cO3EN+D1O0PFFS07DwW1fMyaflfQM982csWyMkIyg5gZgWz5zSyI3Pc4QnJW8jlw4MDB8QxrPXPr/GKKLKMm5qzbPHXZ+vLDzQIgA6rtrAFrLBvmhIRu6rbRrQwcDtJBGYLt3FtrRnZnk/+zks0fr6r8eM3GDY0BIaUwPSxO+9XUFRHwJ2TFFm8WtSM1Ai6tChRWNmzc3ZJ3bN0FAo6nLUJba46oWCK1JouNsQk2wQuiLEqKrGiaoWeybBvIGtLa76RYts15dtu7kg6oJlEMU9JUQVETsswKYlywrEDzEZqjYomuHUeYJuDclWwkNYi3ptM5QACUrJOMUzWUzgVJmcUWMoMcsXwsPWrm9Ev2xIhDxg4cODjOYRiaYVgTgTqBZpGlm8NDr3908u9u+s55fz3v6rtmVdSEADr1idPaehMGJhetLtvfLAJiamgbAX72tztfmbEiCCRS/a0KNAk48y+3nPDzv/zPhded9Isrev311joBDJCwTjFIDbUFgAXCBAwQBdY2xvq9MXGnnxdsn1ZTy6wyCLisOlRc2bippkUFco/s7S4BJxdk0cnp6GicYzg+wQm8IEmyquumnSCNtqjBmuW33yX2OxkuMxD01MSCZs02qwYvKwlRiosizYmxhBBlrbFvwvpuHabTWejkaUgVLTvyEbAB7G/2lu45vIfVPy3fOalo7dRFy1ZVbtZS70QK4E+o3oTSyHACEOIUBVAAVtEWrS2burzs05Jtkxas2OcJZhm7th8blX6P04Gaw43F5VsictufQBwCduDAwXEP0zR1As36kmmR64ND37/rlYleIAJUNLC/uO2xD8oPbohj8qrtFgUO/PDjbTIWH47tleHWMO7ToruefmXxtjofcPbNzwz+YmdhMwa/88nuRr/FmvtY3P/mpy1ACPADL89Y0+fVcU3A4j2+FwqKXpxZNGdHrQdYuMv90pRFL01Z9NL0RVsTWBlFvw+K3v9y57RlFRbNz1hRurMlqgJZq6ArqsPLKpotAu6REbBlxJEN0GwGDTNckElEWYFOCBwvi5Kmaa2bkw3bJ+4kDduXN5uA2UowBlopOesow6wRpEJgkZlEIBsQZCMhqNaycmsZOsVw1sZfy9my0HECRtoU5c5DwZxCNHXg1XFT+o/dPC8jafe/PjT7896afykT+cVWt+/BcAH3Dvso882H95KkzqCEbOW7QpxLBBMiOMK5vy534s/uf6B/qMmbm7wxAEOsDY3K7bxsVXB1huZCCyv2HnpbQ+t3FHf+lHBPkHdCoMQo+fO43LgwIGDowuYGR19ioB1Ak0F3CLOueaetS2xYGp57yPvL/jTkEnDNkb/9Mx7CSCiw3XZzQVevd9nFRO2RofN39Jv2OR3ZxcXbtrrA8675/XL3ljzhyGfj5i9xhoxi8BeEf3GzT4MtACNQJ9Rc+6YMGu2X778jekz3ViewEX/nTDhgHbtiLnn3zF4jVvp+978K4ZO/6gRfWdu/Wir55L/PLMzyB0WcMFdT24ISmIGd5iSifIqqrjcvXWvr6dGwPldgGZDcS4S52MJkRVkRTXN1L4cLqE+1v/5s8696JxfXfrYM6+IBnSgYMb8UWM+sLh23JsTFs5dsb2m/oU3xzGqqQMgYCLRSVOnBNnEO5M+Gz56kjUKLPhk8eGG0PYdNWef/avzf3fFuRdcceqZv50+u1AGVAJBNuKcGotLkbhIMVxqV27GtHOXCXhpecuOA3kIWAFGTpkzrzr44Oztl42Y2wBQgJA6h3HIezOvfGL0mbcMHrHm4EIfhq/Y+91Lbhkxf0UEkAAOKNjsuW7IhAhAA28UzL3juTc+XrkxAlDAwFEf9HvxrbGfF/mBjV76wdFT7nplfJWfZYAHh06ctbaGNZMEbGitaU62Y8AhYAcOHBxfEHlJ5CXbHJ6ZHoUpwO4Qel1zb1mItwiYAV5bVvWbF2Y8Vc5e+vo8GogBJ/7roY8oPFB0cPDyhn+NmDt5zT4GoAEfcHqfl12XvNir/6y61GIrEdin4MJ+L1715Cu9X5lwTp/ne909dDPQ94t1rj5Dbp9Reu+0FafcPujmT7b9c2rlh5UtTcAqFmc+Mu7fcw/0m1uzVUG/NydPWr33nRU1f+n/Rm3SkmP6w6gpE1TWRIvL3Vv2eHvSEIfFbVmsFqYTYZaPJUSGlwRF1QwdQDTCXX9dH9dJvR584pVBQ4b/z0/Pv+7WB+MaLrz4Wpfrh2srdusEJ7t+euO197730XzX98+si3EyAIPsq6o674JflldVnXLm+a7vnFbfwijAeRfeOGNOyVtvTXC5Tu4/6PX/vvrOw0++ULGpSgc0AkHRaU6KxK3FVgn7GD0fB3fwGzAUYP2uWGFFfgLWgLEFcwr3UY9+UeO6bdiT87a8+MWaNXsOs8B/py3pO27enSM+P+X6p2+bXH7HjM2vrm8+rfeTE0u3RVKfjT+prL/5ufEcUNXgHTFnxfCiTWff8+zyCEau3N176KQn3/7kj3c+tbiJ6z+75Jb3lvSfU7HscJgCHh0xbV75AdbMMwv9dT9BDhw4cNBdWL2rSVRiWqYcTAXwGfjFPx5ZsMdrTUE3AbdNKPzTyCXP78Elw+dGgChwUu/HPwjhoWX1A5bW3vz6nKkl+xMAC3iB0/q8fMojn1wyet2SeolJrcLZJ+LSR4cN+WjesJlfuv543y0jFh4A/vPxsjMfHvH2Fl/B1kPzDoWKNdw5o6JgW8Ai4P974r07Pt/90JwdhwzM3Vx32+uLzrh12Icle61ePWsVdEV1ZGlZ89a9aUtYGfzSrVXQeQk4ykusqIygD2wAACAASURBVIiqZg3P+vd/3uU6bUeNVwUMgr0HfK4Tz50+f+szz41xfecn5/36Kt1Erx/8cH/vDx9XtmJ/f7ZtEUAZhoqT105U1Xbzl48Ka7Hne5er07eQFn4Lreg2cXbp88adZvf3ORmtq8ZE1r66YhKCrDS9bMc5BJZE2SW86ei04QcFWkqNKTnoImtv2+CjBu+hcL91CPz9/g75jx1XRU7bV11BckOCHV9y3UcNe4O/DF9w0acsds/cWSuj38dKSkBBNTTJ/WnHwtufG8AAHTFlX/ZtHh7v+fPfIXcwNYxZuB5qAZ6YuWxrDsE2Np9z/+lmPvLm4nvEDj4wqmFe5n81ciqVpWhYHO3zswIGD4xFpAgZRQTTrY18CeGXygssfeqEOWN8snHb1vd+/deCUFkxsxo96D9oXx9pDHtdf/lUQwENfbHl/R3TI9JKXPloYUPHxktUHRZx7538HFTcOLq7/+b8e9WvJr6L7Gdz/2ochgAK+PCT98PL7J22onbk39NPbB5VEEQSe/ejz+T7cNHbhWbcNbAAGfV5x8bMTZrrx4OSlLToCwA/+YrrDw/X6ultURmLsCqqw8sr3Vv2+ZTMJVpdJOC81Gsn4AgnMpIqaBqgmwSn/fQC1wlnGqk1VjqB63u/6/3A2P5DPnzuxQ/Gjf50ReHWX5x1+QP3D5u+aON3z/6jWzFFAAb89XWX33DF1oO1/7r7uWtvHvLPu55ftdF70z1DF6zaN3nSLJfrZNd3TnWdcLrrhNNnL1ll7eERVS2eImBrCjojeTkp78Qq6KpwUWXLzkP+5Ai4ddRpKsDo6fPn7qEeXLD71y99sgVoSdke+fmt/VdEUBTEeU9MvO7Dyltn7pgdwU1vFRTXhejUyvgZZXv+OWhEHJg4/8vewya+XxV1/XPg67vYf0xaVcyjVMbDU79cyaMMmHiYf3BmycOT5tfIeHz8rDkbsgg4tX3LgQMHDo5nWMck2Lq15DYkHeCAYdMX9rrunlP+dKvrtItdva546KPiBuChER/+9JLrr3v0uV/d/UQFi9GF5SX1dJ2AG/o+dfI5F06c/yUN3Pz4i1NX7awz8PdHnn3tg6nW1LYnrrw+YVpU0hRAAEZ8NL/XlbfViHi3eONpf73lJ5fe+PiYgj3APe8Wnnz1kyddfv8VTww7pOOAgtGzlrA6aKBXvzf/NmxWNMcwiMUd5VXB5RubN+339YwpyvYJmEoIUV5KEbBpEpx3/iWuE05P78nRAddJv31g8McPP/3etBlrAi3y8wPePMnV69Enh88o3HjCOX9wK7AI2FdXf83N1209WH/D7f8dPHTOwqU1l1zV9/8uvG3J6n0FBXO/+53vb9hxaOch/9Z9XlqGAeiGRcBCLCHaT1w42gQsA2/OWLLgEDugsPqEfz4xqGDJ0CmzPllczABzNh7uM2za5f3H/eD6px74pOKRzyvX8/jXK2MnL1ufSG1e+qJsZ79X3k4AEz5fcvVjL70wt+x/ej/zwR52hhuXvTbzhlGLf/3k6IUt8WHFJQ9Mnn/PuE9HLi5tBB57Z86s1AjYTB5P6RCwAwcOvgmwEXB6QZZlNwIqwAI7A9LGZmE3jc1hbPJK1k7Og1GpXkIAiAKJ1N6hkEiqmsPWUlaeQE4Z8QgKspFazKullkdZY9YWwaQBFvAI2B3gokAQ6Du84L5R88qC8KeUW4RaFxX/NmT8Uj9J5JBrmoCXbWjatN8n9qAhjrYI2FqERYsyr+iqrgGYPXeJy3XKiFHvW7mdu3i16+RzV+4I3/0mLfHfwEdbw9/3+U69T8PD/l44drv9vqNR4UAwISvyXPxFZeVVh+4+rbBjw36UCe4/MpbXN89a17RxsmTPzvv579TU6uFk1PQBrHsTVoGsqlYoq0Xha5OQSdXQZvJddvWRLTJAY+MmTH4szXbZMzf07Kiqm7d9r1Vh2pVQASqGqnS3c17QnKzArcKBjgQoN0xLr3jKGGgJZqwyHhbvWf9fvcOf9wH7JQweO6Wi16aefkr0+sBL8HqvfXr97ujwK6gfHHfF6avP8CSXPMd3xwCth5CB13Ft3MJnj3X384S+OYgh62SHbJq2yciAnJqmZZiYwQ9cydn7vZOw0a69pgMm8ENNTVPKQBD35sxfuZS1hadparvE888/50f/Lrb3ZS0wS8ZZ+vJy1htUPAUVagRZmTNVlPHrX40suvuVynDH1j/LvvT3N994ePvzAyouPhZ94cOXYGDFRt3edyff+uvo/PWbbe9f9+8vzbkz9ZtLq4aN3sz+Zd/69bK6sP/v32p58YOJYQ1FTvd7l+PGXG4qkffeZynfz+pJmTZywYO6Hgy3UbE5KhmuBkjebEo0HAyW1IB0OKjYABEGLIwNPjpv/pngFuEywg2rdapXY/520E6f1UyakW0roRSwTGzV7muuCaU65/dGZVkLG1LRkY/kHBzy677csaj5hvWd3X/dT0GBwC7h6+nfTjEPA3B7k9W15Kzo82LTcd2UYCyTDpnxwlqznmj9K3lHxmlKwM2AlYTNmCtmekx/YB2wk4yktxWRU1U029Y8yZt/T3F115/u/+OqlgjvX+smHL3po9jVZxvPfu5NKK7V4qcc/DA37952t+/adr/nbVrWPHT11VupHi5LXlVVu2H7Ymfqd/ssDtoRvqW66/7h+/v+jKX154+U/O+cPTL4wIsbJMwIpK6ryjvFuPukbAliUsKk3AuYY45NTmXTv1ZtU4AcwOnJ6R5mwltfeXS6m1v77lVHm2kc420Fb31Fl/93XaXfvofppzY+mpvHcWR1t/W3H1lJ5jmd6Ol/rqqeelZ5/H3Lh6SmfX0WYXeZSRG0k7/TbJHFBl3VKA0irfsg0NW/Z509+A7Xp6koBDMZZiuEicj/ISLSqcrEmaaaam89MvESQ3P6R1pKja3jWyTnFA+tSClI0OOeU4A4xs0KISSwhhOpG7AqubBFy6g8o1RWlvJcT2FbbjaLOddQ5pq9qtatuSzGs0vPP+7uvMsPvdLrqf5txYeirvncXR1t9WXD2l52inuTs4Xuqrp56Xnn0ec+PqKZ09is4QcJe71k6xfN5YTDM5dFaA8prAik1NW/Z5lR4k4DZXQdOJSJy3lmKxospLuqZD05Pzq3rm3GxeZ9isS+aefWsvo6QFSouAVTCizvBy6sSFPMPf3JeGjhAwYKpmXktYHW1kWTXUXrPoUM1nxWuCaCBaFgc7cODAwbcXqaVbXeul29DT0cGDnYArqsNLK5q27OuhVdBH5mCWD7M8lRAYXmZFVZANSSWCoqsmZAMqoBFopPUswixjk6pJ0ldM0urSMslvpSbRAVE1ZJ3wis6KKsPLsYQYiXNZ889p/5EJ2Bv2+Ckt+4ArUzVRtitYXNls2YJOFWIX3/K6R8DZg91kMoiWXBDtwIEDB99EdG5E29qXmt2aZUwRsDWvbqNe/YhdrkXAlTXRpeXurXt9cr7evSe3IYVibJBJhOJcOC5GEjLDq3FBY2WTlc2EanCayeuE101RI6JmWk4lkA0oJhQTKoFKIBFIBCoBJ+uSSiTNlFQiqUTSiV1SMSEYYCQ1oRoJSYsLCs1JVEII5RBwKMbmHiDRDgErqplZGKZKsG5Hy/KNjTsOhaT0aZGd/BrRtnh+IrdePHIl84x0ky9oR24QRxWdbeU9Mff+NeA4TfZXCaeIOoIefF6O3wJvK+VfyafezqFtAk51uTmJJoAKVNZEl1e6N1U15T3Ktof3AYcYIcSKFKdGeI0WDEY044oZ1wirElYzLBdXdVZJuoRqxFU9oRqCAYlABniT8CZ4DbyGhGowvMzJOq8YCdXgDMIZhDctGcLpSGhgNYNRNFrQIgk5zPIWAeekrVsErAOeGFm1uaFku7uZ0ts8g6jNmiP5aierXnOu5yNg09RtLcC0LhmGZVHbOrercwTc9c8ktoDH7/PfcbSfx2O/BLqfvmM/jx1BN3PRI4XwzSjJ9tGdPLa/UvWrS0Z22DTvmoCZPCKCGIBpGIaZQqs0gQG4g8rarb61W33eiJy7UIsQ0iNT0FwoxoVpnmKEECNRnErxRlQktEIYFYxqMobJ6kkX10hcI3HFtByrEkY1E7rJmxCBhG5aFJskV5WwKmFlM6EQViWsjoRBeAIe4AGeIGGA1cGoJi2ZEV6LJORwXAzTfCiWdxFWNg13hIBhzSQQbNnjLy5v2rCHDseTX6ZNGCRjmrwrriNK7DKp6jcJ9E4pOdqJdNyx7IyjqdxpHo7rOWdR79eejAyXolTT3uvaEpz7CEAHgnFsrAmv2uzbWBNm5dz3CRMwe4aALfYNx2WK06MiiSqIKiRuIGGAJ0mLJDwBo+oJAxYHcyY4ExanciZ4AsGESCAaYDXDupuU1JHQENcIY5iWHkuhYIInYAloncRURCUjwmsUK4UYIUzzPUXAuq4D0Ak8YWXlJu/yDd5t+6NRIWmGWgFEA5IJmUAmEI1Wj3VdMiHoEPRWv0ySoezCgp5x0fKkldglZR2q2SqTG689LsuflQC7P/eipUEmGQK8lnGxC2pzBWQC3gBnu8gbeSR5LTuUoLdZtpIJkYA38vh5I6nf7re05VWVFa9dwCoiS8C6mFUydn9b8fIGxFQou/+IZWsXyI3XSpVoJOOyBHgtGQWfr3nkjdcqmbx1akWRFshqdfb8CmZrnbaV344kJqPwCYRUQHv7ySpnMZWqTrXbLjTsdLzWRbGNlnDEdtvZ58Ueb0bZHnvPS0fabd7205F426oy0ThyYkSSLE/782LdTTdsq2tVTch6RjcrARKSYdOFbEWqADIBp2Ljnsiyisa1Wz0HW7h886YmIUaXCThJZmE6EaT5ECNQrGKxb0wFbYAl4EyIgGigrikYiAkSwKcokyXgrAMdCVgCHhBMRDjsqw3yMiQCgSQlrUNw0x6eQCSIyzjsjiUUiCkxDrA4mOLUECuHGKGtwxg6TMDJMjE03ZrjlXXsOEiv3Bz4cmto9Q6qZGdw3U7/uu2+ddt9Jdv8a7d71273rt3hS3ractv8a1PCJdv867YH1u8IlmwPrNnuXbPdu3qbJ3XLW2JTZd1Nht3mX7vNX2Jz9uv2WEq2eUu2ZcSe1JPj74iz5Et2+NakEtmWs8ebm4aktm2e9K8lYOU3maOcsuqW6yk9uTndHlibN7U9G2PHNNvrZY2tISU9+VpmW+2hzbaxw9eV9tPx0mgrp21ryJuvtdv8JdsDWWKt5dPhmupImaTbbX492/xrt/nbL6v2nxcrrP156Uhqu+WO2vPSWf3dz1FGf5JZI6u3edL6bc+LrUdtP/1WH7s1WLI1aLW3ddt9JTt8JTt863YE1+0Il2ynVm8Nr9zk3VDVLJM865+7OQJuJeAQI1CsFEnoIVaNKoQxwAEcIQKBAVRt2nzphb+f+uFHhgnVYlaLSgEeYAnhU0Y1iwu/vOqyq+d+PhuAmhKwSNc6LIgHJAIdWF745aUXXbZq5TrLCAYPsASMDlpGTALFqcG4FGKEHiHgdPmoBkIsNu+PLFxft7jcvXSDu6i8cXmle2lZ49KyxsKyhsKyhqLK5sKyhuK2f4srWgpLm4orm9Nhl1d6isobl5Q3Fm10F1Y0FVU2F5U3ZoVaXNawuKyhuKKlqCypYcUG79Ky5uWVnqVlzcUVLUm1FS3JUKVNxRUtRaVJDWlVSze4F5c1LK1oSvvtsSwprc9Ore3fosrmxZnZKUypsl9ctsFdVJp9y/Iv2+BOqW20xdW4tKwxHXtRaZNVPktK69NlZY+xvbKtbF5SWp8n3kpPYal1sTFv2HTarN+lFU32omgnxsLSpsLSpmTYSk9RWXNWyo+Y2uJUdaf9lraMelnfmFWzuQrtZWvPSLoN2NWm4yqqbF5k8xdtSNbL4rKGrHaY1QaWlNbb20Nu7jIKsKJlyfrGtvKb0VQy23C69q0azGpsWRnPqherLvJXd2nT0vJk+WTEWNZQXNlsj6WwomlxujDbeF7ytFt7jBUthaVNVtnmTcwRn5eiyuaiTLVZ9ZK+lfcJPWILXLbBba8RK82pMunh58VeJrk5ze1/Ftt61E48L/ayKs3uoKzYrdpM10s6O1Y9pttecWVzngaW7mxLm4rWJxvbskrP0rLGZRvchRVNSze4l5a7l5Y1L690b9sfbQqwig6TANnflbs0Ag7H4uEk+8aTx93HxUhCjvAGrRBWB2dCIBAIZACGNuXFJy/+vuuFfv+OeZoAUzZNkWQ7jQBEG/PsY9f98rT7rv8LhJhp6um7AoFATJGYipV8Q326z9/PO9H12qCnYJqqSUQTImB9JKZlRHgjxMrBuBDMnIgORpnOTEGnfq3zsFLT+hSnb9/rra6NVNVRVXVUdbsuKVMbqa6NVNVFquoilr+6jqquC1muqjZcU29pS+q0eajqOsqKa1dtOKmhjqquo3Yfjuw+HNldS+2tj6b0J+OqOtwab01dtDojDXn8NXXRvNd70F+dma9dtWHbxWSaq3Pkj6CzPpJ9vT6ajqIjabPKsyPyu2rDufJHLLeO62/HX10f6aj+zPZmL5/qI6Ynu60ei/7OlmdVXWRXbSfy1UH97dR7R9ptJ5+XSHUdVZX1vNRRVYepPO3/2H5eOq6/+ggy2X1je8+LrSvOls/X5qsOt/5rdZ77GmK7a6nqOqqtet/TQCejtuXdirSm1h/hjVZz/a1Ly5Kc27VFWPGQjYCDTIJiJYqTY6IREXXBRGq7sQ6iKc2737rp3Bn3/n7oPy6oXfsFjASgpY1YJafFiQ5TAnXwrd6/fu/OXz171VmNaz+HkQB0u22slKQQrl7X95euMbf+8v6Lz6wrK4bBp3XyBiKiTkugOD0YlwKMtRqL6xYBJ21tJTdWp/cuZxnsVnKu5AooOfL2i0rOb179aVPjehspOUZcW/k9etF1Sv+xJp8b9thJz7HgOpt++dgrn/aV531eOi5/tMvzK5Zvp49tp288Gs6eks6Wud5qotIEgaaoqqzYdhWT7q6CDjKJMMtTrERLOquShAZWBsdpgZamwMHt4R0rC1/tM/0Gl2f4n+f0+dHnj14c2ryQbtpDBYKsYCqArCPk80fr9wiHyj8fdN20v7v2P39B4b2nfdr3N9SWJaG6Pd4Wn2pCAXgZPnezd9+W5vIF7/37NzP/7qof+scxf3W9/c9zwlsWtVSXN+yrFjjRADgVMZFQqUFwKCoFKC4c5fJunerAIizTJKpJ1HQRtW/Gq30LX3arXpaBThPELpD1mxU8r1rdgKZ3PVVHz2Xlt6189WB0ndJ/rMkfa/k91tzxXl8dSUDu8/LtKc+OyH/FdWQS6AZ0I3mkUG4dddDlfvdNW3ToyhS03Z6UZXaD4uSYqDGyoQBTCuZectFl99x4xfO3Xzymz9kz7zhp34CThJFnel/tNbeP653ePx1x/5UD+t59332PLlmxecAzLz96V+/X+l4z7t8/n3qz6+DAH3DDz/C/etbCPq4P7vrZy/++tG+fW54Z9OrK9buee27YvTdf/ep9l4+7vdent7pCw84U3jxj/+Afz7jJNfKmH73Q+7f3/v3SR+77T5zhVQJGBsUb4YRCsUowIgYjYjcIGHnKJw+ObJwsn+TXalXVgQMHDhy0jR6y1W9HK/V2kYCzRsChOBfhlZhoMKopA3MXrP7bRZdce/7/e7/febtePTf41mn8yJPlkSfIY06JvX36nqFnLnzmgv9cdcFtN/XetrOh/5MDb/z96dOf+uP2V8+OjDldHHWKMup74sjvxUb/eN9rvRYM/N1df/vVow89WbM/+NRjA+685IxZAy7cM/xcevxP5HE/kEafKI/9YeTtM2peOXvO47+68fwf3PmPGzlOkAniCqIiCSeUECOEokKA4uwT0V3YB+zAgQMHDhx0Em1YObSh2wTMCBSnWgQsmNAIVJ6f++7zr99yas0bZ8hTTjOmfU/yKVNdqkFPwpO/MX0B04bO/AeX5PHIDA0feb4Z0fe9b+1Y8/SPz5Vn3qiNtlFprn06T8OTrrgw7t/NHHoo1EqZhCIcX7CkH+Puf2Uxnd/pk0/VZv2XeNjlznVJU079fDbZ79xvWvMgD4thw6YBLwBxpqFZpUQI1h7lB0CduDAgQMHXUNXx8HZ3Jp75GJPEDCbHAHzBEl700Ra+9mwZ690uWf+VF95Kta4yCqXuPKsyQ+7prx4rcm2IDk5bgLxL6c/9UFfV3zR6WTtKWSVi3zpYovOmvCAq2DYrTBiSUkCGPyC9x6Y9rArvuh0c80PjNUurD0xuugnY+52LRx/L7QwAQQClrQSMMUIoRgXjMbbMp/ZIVOUmQvH25g67uxk8lfj72zaHHlH3pF35B35pJjN+HNn9efGlf+Y9m4RcIBmgzRPsUqE1xg1uQFJJKYBqPz+x25yNaz8LfZfSPaegb2n6Qf+PHrg97asfRvgDVgGvjRA8tUtLBh2YqT8XBy+AHvPxMFesU2/e/2JU2q2fArwBjFNECuRnoNF7w10JbZcQPaehwO9cOCsQNm5w/uf1LR3NpAQzaTJDlohEd4IxIT0qLc7BJxZdobNJHdu0XekknL96EbY46xBO/KOvCPvyH8L5O0fettDd01RhlMEHJNNy6IkD6jAutKPn33CJQXuCu++fPlU14GyHyHeZ8XCvxYtHgAwOqwTCTUDwvp1o+ZPPwPUjbE9f1493VVX8WM12Hv6xD8XFDwFJHQQHcSAacBcvmzUZ5P+1wzd2Lj5V2tnuYJV56j+W94b9X/lZW8TJCzjWZSsxWTTsklpncpgUW/eE4I7T8A9i6Ok1oEDBw4cHAfoCgHbmThMJ0KMFOW0mGgkB8GAAIx8d9DkqVeuXXX9a8+dMPLlk15/0fXF7N+WlT/2zgf3BGPNGqABGogC8YtFry9aeG3JiotfH+Ka8OaPhv3XtWThX+bOf+DJQTcohLWoWgPRgRGjHpn3xbVzZ537wtOuoYNdLz7jKlxwyQcTrxn7wUOsEpUAzkzOP0cF3bKE1f4ZxscAAX+NHNzZ2B15R96Rd+S/vfKZRNADvbdpdswUpTdCt3cYAyNRrBIVzJgEVocARCXl/qfu7/v4NY8PvKq0dBrQ1Ni8+vEB1z7wxLUP9b/9cEuTTCARKECEE4aNfOG+By9+csAlFWUfA02HDi4a9Ow/7rr/upvuuMEdDqmAYkIHFBN97r7l7n5/eeixi7ZvnwO4V6/58O6+F19z8697972p1uuTAFYHrZCoYFKsEo6L9h1TxyQBO3DgwIGDby86OgL2ULG2CDhI8+G4HOENWkJcsYah5vuffPLQwCd21+9TkTw4KCKII98d89rot7xRVgJEExIBp6NgzhcDnn/aE27RAQ3QgQAT/e9rw14d9TYt6VIquGRi6FujB744JMbHdEAlUIHmMPX4kIEj3h0fYCWBIK4iKphRzrCWQFsE3A4HOwTswIEDBw6+LnTxG7B9WVOY5kOMFE5oMZHERBLhDVZHTNYpXpABERABnkACOM2gRSWhgTPBGxBMCCZoWWVVRQUkQCCQCGQgJqthXk4ePpg6qTDCK7yi60gelyQQSEBUUihBYTXEFcQERHiDYrUQI9lPJGyLho9AwDZDJl93NTlw4MCBg28aOkfA6aVMmeuKOYuDo4IZTZi0QGgJjArBBKuShIGk05BQIOjgdDAq4krSWSdQWpYsOR2MbCS05PnBrJ48EjiugbXO2tQhauDNJIVbknEVtGR9+jXDCS0cl4M0b1911RECbgo6BOzAgQMHDr46dHcVtEXAoRgXpMVwXKZYLcoZUcGMiYSWQEtgbVzLiGBExETCyGBl0AKJCaBFWHPXdmeFpSXQkklLSW2RhJ5QwMrgdLAqWBUJDbSEmIAYR6KcQbFaOC5TtBSm+QDN+mPtrcBKE7DXRsA+P6UqHZyCPvIScwcOHDhw4KAttEnAbn+4lYDDjDdCB6N5dvKkCTjESEFaDDESxWrhhBbhjQhvRAWTkREVTMvFeNOiZ4rTLRfhzAhnxgTEeDPMaLRAYnxS2NKQdlHOiHJGjDfDcdUi+KROkUQ5IxCTonGNYpUgzVumr464AssiYG+E9oQZT5hpDsUavGGvL+wQsAMHDhw4+AqQn4AVRXP7I3VeqsEfbQ4xnkjCE4n7Ipwvwvpj8SxnjYyD0UQoxgVpPhATLDIOx2WKVbJclNNCrByMS8G4RHF6iFV9EcEfFaNxJRrXopxmFw7H5RAjRRJqiJHCCYXi1ExtWiAmpcWCtBikeX80YaXEH4v76Lg/xvhjTN40W85P0Z4w4w7GGgORek+oxRNUZePoLMI62oTtvBA4cODAwfGENgm4yRuuawk3+KNNQdodjrdQrCeS8FJxa0uSJ0p7osntSYEIE4gwwWgiGE34Uy5I8xYjplyrP8DwAUb004KfFgIxIUiL4VirC9JplxE2wPABhrfdFSlaCsfEIM0HYlwgxvmjCV+U8cfigQjri7BWIq0U5jo/RQcijEXA1vzzIU+griXoELADBw4cOPhqkJ+AZUlv9oQb3OEGb6QxEGsKRt1huoViWijG2pJkTdt6woyXiiddJsP5oowvwiZdlt/+7xFdW3pSLjfqpKPiXiqeTmfatVCMJ8z4qbg/xPjCjDdEu4OxBj9V54/UeoItnoAiqUeHgB04cODAgYNW5CdgSVLc7lBdU7DeQzX4o03BaHMo1hyKtXJwDrF5wiluTjv79VyZ3LBd82dF2pZ+GwG3hOhmb7TZG/WFGXcw1hSM1geoWh91uCXQ4gno6lEaATtw4MCBAwetyE/AhBCvL3y43lPrCdf6qIZgpDEQqfNSFg03h2LNIaY5xNj8sXyOacPfEZmO+DvimCznDsbSrjlAu8PxBn+01kfVeiL76txeX4jYjj9SVdUhYAcOHDhwcDSQl4ANAIIgNTT7DtZ5az3hOm+o0R9y+yMtgWhzkGoOUs2BaHOX/XbXU3racpa8zbUEKE8wYt1q9FGNgPOY7QAAAOZJREFUPqreE6p1B+qbQ/VNfkGU7SXhELADBw4cODhKcFl/Mqdbk8ftiaIcCtNub8gTCHuDlNcX8vpC/nDUF4qkf71ByheKWP4AFbPfsv9aknlvpYPn/lpB2grVftj2b/nDUX8o5g1EvIFIsyfo8YbCFJ3gJKsEDCN7FvrrrSQHDhw4cPDNQwYBa5oGIDkmJklTUKYB3SAEMAwCgAAmyf+b+29bt7J+27nVnbAdVKtrMAxinW6RF19rBTlw4MCBg28mMkfANuOLDtL4emvIgQMHDhx8I+EQ8JHx9daQAwcOHDj4RuL/A0owfXGXS65ZAAAAAElFTkSuQmCC" alt="" /&gt;&lt;/span&gt;&lt;span style="color:#000000;"&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;You
