<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1348835650600444549</id><updated>2012-02-07T12:47:58.098-05:00</updated><category term='iWork'/><category term='DP'/><category term='Grab'/><category term='NumberKey'/><category term='Pages'/><category term='Snapz Pro'/><category term='Fermata Friday'/><category term='Sibelius'/><category term='Logic'/><category term='Waveform Wednesday'/><category term='Ableton'/><category term='Finale'/><category term='SCC'/><category term='Screen Flow'/><category term='Jing'/><category term='Little Snapper'/><category term='Mac Daddy Monday'/><category term='Mac OS X'/><category term='GarageBand'/><category term='Reason'/><category term='Soundflower'/><category term='Terminal'/><category term='Peripherals'/><category term='Campus Cruiser'/><category term='SCC4'/><category term='Guerilla Production'/><category term='Pro Tools'/><title type='text'>Learning Center Tech Blog</title><subtitle type='html'>The Music Technology Blog of Berklee College of Music's Learning Center</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>86</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-5591627361825759328</id><published>2012-02-02T14:51:00.001-05:00</published><updated>2012-02-07T12:47:58.105-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Waveform Wednesday'/><category scheme='http://www.blogger.com/atom/ns#' term='Reason'/><category scheme='http://www.blogger.com/atom/ns#' term='SCC'/><title type='text'>Waveform Wednesday: Sampling in Reason - Sound Collage Contest Tips</title><content type='html'>The Learning Center's Sound Collage Contest has begun! We recorded audio samples of construction sounds, and you can use them to make a piece of music and compete for nearly $3,000 worth of prizes from &lt;a href="http://izotope.com/" target="_blank"&gt;iZotope&lt;/a&gt; and &lt;a href="http://www.ikmultimedia.com/Main.html?MainPage.php" target="_blank"&gt;I.K. Multimedia&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Before you start this tutorial, download the samples for the contest (and read the rules and regulations) &lt;a href="http://learningcenter.berklee.edu/Contests_and_Events/Sound_Collage_Contest/Sound_Collage_Contest_12/details_12" target="_blank"&gt;at this link.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-_Skl7HMSc_w/TynCExGTSjI/AAAAAAAAAEI/2s3MzcqhtfA/s1600/Screen+Shot+2012-02-01+at+5.49.18+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-_Skl7HMSc_w/TynCExGTSjI/AAAAAAAAAEI/2s3MzcqhtfA/s1600/Screen+Shot+2012-02-01+at+5.49.18+PM.png" /&