will get a window like this:&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img alt="" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img 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" alt="" /&gt;&lt;/span&gt;
&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;Next
window, after clicking save, wait until the pop up window disappears,
then click compose, and you are back to your text window, click post
and the pic will show in your answer/new thread.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img alt="" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img 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" alt="" /&gt;&lt;/span&gt;
&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Post and upload pics</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/post-and-upload-pics/revision/1.aspx</link><pubDate>Mon, 30 Apr 2012 02:01:38 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:73</guid><dc:creator>Søren Mexico</dc:creator><description>Revision 1 posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 30/04/2012 03:01:38&lt;br /&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p style="margin-bottom:0in;"&gt;&lt;b&gt;&lt;span style="color:#ff0000;"&gt;&lt;span style="text-decoration:underline;"&gt;POST ONE PIC&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;"&gt;&lt;span style="color:#ff0000;"&gt;&lt;b&gt;If you want
to post pics make sure they are smaller than 1000 Kbs.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;"&gt;&lt;span style="color:#ff0000;"&gt;&lt;b&gt;	&lt;/b&gt;&lt;/span&gt;&lt;span style="color:#000000;"&gt;&lt;b&gt;I
use a photo software to edit my photos, you can get that &lt;/b&gt;&lt;/span&gt;&lt;span style="color:#000080;"&gt;&lt;span lang="zxx"&gt;&lt;span style="text-decoration:underline;"&gt;&lt;a href="http://www.photoscape.org/ps/main/download.php"&gt;&lt;b&gt;here&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color:#000000;"&gt;&lt;b&gt;
for free.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;To
post one pic to a thread or in an answer in a thread, do like this&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;
&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;img alt="" /&gt;&lt;span style="color:#000000;"&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;You
will get a window like this:&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;img alt="" /&gt;
&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;span style="color:#000000;"&gt;Next
window, after clicking save, wait until the pop up window disappears,
then click compose, and you are back to your text window, click post
and the pic will show in your answer/new thread.&lt;/span&gt;&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&lt;img alt="" /&gt;
&lt;/p&gt;
&lt;p style="margin-bottom:0in;font-weight:normal;"&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Pickup cleaner</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/pickup-cleaner/revision/0.aspx</link><pubDate>Thu, 12 Apr 2012 20:30:02 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:44</guid><dc:creator>Søren Mexico</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 12/04/2012 21:30:02&lt;br /&gt;
&lt;h2&gt;Pickup cleaner&lt;/h2&gt;
&lt;p&gt;A USD 0.02 pickup cleaner&lt;/p&gt;
&lt;p&gt;1. Buy Original Magic Eraser pad, cut to size, use the rest for cleaning aluminum, plastic, inox and what so ever.&lt;/p&gt;
&lt;p&gt;2. Insert a clean unused tooth pick end, 5 Mm. into the flat end of the ME piece.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Pickup/P1000556.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Pickup/P1000556.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Pickup/P1000557.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Pickup/P1000557.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;3. Just dip the pickup needle into the professional pickup cleaner a 
couple of times, if very dirty scrape carefully with the pointed edge of
 the professional pick up cleaner.&lt;/p&gt;
&lt;p&gt;3. Result, the pics taken before cleaning came out bad, but there is a
 difference to be seen, I&amp;#39;m not a professional photographer, I&amp;#39;m a 
professional pickup cleaner &lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img alt="Laughing" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;[&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;L#]&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Pickup/P1000554.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Pickup/P1000554.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;</description></item><item><title>Pickup cleaner</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/pickup-cleaner/revision/1.aspx</link><pubDate>Thu, 12 Apr 2012 20:28:49 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:62</guid><dc:creator>Søren Mexico</dc:creator><description>Revision 1 posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 12/04/2012 21:28:49&lt;br /&gt;
&lt;p&gt;A USD 0.02 pickup cleaner&lt;/p&gt;
&lt;p&gt;1. Buy Original Magic Eraser pad, cut to size, use the rest for cleaning aluminum, plastic, inox and what so ever.&lt;/p&gt;
&lt;p&gt;2. Insert a clean unused tooth pick end, 5 Mm. into the flat end of the ME piece.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;3. Just dip the pickup needle into the professional pickup cleaner a 
couple of times, if very dirty scrape carefully with the pointed edge of
 the professional pick up cleaner.&lt;/p&gt;
&lt;p&gt;3. Result, the pics taken before cleaning came out bad, but there is a
 difference to be seen, I&amp;#39;m not a professional photographer, I&amp;#39;m a 
professional pickup cleaner &lt;img alt="Laughing" /&gt;&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;</description></item><item><title>Beocord 5000, Disassamply </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/beocord-5000-disassamply/revision/0.aspx</link><pubDate>Wed, 04 Apr 2012 16:03:48 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:43</guid><dc:creator>Søren Mexico</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 04/04/2012 17:03:48&lt;br /&gt;
&lt;h2&gt;Beocord 5000, Disassamply &lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: &lt;span style="text-decoration: line-through; color: red;"&gt;Beocord&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;5000&lt;/span&gt;&lt;/div&gt;

&lt;p&gt;Got to the Beocord yesterday, everybody knows how to take of the top 
cover, so here goes. Take of the command panel, pres the taps. red 
arrows, to the inside and upwards with a screw driver, then carefully 
pull the panel up and out.Be careful there is a cable connection below.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000462.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000462.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Now take off all the red pressure taps, press down with a finger and 
wiggle a little with a screw driver between tap and chassis, careful, 
old plastic.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000458.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000458.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Free the PCB support and raise it to upright pos. both sides, green 
arrow, free the cables from the clamps, red arrows, pull the plug, blue 
arrow.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000464.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000464.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Loosen 2 screws just behind the front panel and tilt it forward to free the PCB.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000493.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000493.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Now lift up the PCB, careful, its very thin and may brake. Disconnect the command panel plug. When pulling the plugs &lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img alt="Laughing" /&gt;&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/emoticons/58.gif" alt="Laughing" /&gt;&lt;/span&gt;
 place your fingers at the arrows and wiggle it little by little side to
 side until it comes lose. take out the 2 front panel screws. Pull the 2
 plugs for the front panel and take it out.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000461.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000461.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Panel out, at the arrows you will see some taps that hooks into the chassis, remember these when you put it in again&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000468.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000468.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Raise the panel and secure it with the supports on the back side.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000472.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000472.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Pull the plugs for the tape unit.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000470.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000470.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Unscrew the sound cable brackets, and the ground wire behind the power supply PCB&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000465.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000465.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;The other side one more ground.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000466.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000466.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Loosen the cable clamp, blue no arrow &lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img alt="Laughing" /&gt;&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/emoticons/58.gif" alt="Laughing" /&gt;&lt;/span&gt;,
 just bend it with a plier and pull it out from the lower hole, cables 
free. Pull the 2 plugs, loosen the 2 PCB supports and lift out the PCB.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000459.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000459.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Unscrew 3 screws and lift out the tape unit.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000492.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000492.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;The drawer motor and drive is secured with 1 screw, take it out and 
twist with a screw driver, lift out. Mine had no band, and I didn&amp;#39;t find
 rests inside, so someone was here before me.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000477.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000477.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;All out, take out the 4 screws.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000482.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000482.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Red arrow, this is not a tap, its a highs adjusting shim.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000483.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000483.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;When the roller guides are out, be sure to place the shims so you know to get them back in the same place.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000484.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000484.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;When you take apart the drawer guides, be careful with the E clips, I
 call them Jesus Christ, because thats what I scream when they fly 
through the work shop, they seam to have a life of their own.&lt;/p&gt;
&lt;p&gt;Clean of all old grease (Iso alcohol) and add new grease, I use silicone grease.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000485.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000485.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Drawer drive, clean, grease, remember the blade spring pos.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000481.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000481.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;At the tape unit you will find old grease at the red arrows, clean add new grease, I use a pipe cleaner and cotton swabs.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img border="0" alt="" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href="/wikis/memberspages/cfs-file.ashx/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000463.JPG"&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/resized-image.ashx/__size/550x0/__key/CommunityServer.Components.UserFiles/00.00.00.21.36.Beocord5000/P1000463.JPG" border="0" alt="" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Now change all bands and caps, put it all together again adjust everithing and were done, &lt;span style="text-decoration: line-through; color: red;"&gt;&lt;img alt="Big Smile" /&gt;&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&lt;img src="/wikis/memberspages/emoticons/02.gif" alt="Big Smile" /&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Will be be back with more&lt;span style="text-decoration: line-through; color: red;"&gt;.&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;when&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;parts&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;arrive&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;
                                    
                            &lt;span style="font-size:xx-small;"&gt;Collecting Vintage B&amp;amp;O is not a hobby, its a lifestyle&lt;/span&gt;&lt;/p&gt;</description></item><item><title>Beocord 5000, Disassamply </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/beocord-5000-disassamply/revision/1.aspx</link><pubDate>Wed, 04 Apr 2012 15:51:56 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:60</guid><dc:creator>Søren Mexico</dc:creator><description>Revision 1 posted to &amp;lt;Members Own Technical Pages&amp;gt; by Søren Mexico on 04/04/2012 16:51:56&lt;br /&gt;
&lt;p&gt;Got to the Beocord yesterday, everybody knows how to take of the top 
cover, so here goes. Take of the command panel, pres the taps. red 
arrows, to the inside and upwards with a screw driver, then carefully 
pull the panel up and out.Be careful there is a cable connection below.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Now take off all the red pressure taps, press down with a finger and 
wiggle a little with a screw driver between tap and chassis, careful, 
old plastic.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Free the PCB support and raise it to upright pos. both sides, green 
arrow, free the cables from the clamps, red arrows, pull the plug, blue 
arrow.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Loosen 2 screws just behind the front panel and tilt it forward to free the PCB.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Now lift up the PCB, careful, its very thin and may brake. Disconnect the command panel plug. When pulling the plugs &lt;img alt="Laughing" /&gt;
 place your fingers at the arrows and wiggle it little by little side to
 side until it comes lose. take out the 2 front panel screws. Pull the 2
 plugs for the front panel and take it out.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Panel out, at the arrows you will see some taps that hooks into the chassis, remember these when you put it in again&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Raise the panel and secure it with the supports on the back side.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Pull the plugs for the tape unit.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Unscrew the sound cable brackets, and the ground wire behind the power supply PCB&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;The other side one more ground.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Loosen the cable clamp, blue no arrow &lt;img alt="Laughing" /&gt;,
 just bend it with a plier and pull it out from the lower hole, cables 
free. Pull the 2 plugs, loosen the 2 PCB supports and lift out the PCB.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Unscrew 3 screws and lift out the tape unit.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;The drawer motor and drive is secured with 1 screw, take it out and 
twist with a screw driver, lift out. Mine had no band, and I didn&amp;#39;t find
 rests inside, so someone was here before me.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;All out, take out the 4 screws.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Red arrow, this is not a tap, its a highs adjusting shim.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;When the roller guides are out, be sure to place the shims so you know to get them back in the same place.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;When you take apart the drawer guides, be careful with the E clips, I
 call them Jesus Christ, because thats what I scream when they fly 
through the work shop, they seam to have a life of their own.&lt;/p&gt;
&lt;p&gt;Clean of all old grease (Iso alcohol) and add new grease, I use silicone grease.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Drawer drive, clean, grease, remember the blade spring pos.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;At the tape unit you will find old grease at the red arrows, clean add new grease, I use a pipe cleaner and cotton swabs.&lt;/p&gt;
&lt;p&gt;&lt;a&gt;&lt;img border="0" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Now change all bands and caps, put it all together again adjust everithing and were done, &lt;img alt="Big Smile" /&gt;&lt;/p&gt;
&lt;p&gt;Will be be back with more.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;
                                    
                            &lt;span style="font-size:xx-small;"&gt;Collecting Vintage B&amp;amp;O is not a hobby, its a lifestyle&lt;/span&gt;&lt;/p&gt;</description></item><item><title>How do I work out the best place to put my speakers? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/how-do-i-work-out-the-best-place-to-put-my-speakers/revision/0.aspx</link><pubDate>Wed, 21 Mar 2012 08:48:50 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:34</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 21/03/2012 08:48:50&lt;br /&gt;
&lt;h2&gt;How do I work out the best place to put my speakers? &lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: &lt;span style="text-decoration: line-through; color: red;"&gt;Speaker&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;Positioning&lt;/span&gt;&lt;/div&gt;

&lt;p&gt;Entire books have been written about this topic, so the following advice should just be considered as a starting point; exact positions will vary depending on your room acoustics and choice of loudspeakers. The following advice is suitable for either stereo speakers (ie. 2 channel) or the two main front speakers in a 5.1 or 7.1 channel surround sound system. Good speaker positioning improves the sound quality and stereo image, so that instruments sound more lifelike and appear to come from different parts of the stage (as they would sound at a live concert).&lt;/p&gt;
&lt;p&gt;As a starting point, locate the &amp;quot;tweeter&amp;quot; or small high-pitched driver in the speakers (Just play some music with plenty of rythym and listen for where the cymbals appear to come from!) These drivers should normally be positioned at about ear level when you are sitting in your usual seat (or standing up dancing!)&lt;/p&gt;
&lt;p&gt;Measure from your usual listening position to the front wall of the room where the speakers are placed (ensure that they are in front of you, not to the side or behind you) This distance should be roughly the same as the distance between the speakers.&lt;/p&gt;
&lt;p&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;Steve&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;at&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;Sounds&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;Heavenly&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;(&lt;/span&gt;&lt;a href="http://www.soundsheavenly.co.uk"&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;www.soundsheavenly.co.uk&lt;/span&gt;&lt;/a&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Now look at the back panel of the speakers. If there is a hole in the back (known as a bass port) or a grille cloth on the back (covering a bass driver), then the speakers should normally be placed away from the front wall of the room. If neither holes nor grilles are present, then the distance from the front wall is less important. The distance the speakers should be placed from the wall for best effect will vary, but 50cm (0.5m) is usually a good starting point for most speakers. Listen to some music you know well with a clear bassline and try various positions to see which gives clear, realistic bass notes that fit in well with the rest of the music.&lt;/p&gt;
&lt;p&gt;Finally, ensure that the speakers are solidly mounted on suitable brackets or stands (for smaller speakers) or securely placed on the floor (for taller speakers). Try pointing the speakers directly at your listening position, straight at the back wall and then try them angled inwards to point at a position about 50cm in front of your listening position. This will alter the positioning of instruments &amp;quot;on stage&amp;quot; and you should be looking to hear the lead singer clearly in the centre, with backing vocals and instruments spread evenly between the speakers.&lt;/p&gt;
&lt;p&gt;Above all, there is no &amp;quot;right&amp;quot; or &amp;quot;wrong&amp;quot; way to position your speakers, so feel free to experiment and find out what works best for you.&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;Steve&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;at&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Sounds&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Heavenly&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;(&lt;/span&gt;&lt;a href="http://www.soundsheavenly.co.uk"&gt;&lt;span style="background: SpringGreen;"&gt;www.soundsheavenly.co.uk&lt;/span&gt;&lt;/a&gt;&lt;span style="background: SpringGreen;"&gt;)&lt;/span&gt;&lt;/p&gt;</description></item><item><title>How do I work out the best place to put my speakers? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/how-do-i-work-out-the-best-place-to-put-my-speakers/revision/2.aspx</link><pubDate>Mon, 19 Mar 2012 09:55:23 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:59</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Revision 2 posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 19/03/2012 09:55:23&lt;br /&gt;
&lt;h2&gt;How do I work out the best place to put my speakers? &lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: Speaker Positioning&lt;/div&gt;

&lt;p&gt;Entire books have been written about this topic, so the following advice should just be considered as a starting point; exact positions will vary depending on your room acoustics and choice of loudspeakers. The following advice is suitable for either stereo speakers (ie. 2 channel) or the two main front speakers in a 5.1 or 7.1 channel surround sound system. Good speaker positioning improves the sound quality and stereo image, so that instruments sound more lifelike and appear to come from different parts of the stage (as they would sound at a live concert).&lt;/p&gt;
&lt;p&gt;As a starting point, locate the &amp;quot;tweeter&amp;quot; or small high-pitched driver in the speakers (Just play some music with plenty of rythym and listen for where the cymbals appear to come from!) These drivers should normally be positioned at about ear level when you are sitting in your usual seat (or standing up dancing!)&lt;/p&gt;
&lt;p&gt;Measure from your usual listening position to the front wall of the room where the speakers are placed (ensure that they are in front of you, not to the side or behind you) This distance should be roughly the same as the distance between the speakers.&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;Steve&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;at&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Sounds&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Heavenly&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;(&lt;/span&gt;&lt;a href="http://www.soundsheavenly.co.uk"&gt;&lt;span style="background: SpringGreen;"&gt;www.soundsheavenly.co.uk&lt;/span&gt;&lt;/a&gt;&lt;span style="background: SpringGreen;"&gt;)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;Now look at the back panel of the speakers. If there is a hole in the back (known as a bass port) or a grille cloth on the back (covering a bass driver), then the speakers should normally be placed away from the front wall of the room. If neither holes nor grilles are present, then the distance from the front wall is less important. The distance the speakers should be placed from the wall for best effect will vary, but 50cm (0.5m) is usually a good starting point for most speakers. Listen to some music you know well with a clear bassline and try various positions to see which gives clear, realistic bass notes that fit in well with the rest of the music.&lt;/p&gt;
&lt;p&gt;Finally, ensure that the speakers are solidly mounted on suitable brackets or stands (for smaller speakers) or securely placed on the floor (for taller speakers). Try pointing the speakers directly at your listening position, straight at the back wall and then try them angled inwards to point at a position about 50cm in front of your listening position. This will alter the positioning of instruments &amp;quot;on stage&amp;quot; and you should be looking to hear the lead singer clearly in the centre, with backing vocals and instruments spread evenly between the speakers.&lt;/p&gt;
&lt;p&gt;Above all, there is no &amp;quot;right&amp;quot; or &amp;quot;wrong&amp;quot; way to position your speakers, so feel free to experiment and find out what works best for you.&lt;/p&gt;</description></item><item><title>How do I work out the best place to put my speakers? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/how-do-i-work-out-the-best-place-to-put-my-speakers/revision/1.aspx</link><pubDate>Mon, 19 Mar 2012 08:59:31 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:58</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Revision 1 posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 19/03/2012 08:59:31&lt;br /&gt;
&lt;p&gt;Entire books have been written about this topic, so the following advice should just be considered as a starting point; exact positions will vary depending on your room acoustics and choice of loudspeakers. The following advice is suitable for either stereo speakers (ie. 2 channel) or the two main front speakers in a 5.1 or 7.1 channel surround sound system. Good speaker positioning improves the sound quality and stereo image, so that instruments sound more lifelike and appear to come from different parts of the stage (as they would sound at a live concert).&lt;/p&gt;
&lt;p&gt;As a starting point, locate the &amp;quot;tweeter&amp;quot; or small high-pitched driver in the speakers (Just play some music with plenty of rythym and listen for where the cymbals appear to come from!) These drivers should normally be positioned at about ear level when you are sitting in your usual seat (or standing up dancing!)&lt;/p&gt;
&lt;p&gt;Measure from your usual listening position to the front wall of the room where the speakers are placed (ensure that they are in front of you, not to the side or behind you) This distance should be roughly the same as the distance between the speakers.&lt;/p&gt;
&lt;p&gt;Now look at the back panel of the speakers. If there is a hole in the back (known as a bass port) or a grille cloth on the back (covering a bass driver), then the speakers should normally be placed away from the front wall of the room. If neither holes nor grilles are present, then the distance from the front wall is less important. The distance the speakers should be placed from the wall for best effect will vary, but 50cm (0.5m) is usually a good starting point for most speakers. Listen to some music you know well with a clear bassline and try various positions to see which gives clear, realistic bass notes that fit in well with the rest of the music.&lt;/p&gt;
&lt;p&gt;Finally, ensure that the speakers are solidly mounted on suitable brackets or stands (for smaller speakers) or securely placed on the floor (for taller speakers). Try pointing the speakers directly at your listening position, straight at the back wall and then try them angled inwards to point at a position about 50cm in front of your listening position. This will alter the positioning of instruments &amp;quot;on stage&amp;quot; and you should be looking to hear the lead singer clearly in the centre, with backing vocals and instruments spread evenly between the speakers.&lt;/p&gt;
&lt;p&gt;Above all, there is no &amp;quot;right&amp;quot; or &amp;quot;wrong&amp;quot; way to position your speakers, so feel free to experiment and find out what works best for you.&lt;/p&gt;</description></item><item><title>Which Beogram turntables can be wall-mounted? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/which-beogram-turntables-can-be-wall-mounted/revision/0.aspx</link><pubDate>Mon, 19 Mar 2012 09:52:20 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:41</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 19/03/2012 09:52:20&lt;br /&gt;
&lt;p&gt;
&lt;p&gt;Bang and Olufsen produced an excellent wall bracket for their Beogram record players in the 1980&amp;#39;s that seemed to disappear under the turntable, leaving the Beogram seemingly suspended in mid air. Sadly, these are no longer in production and they are now very rare, so several companies have built after-market versions of these shelves in recent years.&lt;/p&gt;
&lt;p&gt;As with the original B&amp;amp;O brackets, these new brackets will fit many of the B&amp;amp;O Beogram range, including the models listed below:- &lt;/p&gt;
&lt;li&gt;Beogram 1000, 1500, 3000, 3300, 3500, 4500, 5005, 5500, 6500, 7000, 8500, 9000, 9500, TX, TX2, RX, RX2
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;The dimensions of both the original and the re-manufactured brackets are almost identical, at 33cm wide x 30cm deep x 7cm high. Basically, if the depth from the back edge of your B&amp;amp;O turntable to the front feet underneath is 30cm or less, then these shelves will fit your Beogram.&lt;/p&gt;
&lt;/li&gt;
&lt;/p&gt;
&lt;p&gt;Steve at Sounds Heavenly (&lt;a href="http://www.soundsheavenly.co.uk"&gt;www.soundsheavenly.co.uk&lt;/a&gt;)&lt;/p&gt;</description></item><item><title>Which Beogram turntables need an external pre-amplifier kit? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/which-beogram-turntables-need-an-external-pre-amplifier-kit/revision/0.aspx</link><pubDate>Mon, 19 Mar 2012 09:49:31 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:40</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 19/03/2012 09:49:31&lt;br /&gt;
&lt;p&gt;Since around 1990, Bang and Olufsen fitted built-in RIAA pre-amplifier modules to all of their Beogram range of record players, to allow them to be used with their newer audio systems. However, a large number of their earlier turntables are still in use which do not have these amplifiers fitted. Anyone wishing to use a pre-1990 Beogram turntable with a modern B&amp;amp;O system would need to buy an external RIAA per-amplifier, as the B&amp;amp;O modules are no longer available.&lt;/p&gt;
&lt;p&gt;Sounds Heavenly have developed a &lt;b&gt;&lt;a href="http://www.soundsheavenly.co.uk/bando-riaa.htm" title="View product page" style="text-decoration:none;"&gt;Pre-Amplifier Kit&lt;/a&gt;&lt;/b&gt; which combines a mains-powered RIAA pre-amplifier with all the necessary cables and convertors to connect an early Beogram turntable to a modern B&amp;amp;O system. These are required for most Beogram turntables, including those listed below:-&lt;/p&gt;
&lt;p&gt;Beogram 1500 family &lt;/p&gt;
&lt;li&gt;Beogram 1500 (1968-1972) &lt;/li&gt;
&lt;li&gt;Beogram 1500-1 (1973-1974)
&lt;p&gt;Beogram 1000 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 1000 (1966-1972) &lt;/li&gt;
&lt;li&gt;Beogram 1001 (1973-1975)
&lt;p&gt;Beogram 3000 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 3000 type 5210 (1967) &lt;/li&gt;
&lt;li&gt;Beogram 3000 type 5211 (1967)
&lt;p&gt;Beogram 1200 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 1200 (1972) &lt;/li&gt;
&lt;li&gt;Beogram 1201 (1973) &lt;/li&gt;
&lt;li&gt;Beogram 1202 (1974-1975) &lt;/li&gt;
&lt;li&gt;Beogram 1203 (1975-1976) &lt;/li&gt;
&lt;li&gt;Beogram 1204 (1976) &lt;/li&gt;
&lt;li&gt;Beogram 1800 (1971-1973)
&lt;p&gt;Beogram 3000 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 2000 (1975-1977) &lt;/li&gt;
&lt;li&gt;Beogram 3000 (1972-1975)
&lt;p&gt;Beogram 1100 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 1100 (1976-1977) &lt;/li&gt;
&lt;li&gt;Beogram 1900 (1976) &lt;/li&gt;
&lt;li&gt;Beogram 3400 (1975-1978)
&lt;p&gt;Beogram 1902 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 1102 (1978) &lt;/li&gt;
&lt;li&gt;Beogram 1500 (1978-1980) &lt;/li&gt;
&lt;li&gt;Beogram 1902 (1977-1978) &lt;/li&gt;
&lt;li&gt;Beogram 1700 (1979-1982)
&lt;p&gt;Beogram 2400 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 2200 (1979-1980) &lt;/li&gt;
&lt;li&gt;Beogram 2202 (1981) &lt;/li&gt;
&lt;li&gt;Beogram 2400 (1979-1980) &lt;/li&gt;
&lt;li&gt;Beogram 2402 (1981) &lt;/li&gt;
&lt;li&gt;Beogram 2404 &lt;/li&gt;
&lt;li&gt;Beogram 3404 &lt;/li&gt;
&lt;li&gt;Beogram 6000 (1982-?)
&lt;p&gt;Beogram 1800 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 1800 (1983-1984) &lt;/li&gt;
&lt;li&gt;Beogram 2000 (1985-1986) &lt;/li&gt;
&lt;li&gt;Beogram 5000 (1984) &lt;/li&gt;
&lt;li&gt;Beogram RX (1983-1986) &lt;/li&gt;
&lt;li&gt;Beogram RX2 (1985-1991)
&lt;p&gt;Beogram 4000 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 4000 (1974-1975) &lt;/li&gt;
&lt;li&gt;Beogram 4002 (1975-1979) &lt;/li&gt;
&lt;li&gt;Beogram 4004 (1979-1980) &lt;/li&gt;
&lt;li&gt;Beogram 6000 (1975-1978)
&lt;p&gt;Beogram 8000 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 6006 (1981-1982) &lt;/li&gt;
&lt;li&gt;Beogram 8000 (1981-1982) &lt;/li&gt;
&lt;li&gt;Beogram 8002 (1983-1986)
&lt;p&gt;Beogram 6002 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 6002 (1983-1984) &lt;/li&gt;
&lt;li&gt;Beogram TX (1983-1984)
&lt;p&gt;Beogram 5005 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 5005 (1985-1986) &lt;/li&gt;
&lt;li&gt;Beogram 5500 (1987-1989) &lt;/li&gt;
&lt;li&gt;Beogram 9000 (1987-1988) &lt;/li&gt;
&lt;li&gt;Beogram 9500 (1989-1993) &lt;/li&gt;
&lt;li&gt;Beogram TX 2 (1985-1989)
&lt;p&gt;Beogram 3000 family &lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;Beogram 3000 (1985-1987) &lt;/li&gt;
&lt;li&gt;Beogram 3300 (1988-1989)
&lt;p&gt;Please note that some examples of the turntables listed above may have previously been fitted with an internal pre-amplifier by B&amp;amp;O. However, this is a rare occurence, so if you have a model listed above, if is likely to require an external Phono Pre-Amplifier Kit before it can be used with a modern B&amp;amp;O audio system.&lt;/p&gt;
&lt;/li&gt;</description></item><item><title>Which type of Powerlink cables do I need for my B&amp;O audio system/TV? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/which-type-of-powerlink-cables-do-i-need-for-my-b-amp-o-audio-system-tv/revision/0.aspx</link><pubDate>Mon, 19 Mar 2012 09:48:23 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:39</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 19/03/2012 09:48:23&lt;br /&gt;
&lt;p&gt;Almost all modern Bang and Olufsen Beolab active speakers (ie. those powered from the mains supply) should be connected to your audio system or television using Powerlink cables. These are all similar in outer appearance, with a round 8-pin DIN plug at each end of the cable. However, there are three versions of this cable:- &lt;/p&gt;
&lt;li&gt;Powerlink mark 1 is the simplest type and can be used by most older&amp;nbsp;Beolab speakers, including Beolab 1, Beolab 2500, Beolab 4000, Beolab 6000 and Beolab 8000. I usually recommend using mark 3 cable instead of mark 1 - see below for the reason why. &lt;/li&gt;
&lt;li&gt;Powerlink mark 2 (also known as &amp;quot;fully wired&amp;quot;) is for speakers with built-in displays, including Beolab Penta (mark 2 and 3 models only) and Beolab 3000, 4500 and 5000 panel speakers. This is also required for use with Beolab 5 speakers. This cable will also work with all other Beolab speakers with Powerlink connections, so it is the best version to choose if you are likely to change your speakers in future. &lt;/li&gt;
&lt;li&gt;Powerlink mk.3&amp;nbsp;is the latest version for the ICE-Power Beolab speakers with class D digital amplifiers, as it contains an additional voltage reference wire intended to prevent background hum. This is for Beolab 2, Beolab&amp;nbsp;3, Beolab 4, Beolab 7.1, Beolab 7.2, Beolab 9, Beolab 10, Beolab 11, Beolab 4000 mk.2, Beolab 6002 and Beolab 8002. This can also be used to replace mark 1 cable, so any of the speakers listed for use with mark 1 cable can also be used with mark 3 cable. &lt;/li&gt;
&lt;p&gt;The older mark 1 cables are best avoided in most situations, as they offer no advantages but they are incompatible with many speakers from the current Beolab range.&lt;/p&gt;
&lt;p&gt;The exceptions to the rules above are the very earliest Beolab speakers (notably the Beolab Penta mark 1), which used a special connection type called Speakerlink. This used a specially made plug, which has not been manufactured since the late 1990&amp;#39;s. However, a 2-pin DIN speaker cable can be used to power these speakers, although the displays will not light up.&lt;/p&gt;
&lt;p&gt;B&amp;amp;O also built a couple of &amp;quot;link room&amp;quot; speakers (Beolab 2000 and 3500) which use Masterlink cables instead of Powerlink.&lt;/p&gt;
&lt;p&gt;Steve at Sounds Heavenly (&lt;a href="http://www.soundsheavenly.co.uk"&gt;www.soundsheavenly.co.uk&lt;/a&gt;)&lt;/p&gt;</description></item><item><title>How do I connect my modern B&amp;O system to a non-B&amp;O amplifier and passive loudspeakers? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/how-do-i-connect-my-modern-b-amp-o-system-to-a-non-b-amp-o-amplifier-and-passive-loudspeakers/revision/0.aspx</link><pubDate>Mon, 19 Mar 2012 09:36:28 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:38</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 19/03/2012 09:36:28&lt;br /&gt;
&lt;p&gt;Modern Bang and Olufsen televisions and audio systems do not have built-in power amplifiers, but they are designed to connect to B&amp;amp;O&amp;#39;s &amp;quot;Beolab&amp;quot; range of active (amplified) loudspeakers. So what do you do if you want to connect a modern B&amp;amp;O audio source or TV to a conventional amplifier and loudspeakers?&lt;/p&gt;
&lt;p&gt;The solution is an Attenuator box which connects to one of the Powerlink outputs on your B&amp;amp;O system and converts this to RCA (also known as &amp;quot;phono&amp;quot;) sockets to allow you to plug in a normal hifi or home cinema amplifier and speakers. As one Powerlink socket contains both left and right stereo signals, only one&amp;nbsp;Attenuator box&amp;nbsp;is needed to give stereo sound.&lt;/p&gt;
&lt;p&gt;If you want to continue using the volume control on your B&amp;amp;O system to control the speakers you have connected in this way, you will need to set the extra amplifier volume level near to maximum. You can then use your B&amp;amp;O volume control (and remote control) as normal.&lt;/p&gt;
&lt;p&gt;This setup allows you to use in-wall or in-ceiling speakers (indoor or outdoor) with your B&amp;amp;O music system, or to connect it to a multi-channel cinema/home theatre surround sound system. &lt;/p&gt;
&lt;p&gt;Steve at Sounds Heavenly (&lt;a href="http://www.soundsheavenly.co.uk"&gt;www.soundsheavenly.co.uk&lt;/a&gt;)&lt;/p&gt;</description></item><item><title>How do I start connecting B&amp;O equipment to my other equipment? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/how-do-i-start-connecting-b-amp-o-equipment-to-my-other-equipment/revision/0.aspx</link><pubDate>Mon, 19 Mar 2012 09:32:03 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:37</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 19/03/2012 09:32:03&lt;br /&gt;
&lt;p&gt;Despite the unusual connections used on Bang and Olufsen audio systems (typically 2, 5, 7 and 8 pin DIN plugs), it is possible to get your B&amp;amp;O system to interface to equipment from other manufacturers, including such items as non-B&amp;amp;O CD players, turntables, active subwoofers, amplifiers and speakers.&lt;/p&gt;
&lt;p&gt;B&amp;amp;O themselves make a limited range of adapters to allow you to interface with other companies&amp;#39; equipment, with further ranges available online through manufacturers such as Sounds Heavenly.&lt;/p&gt;
&lt;p&gt;The most common (and useful) ways of integrating B&amp;amp;O into other systems include:- &lt;/p&gt;
&lt;li&gt;1) Adding a non-B&amp;amp;O line source into a B&amp;amp;O system: This needs an RCA to DIN Input Cable. &lt;/li&gt;
&lt;li&gt;2) Using a Powerlink-equipped B&amp;amp;O system with a conventional amplifier and passive loudspeakers: This needs a Powerlink to Amplifier cable, with two RCA plugs being the current industry standard for the connection to the amplifier. As the B&amp;amp;O system alters the volume coming out through the Powerlink outputs, you will normally need to set the external amplifier to nearly maximum for best results. &lt;/li&gt;
&lt;li&gt;3) Connecting an iPod/MP3 Player or PC into a B&amp;amp;O system: This needs a&amp;nbsp;PC/iPod Input Cable&amp;nbsp;with a 3.5mm mini-jack to plug into the source. Always ensure that lead you choose is long enough for the job; it pays to buy one longer than you think you will need, so that you can have to iPod or laptop near your comfy chair to make changing tracks easier! Most iPods and MP3 Players need their volume control to be set near to maximum when played through a home hifi system, due to the low level of signal they normally produce via headphones. &lt;/li&gt;
&lt;li&gt;4) Adding several extra audio inputs to a B&amp;amp;O system: Why do B&amp;amp;O only give you one Auxiliary Input on each of their audio systems - I wish I knew! Aux. Input Switching Kits can be used to&lt;strong&gt; &lt;/strong&gt;allow you to connect up to four items into the one input without having to constantly change plugs. &lt;/li&gt;
&lt;li&gt;5) Adding a non-B&amp;amp;O active subwoofer to your B&amp;amp;O system: This is a common arrangement, due to the high cost of B&amp;amp;O&amp;#39;s own sub, the Beolab 2. As for Option 2 above, the Powerlink outputs are your best option, with a&amp;nbsp;Powerlink to Subwoofer Cable&amp;nbsp;allowing you to connect most subs to your system using either one or both of the RCA plugs fitted and still keep their volume controllable by the B&amp;amp;O remote control.&lt;/li&gt;
&lt;p&gt;Steve at Sounds Heavenly (&lt;a href="http://www.soundsheavenly.co.uk"&gt;www.soundsheavenly.co.uk&lt;/a&gt;)&lt;/p&gt;</description></item><item><title>How can I test the bass response of my loudspeakers? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/how-can-i-test-the-bass-response-of-my-loudspeakers/revision/0.aspx</link><pubDate>Mon, 19 Mar 2012 09:03:18 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:36</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 19/03/2012 09:03:18&lt;br /&gt;
&lt;div id="div23" style="border:thin solid;"&gt;First, connect your PC to your audio system! Second, download the following &lt;b&gt;&lt;a target="_blank" href="http://www.soundsheavenly.co.uk/basstest.htm" title="Bass Response Test in MP3 format (opens in a new window)" style="text-decoration:none;"&gt;&amp;quot;Bass Response Test&amp;quot;&lt;/a&gt;&lt;/b&gt; and save it to your PC as an MP3 file. Connect up your audio system and listen as the bass tones descend from 340Hz (mid bass) to 20Hz (the lower limit of human hearing). The frequency of each successive note is announced, so you can work out the limit of your audio system from the point where the tones disappear - the results may surprise you!
&lt;p&gt;For the ultimate bass extension test, the following &lt;b&gt;&lt;a target="_blank" href="http://www.soundsheavenly.co.uk/20hztesttone.htm" title="20Hz Test Tone in MP3 format (opens in a new window)" style="text-decoration:none;"&gt;&amp;quot;20 Hz Test Tone&amp;quot;&lt;/a&gt;&lt;/b&gt; in MP3 format will tell you if you speakers can plumb the depths of human hearing, with a long clear note at the very edge of audibility which will test even the best loudspeakers in the World to their limits!&lt;/p&gt;
&lt;p&gt;For reference, the lowest note on a Tuba, Bosendorfer Imperial Grand Piano and most cathedral pipe organs (C0) is 16.35 Hz, although few modern pianos go lower than 27.5Hz and a four string double bass &amp;quot;only&amp;quot; reaches down to around 41Hz.&lt;/p&gt;
Steve at Sounds Heavenly (&lt;a href="http://www.soundsheavenly.co.uk"&gt;www.soundsheavenly.co.uk&lt;/a&gt;)&lt;/div&gt;</description></item><item><title>How do I know if my remote control is working? </title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/how-do-i-know-if-my-remote-control-is-working/revision/0.aspx</link><pubDate>Mon, 19 Mar 2012 09:01:47 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:35</guid><dc:creator>Steve at Sounds Heavenly</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by Steve at Sounds Heavenly on 19/03/2012 09:01:47&lt;br /&gt;
&lt;p&gt;This is a nice easy one! Just find a digital camera (or camera phone) and switch it on so that the screen shows a picture (don&amp;#39;t press the shutter button) Hold the front end of the remote control up to the camera lens so that you can see the small black &amp;quot;window&amp;quot; on the screen. If the remote is working properly, you should see fast, bright flashes of white light on the camera screen when you press a button on the remote. If the flashes are dim, the batteries probably need replacing. If nothing shows, your remote control is likely to need repair or replacement.&lt;/p&gt;
&lt;p&gt;Steve at Sounds Heavenly (&lt;a href="http://www.soundsheavenly.co.uk"&gt;www.soundsheavenly.co.uk&lt;/a&gt;)&lt;/p&gt;</description></item><item><title>Lintronic makes BEO4 a universal Remote</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-makes-beo4-a-universal-remote/revision/0.aspx</link><pubDate>Tue, 13 Mar 2012 06:31:52 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:33</guid><dc:creator>hfat</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 13/03/2012 06:31:52&lt;br /&gt;
&lt;h2&gt;Lintronic makes BEO4 a universal Remote&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: &lt;span style="text-decoration: line-through; color: red;"&gt;BEO4&lt;/span&gt;&lt;span style="text-decoration: line-through; color: red;"&gt;,&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;Universal&lt;/span&gt; &lt;span style="text-decoration: line-through; color: red;"&gt;Remote&lt;/span&gt;&lt;/div&gt;

&lt;p&gt;Some people like the BEO4 remote controller and want to control all their non B&amp;amp;O equipment with the BEO4 remote controller, although it is not integrated with B&amp;amp;O. With the Lintronic -238 box you can make your BEO4 a universal remote very easily.&lt;/p&gt;
&lt;p&gt;You have to use the box with it&amp;#39;s own IR-receiver. You can control your devices just in the same way, as you would do with B&amp;amp;O integrated devices.&lt;/p&gt;
&lt;p&gt;Step 1: You assign a Beo4 source key to each of your devices&lt;/p&gt;
&lt;p&gt;Step2: You compile the memeory map as needed to control every device&lt;/p&gt;
&lt;p&gt;Step3: Place the box in a position, wehe the emitted IR-signal can reach all you devices to be controlled. You can use high power IR or low power IR-emitter cables.&lt;/p&gt;
&lt;p&gt;Step4: Place the IR-Eye wher it can be reached by the BEO4 IR-Signal&lt;/p&gt;
&lt;p&gt;For details please refer to the integration guide document downloadable in the section &lt;span style="text-decoration: line-through; color: red;"&gt;&amp;quot;Integrating&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;&amp;quot;&lt;/span&gt;&lt;a href="/wikis/memberspages/integrating-non-b-amp-o-using-lintronic.aspx"&gt;&lt;span style="background: SpringGreen;"&gt;Integrating&lt;/span&gt; non-B&amp;amp;O using Lintronic&lt;/a&gt;&amp;quot;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Lintronic makes BEO4 a universal Remote</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-makes-beo4-a-universal-remote/revision/3.aspx</link><pubDate>Tue, 13 Mar 2012 06:21:26 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:57</guid><dc:creator>hfat</dc:creator><description>Revision 3 posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 13/03/2012 06:21:26&lt;br /&gt;
&lt;h2&gt;Lintronic makes BEO4 a universal Remote&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: BEO4, Universal Remote&lt;/div&gt;

&lt;p&gt;Some &lt;span style="text-decoration: line-through; color: red;"&gt;peaple&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;people&lt;/span&gt; like the BEO4 remote controller and want to control all their non B&amp;amp;O equipment with the BEO4 remote controller, although it is not integrated with B&amp;amp;O. With the Lintronic -238 box you can make your BEO4 a universal remote very easily.&lt;/p&gt;
&lt;p&gt;You have to use the box with it&amp;#39;s own IR-receiver. You can control your devices just in the same way, as you would do with B&amp;amp;O integrated devices.&lt;/p&gt;
&lt;p&gt;Step 1: You assign a Beo4 source key to each of your devices&lt;/p&gt;
&lt;p&gt;Step2: You compile the memeory map as needed to control every device&lt;/p&gt;
&lt;p&gt;Step3: Place the box in a position, wehe the emitted IR-signal can reach all you devices to be controlled. You can use high power IR or low power IR-emitter cables.&lt;/p&gt;
&lt;p&gt;Step4: Place the IR-Eye wher it can be reached by the BEO4 IR-Signal&lt;/p&gt;
&lt;p&gt;For details please refer to the integration guide document downloadable in the section &amp;quot;Integrating non-B&amp;amp;O using Lintronic&amp;quot;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Lintronic makes BEO4 a universal Remote</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-makes-beo4-a-universal-remote/revision/2.aspx</link><pubDate>Tue, 13 Mar 2012 06:20:58 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:54</guid><dc:creator>hfat</dc:creator><description>Revision 2 posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 13/03/2012 06:20:58&lt;br /&gt;
&lt;h2&gt;Lintronic makes BEO4 a universal Remote&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: BEO4, Universal Remote&lt;/div&gt;

&lt;p&gt;Some peaple like the BEO4 remote controller and want to control all their non B&amp;amp;O equipment with the BEO4 remote controller&lt;span style="text-decoration: line-through; color: red;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;although&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;it&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;not&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;integrated&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;with&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;B&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&amp;amp;O.&lt;/span&gt; With the Lintronic -238 box you can make your BEO4 a universal remote very easily.&lt;/p&gt;
&lt;p&gt;You have to use the box with it&amp;#39;s own IR-receiver. You can control your devices just in the same way, as you would do with B&amp;amp;O integrated devices.&lt;/p&gt;
&lt;p&gt;Step 1: You assign a Beo4 source key to each of your devices&lt;/p&gt;
&lt;p&gt;Step2: You compile the memeory map as needed to control every device&lt;/p&gt;
&lt;p&gt;Step3: Place the box in a position, wehe the emitted IR-signal can reach all you devices to be controlled. You can use high power IR or low power IR-emitter cables.&lt;/p&gt;
&lt;p&gt;Step4: Place the IR-Eye wher it can be reached by the BEO4 IR-Signal&lt;/p&gt;
&lt;p&gt;For details please refer to the integration guide document downloadable in the section &amp;quot;Integrating non-B&amp;amp;O using Lintronic&amp;quot;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Lintronic makes BEO4 a universal Remote</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-makes-beo4-a-universal-remote/revision/1.aspx</link><pubDate>Tue, 13 Mar 2012 06:19:37 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:53</guid><dc:creator>hfat</dc:creator><description>Revision 1 posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 13/03/2012 06:19:37&lt;br /&gt;
&lt;p&gt;Some peaple like the BEO4 remote controller and want to control all their non B&amp;amp;O equipment with the BEO4 remote controller. With the Lintronic -238 box you can make your BEO4 a universal remote very easily.&lt;/p&gt;
&lt;p&gt;You have to use the box with it&amp;#39;s own IR-receiver. You can control your devices just in the same way, as you would do with B&amp;amp;O integrated devices.&lt;/p&gt;
&lt;p&gt;Step 1: You assign a Beo4 source key to each of your devices&lt;/p&gt;
&lt;p&gt;Step2: You compile the memeory map as needed to control every device&lt;/p&gt;
&lt;p&gt;Step3: Place the box in a position, wehe the emitted IR-signal can reach all you devices to be controlled. You can use high power IR or low power IR-emitter cables.&lt;/p&gt;
&lt;p&gt;Step4: Place the IR-Eye wher it can be reached by the BEO4 IR-Signal&lt;/p&gt;
&lt;p&gt;For details please refer to the integration guide document downloadable in the section &amp;quot;Integrating non-B&amp;amp;O using Lintronic&amp;quot;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Lintronic FAQ</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-faq/revision/0.aspx</link><pubDate>Tue, 13 Mar 2012 06:30:21 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:32</guid><dc:creator>hfat</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 13/03/2012 06:30:21&lt;br /&gt;
&lt;h2&gt;Lintronic FAQ&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: &lt;span style="text-decoration: line-through; color: red;"&gt;Lintronic&lt;/span&gt;&lt;/div&gt;

&lt;p&gt;FAQs and additional information about using Lintronic to integrate non B&amp;amp;O devices into B&amp;amp;O solutions.&lt;/p&gt;
&lt;p&gt;This page is intended to be added with information by everyone you has anwers to questions, that might be intersting to other members. Or simply post a comment with a question, you would like to see answered here.&lt;/p&gt;
&lt;p&gt;Q: How can the Lintonic TT455-RT-238 help to Integrate devices not found in the PUC list?&lt;/p&gt;
&lt;p&gt;A1:&lt;/p&gt;
&lt;p&gt;The best solution is to connect the -238 box to a SCART connector. This is possible if you have an unused SCART connector on your BeoVision which can be configured as V.MEM or DVD connection. You will need a special custom made SCART cable. Details are shown on the Lintronic support site. This way to integrate the lintronic box has the following advantages:&lt;/p&gt;
&lt;p&gt;- Power on/off is controlled according to the connection settings of the BeoVision&lt;/p&gt;
&lt;p&gt;- You don&amp;#39;t need an extra IR-Receiver&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;- You can use the non B&amp;amp;O device in a link room, exactly like PUC controlled devices&lt;/p&gt;
&lt;p&gt;- The Third-Party device can be hidden away&lt;/p&gt;
&lt;p&gt;A2:&lt;/p&gt;
&lt;p&gt;If this is not the way you want to go and you don&amp;#39;t need link room acessibility, you can use an extra IR-Receiver connected to the -238 box IR input. But you need to be careful not to mixup IR commands, as there are TWO IR-RECEIVERS active - the one of the BeoVision and the one connected to the -238 box.&lt;/p&gt;
&lt;p&gt;A3: (information supplied by member nico vercammen)&lt;/p&gt;
&lt;p&gt;For BeoSystem3 users there is a very simple way to integrate the -238 box. Simply connect BS3&amp;#39;s IR-IN connector to the IR connector of the -238 box using a standard mini jack cable. The IR commands received by BS3 also goes to the -238 box.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: Can Lintronic help to integrate a non B&amp;amp;O screen with BeoSystem2/3?&lt;/p&gt;
&lt;p&gt;Yes, you need to have to choose one of the integrations shown above. Depending on the amount of command integration - only ON/OFF or additional setting - the memory map will be simple or more complex. &lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: What are the functions can I &amp;quot;programme&amp;quot; into the memory map?&lt;/p&gt;
&lt;p&gt;There is a special page&amp;quot;Integrating non-B&amp;amp;O using Lintronic&amp;quot;&amp;nbsp; in this WIKI section,&amp;nbsp; aswering this question, where you can&amp;nbsp; download a guide and a real life example.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: Can Lintronc help to make BEO4 a Universal Remote&lt;/p&gt;
&lt;p&gt;Yes, you can control all your equipment with Lintronic, even though it is not connected to B&amp;amp;O. Please refer to WIKI page &lt;span class="ExistingPageLink"&gt;&lt;a href="/wikis/memberspages/lintronic-makes-beo4-a-universal-remote.aspx"&gt;Lintronic makes BEO4 a &lt;span style="text-decoration: line-through; color: red;"&gt;universal&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Universal&lt;/span&gt; Remote&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;</description></item><item><title>Lintronic FAQ</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-faq/revision/6.aspx</link><pubDate>Tue, 13 Mar 2012 06:27:31 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:56</guid><dc:creator>hfat</dc:creator><description>Revision 6 posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 13/03/2012 06:27:31&lt;br /&gt;
&lt;h2&gt;Lintronic FAQ&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: Lintronic&lt;/div&gt;

&lt;p&gt;FAQs and additional information about using Lintronic to integrate non B&amp;amp;O devices into B&amp;amp;O solutions.&lt;/p&gt;
&lt;p&gt;This page is intended to be added with information by everyone you has anwers to questions, that might be intersting to other members. Or simply post a comment with a question, you would like to see answered here.&lt;/p&gt;
&lt;p&gt;Q: How can the Lintonic TT455-RT-238 help to Integrate devices not found in the PUC list?&lt;/p&gt;
&lt;p&gt;A1:&lt;/p&gt;
&lt;p&gt;The best solution is to connect the -238 box to a SCART connector. This is possible if you have an unused SCART connector on your BeoVision which can be configured as V.MEM or DVD connection. You will need a special custom made SCART cable. Details are shown on the Lintronic support site. This way to integrate the lintronic box has the following advantages:&lt;/p&gt;
&lt;p&gt;- Power on/off is controlled according to the connection settings of the BeoVision&lt;/p&gt;
&lt;p&gt;- You don&amp;#39;t need an extra IR-Receiver&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;- You can use the non B&amp;amp;O device in a link room, exactly like PUC controlled devices&lt;/p&gt;
&lt;p&gt;- The Third-Party device can be hidden away&lt;/p&gt;
&lt;p&gt;A2:&lt;/p&gt;
&lt;p&gt;If this is not the way you want to go and you don&amp;#39;t need link room acessibility, you can use an extra IR-Receiver connected to the -238 box IR input. But you need to be careful not to mixup IR commands, as there are TWO IR-RECEIVERS active - the one of the BeoVision and the one connected to the -238 box.&lt;/p&gt;
&lt;p&gt;A3: (information supplied by member nico vercammen)&lt;/p&gt;
&lt;p&gt;For BeoSystem3 users there is a very simple way to integrate the -238 box. Simply connect BS3&amp;#39;s IR-IN connector to the IR connector of the -238 box using a standard mini jack cable. The IR commands received by BS3 also goes to the -238 box.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: Can Lintronic help to integrate a non B&amp;amp;O screen with BeoSystem2/3?&lt;/p&gt;
&lt;p&gt;Yes, you need to have to choose one of the integrations shown above. Depending on the amount of command integration - only ON/OFF or additional setting - the memory map will be simple or more complex. &lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: What are the functions can I &amp;quot;programme&amp;quot; into the memory map?&lt;/p&gt;
&lt;p&gt;There is a special page&amp;quot;Integrating non-B&amp;amp;O using Lintronic&amp;quot;&amp;nbsp; in this WIKI section,&amp;nbsp; aswering this question, where you can&amp;nbsp; download a guide and a real life example.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;Q&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;:&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Can&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Lintronc&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;help&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;make&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;BEO4&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Universal&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Remote&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;Yes&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;can&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;control&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;all&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;your&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;equipment&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;with&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Lintronic&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;even&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;though&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;it&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;not&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connected&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;B&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&amp;amp;O.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Please&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;refer&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;WIKI&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;page&lt;/span&gt; &lt;a class="ExistingPageLink" title="Click to view the page titled: Lintronic makes BEO4 a universal Remote"&gt;&lt;span style="background: SpringGreen;"&gt;Lintronic&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;makes&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;BEO4&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;universal&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Remote&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;</description></item><item><title>Lintronic FAQ</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-faq/revision/5.aspx</link><pubDate>Sun, 11 Mar 2012 14:35:22 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:55</guid><dc:creator>hfat</dc:creator><description>Revision 5 posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 11/03/2012 14:35:22&lt;br /&gt;
&lt;h2&gt;Lintronic FAQ&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: Lintronic&lt;/div&gt;

&lt;p&gt;FAQs and additional information about using Lintronic to integrate non B&amp;amp;O devices into B&amp;amp;O solutions.&lt;/p&gt;
&lt;p&gt;This page is intended to be added with information by everyone you has anwers to questions, that might be intersting to other members. Or simply post a comment with a question, you would like to see answered here.&lt;/p&gt;
&lt;p&gt;Q: How can the Lintonic TT455-RT-238 help to Integrate devices not found in the PUC list?&lt;/p&gt;
&lt;p&gt;A1:&lt;/p&gt;
&lt;p&gt;The best solution is to connect the -238 box to a SCART connector. This is possible if you have an unused SCART connector on your BeoVision which can be configured as V.MEM or DVD connection. You will need a special custom made SCART cable. Details are shown on the Lintronic support site. This way to integrate the lintronic box has the following advantages:&lt;/p&gt;
&lt;p&gt;- Power on/off is controlled according to the connection settings of the BeoVision&lt;/p&gt;
&lt;p&gt;- You don&amp;#39;t need an extra IR-Receiver&lt;/p&gt;
&lt;p&gt;- You can use the non B&amp;amp;O device in a link room, exactly like PUC controlled devices&lt;/p&gt;
&lt;p&gt;- The Third-Party device can be hidden away&lt;/p&gt;
&lt;p&gt;A2:&lt;/p&gt;
&lt;p&gt;If this is not the way you want to go and you don&amp;#39;t need link room acessibility, you can use an extra IR-Receiver connected to the -238 box IR input. But you need to be careful not to mixup IR commands, as there are TWO IR-RECEIVERS active - the one of the BeoVision and the one connected to the -238 box.&lt;/p&gt;
&lt;p&gt;A3: (information supplied by member nico vercammen)&lt;/p&gt;
&lt;p&gt;For BeoSystem3 users there is a very simple way to integrate the -238 box. Simply connect BS3&amp;#39;s IR-IN connector to the IR connector of the -238 box using a standard mini jack cable. The IR commands received by BS3 also goes to the -238 box.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: Can Lintronic help to integrate a non B&amp;amp;O screen with BeoSystem2/3?&lt;/p&gt;
&lt;p&gt;Yes, you need to have to choose one of the integrations shown above. Depending on the amount of command integration - only ON/OFF or additional setting - the memory map will be simple or more complex. &lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: What are the functions &lt;span style="text-decoration: line-through; color: red;"&gt;a&lt;/span&gt; can &lt;span style="background: SpringGreen;"&gt;I&lt;/span&gt; &amp;quot;programme&amp;quot; &lt;span style="text-decoration: line-through; color: red;"&gt;in&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;into&lt;/span&gt; the memory map?&lt;/p&gt;
&lt;p&gt;There is a special page&amp;quot;Integrating non-B&amp;amp;O using Lintronic&amp;quot;&amp;nbsp; in this WIKI section,&amp;nbsp; aswering this question, where you can&amp;nbsp; download a guide and a real life example.&lt;/p&gt;</description></item><item><title>Lintronic FAQ</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-faq/revision/4.aspx</link><pubDate>Sun, 11 Mar 2012 14:34:11 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:51</guid><dc:creator>hfat</dc:creator><description>Revision 4 posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 11/03/2012 14:34:11&lt;br /&gt;
&lt;h2&gt;Lintronic FAQ&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: Lintronic&lt;/div&gt;

&lt;p&gt;FAQs and additional information about using Lintronic to integrate non B&amp;amp;O devices into B&amp;amp;O solutions.&lt;/p&gt;
&lt;p&gt;This page is intended to be added with information by everyone you has anwers to questions, that might be intersting to other members. Or simply post a comment with a question, you would like to see answered here.&lt;/p&gt;
&lt;p&gt;Q: How can the Lintonic TT455-RT-238 help to Integrate devices not found in the PUC list?&lt;/p&gt;
&lt;p&gt;A1:&lt;/p&gt;
&lt;p&gt;The best solution is to connect the -238 box to a SCART connector. This is possible if you have an unused SCART connector on your BeoVision which can be configured as V.MEM or DVD connection. You will need a special custom made SCART cable. Details are shown on the Lintronic support site. This way to integrate the lintronic box has the following advantages:&lt;/p&gt;
&lt;p&gt;- Power on/off is controlled according to the connection settings of the BeoVision&lt;/p&gt;
&lt;p&gt;- You don&amp;#39;t need an extra IR-Receiver&lt;/p&gt;
&lt;p&gt;- You can use the non B&amp;amp;O device in a link room, exactly like PUC controlled devices&lt;/p&gt;
&lt;p&gt;- The Third-Party device can be hidden away&lt;/p&gt;
&lt;p&gt;A2:&lt;/p&gt;
&lt;p&gt;If this is not the way you want to go and you don&amp;#39;t need link room acessibility, you can use an extra IR-Receiver connected to the -238 box IR input. But you need to be careful not to mixup IR commands, as there are TWO IR-RECEIVERS active - the one of the BeoVision and the one connected to the -238 box.&lt;/p&gt;
&lt;p&gt;A3: (information supplied by member nico vercammen)&lt;/p&gt;
&lt;p&gt;For BeoSystem3 users there is a very simple way to integrate the -238 box. Simply connect BS3&amp;#39;s IR-IN connector to the IR connector of the -238 box using a standard mini jack cable. The IR commands &lt;span style="text-decoration: line-through; color: red;"&gt;reveiced&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;received&lt;/span&gt; by BS3 also &lt;span style="text-decoration: line-through; color: red;"&gt;go&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;goes&lt;/span&gt; to the -238 box.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: Can Lintronic help to integrate a non B&amp;amp;O screen with BeoSystem2/3?&lt;/p&gt;
&lt;p&gt;Yes, you need to have to choose one of the integrations shown above. Depending on the amount of command integration - only ON/OFF or additional setting - the memory map will be simple or more complex. &lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: What are the functions a can &amp;quot;programme&amp;quot; in the memory map?&lt;/p&gt;
&lt;p&gt;There is a special page&amp;quot;Integrating non-B&amp;amp;O using Lintronic&amp;quot;&amp;nbsp; in this WIKI section,&amp;nbsp; aswering this question, where you can&amp;nbsp; download a guide and a real life example.&lt;/p&gt;</description></item><item><title>Lintronic FAQ</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-faq/revision/3.aspx</link><pubDate>Sat, 10 Mar 2012 18:54:38 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:50</guid><dc:creator>hfat</dc:creator><description>Revision 3 posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 10/03/2012 18:54:38&lt;br /&gt;
&lt;h2&gt;Lintronic FAQ&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: Lintronic&lt;/div&gt;

&lt;p&gt;FAQs and additional information about using Lintronic to integrate non B&amp;amp;O devices into B&amp;amp;O solutions.&lt;/p&gt;
&lt;p&gt;This page is intended to be added with information by everyone you has anwers to questions, that might be intersting to other members. Or simply post a comment with a question, you would like to see answered here.&lt;/p&gt;
&lt;p&gt;Q: How can the Lintonic TT455-RT-238 help to Integrate devices not found in the PUC list?&lt;/p&gt;
&lt;p&gt;A1:&lt;/p&gt;
&lt;p&gt;The best solution is to connect the -238 box to a SCART connector. This is possible if you have an unused SCART connector on your BeoVision which can be configured as V.MEM or DVD connection. You will need a special custom made SCART cable. Details are shown on the Lintronic support site. This way to integrate the lintronic box has the following advantages:&lt;/p&gt;
&lt;p&gt;- Power on/off is controlled according to the connection settings of the BeoVision&lt;/p&gt;
&lt;p&gt;- You don&amp;#39;t need an extra IR-Receiver&lt;/p&gt;
&lt;p&gt;- You can use the non B&amp;amp;O device in a link room, exactly like PUC controlled devices&lt;/p&gt;
&lt;p&gt;- The Third-Party device can be hidden away&lt;/p&gt;
&lt;p&gt;A2:&lt;/p&gt;
&lt;p&gt;If this is not the way you want to go and you don&amp;#39;t need link &lt;span style="text-decoration: line-through; color: red;"&gt;romm&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;room&lt;/span&gt; acessibility&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; you can use an extra IR-Receiver connected to the -238 box IR input. But you need to be careful not to mixup IR commands, as there are TWO IR-RECEIVERS active - the one of the BeoVision and the one connected to the -238 box.&lt;/p&gt;
&lt;p&gt;A3: (information supplied by member nico vercammen)&lt;/p&gt;
&lt;p&gt;For BeoSystem3 users there is a very simple way to integrate the -238 box. Simply connect BS3&amp;#39;s IR-IN connector to the IR connector of the -238 box using a standard mini jack cable. The IR commands reveiced by BS3 also go to the -238 box.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: Can Lintronic help to integrate a non B&amp;amp;O screen with BeoSystem2/3?&lt;/p&gt;
&lt;p&gt;Yes, you need to have to choose one of the integrations shown above. Depending on the amount of command integration - only ON/OFF or additional setting - the memory map will be simple or more complex. &lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Q: What are the functions a can &amp;quot;programme&amp;quot; in the memory map?&lt;/p&gt;
&lt;p&gt;There is a special page&amp;quot;Integrating non-B&amp;amp;O using Lintronic&amp;quot;&amp;nbsp; in this WIKI section,&amp;nbsp; aswering this question, where you can&amp;nbsp; download a guide and a real life example.&lt;/p&gt;</description></item><item><title>Lintronic FAQ</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-faq/revision/2.aspx</link><pubDate>Sat, 10 Mar 2012 17:48:49 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:49</guid><dc:creator>hfat</dc:creator><description>Revision 2 posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 10/03/2012 17:48:49&lt;br /&gt;
&lt;h2&gt;Lintronic FAQ&lt;/h2&gt;
&lt;div style="font-size: 90%;"&gt;Filed under: Lintronic&lt;/div&gt;

&lt;p&gt;FAQs and additional information about using Lintronic to integrate non B&amp;amp;O devices into B&amp;amp;O solutions&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;This&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;page&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;intended&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;be&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;added&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;with&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;information&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;by&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;everyone&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;has&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;anwers&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;questions&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;that&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;might&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;be&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;intersting&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;other&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;members&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Or&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;simply&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;post&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;comment&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;with&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;question&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;would&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;like&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;see&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;answered&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;here&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;Q&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;:&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;How&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;can&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Lintonic&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;TT455-RT-238&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;help&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Integrate&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;devices&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;not&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;found&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;in&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;PUC&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;list&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;A1&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;The&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;best&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;solution&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connect&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;-&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;238&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;box&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;SCART&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connector&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;This&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;possible&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;if&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;have&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;an&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;unused&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;SCART&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connector&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;on&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;your&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;BeoVision&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;which&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;can&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;be&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;configured&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;as&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;V.MEM&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;or&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;DVD&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connection&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;You&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;will&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;need&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;special&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;custom&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;made&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;SCART&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;cable&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Details&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;are&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;shown&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;on&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Lintronic&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;support&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;site&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;This&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;way&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;integrate&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;lintronic&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;box&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;has&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;following&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;advantages&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;-&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Power&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;on/off&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;controlled&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;according&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connection&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;settings&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;of&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;BeoVision&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;-&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;You&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;don&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&amp;#39;&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;t&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;need&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;an&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;extra&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;IR-Receiver&lt;/span&gt;&lt;/p&gt;
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&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;A2&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;If&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;this&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;not&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;way&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;want&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;go&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;don&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&amp;#39;&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;t&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;need&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;link&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;romm&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;acessibility&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;can&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;use&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;an&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;extra&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;IR-Receiver&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connected&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;-&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;238&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;box&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;IR&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;input&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;But&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;need&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;be&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;careful&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;not&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;mixup&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;IR&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;commands&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;as&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;there&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;are&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;TWO&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;IR-RECEIVERS&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;active&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;-&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;one&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;of&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;BeoVision&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;one&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connected&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;-&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;238&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;box&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;A3&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;:&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;(&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;information&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;supplied&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;by&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;member&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;nico&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;vercammen&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;)&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;For&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;BeoSystem3&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;users&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;there&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;very&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;simple&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;way&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;integrate&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;-&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;238&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;box&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Simply&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connect&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;BS3&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&amp;#39;&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;s&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;IR-IN&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connector&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;IR&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;connector&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;of&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;-&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;238&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;box&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;using&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;standard&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;mini&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;jack&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;cable&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;The&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;IR&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;commands&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;reveiced&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;by&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;BS3&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;also&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;go&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;to&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;-&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;238&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;box&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;Q&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;:&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;What&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;are&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;functions&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;can&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;&amp;quot;programme&amp;quot;&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;in&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;the&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;memory&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;map&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;?&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span style="background: SpringGreen;"&gt;There&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;is&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;special&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;page&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&amp;quot;Integrating&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;non-B&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&amp;amp;O&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;using&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;Lintronic&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;&amp;quot;&amp;nbsp;&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;in&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;this&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;WIKI&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;section&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt;&amp;nbsp; &lt;span style="background: SpringGreen;"&gt;aswering&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;this&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;question&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;,&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;where&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;you&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;can&lt;/span&gt;&amp;nbsp; &lt;span style="background: SpringGreen;"&gt;download&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;guide&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;and&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;a&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;real&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;life&lt;/span&gt; &lt;span style="background: SpringGreen;"&gt;example&lt;/span&gt;&lt;span style="background: SpringGreen;"&gt;.&lt;/span&gt;&lt;/p&gt;</description></item><item><title>Lintronic FAQ</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/lintronic-faq/revision/1.aspx</link><pubDate>Sat, 10 Mar 2012 16:58:28 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:48</guid><dc:creator>hfat</dc:creator><description>Revision 1 posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 10/03/2012 16:58:28&lt;br /&gt;
&lt;p&gt;FAQs and additional information about using Lintronic to integrate non B&amp;amp;O devices into B&amp;amp;O solutions&lt;/p&gt;</description></item><item><title>Integrating non-B&amp;O using Lintronic</title><link>https://archivedforum2.beoworld.org:443/wikis/memberspages/integrating-non-b-amp-o-using-lintronic/revision/0.aspx</link><pubDate>Sat, 10 Mar 2012 16:56:02 GMT</pubDate><guid isPermaLink="false">4032b68f-4b52-4065-9401-9618ecce40eb:31</guid><dc:creator>hfat</dc:creator><description>Current revision posted to &amp;lt;Members Own Technical Pages&amp;gt; by hfat on 10/03/2012 16:56:02&lt;br /&gt;
&lt;div&gt;
&lt;p&gt;I compiled a document with all my expirience gathered in the last months as I renewd my B&amp;amp;O installation and added some non PUC-supported devices. The document shows how to power on/off devices, to use variables and how to make go+&amp;lt;number&amp;gt; work.&lt;/p&gt;
&lt;p&gt;You can download here: &lt;a href="http://forum.beoworld.org/members/hfat/files/Guide-to-Lintonic-Integration-_2D00_-V1.zip.aspx"&gt;&lt;span style="color:#3399cc;"&gt;Guide to Lintronic Integration&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description></item></channel></rss>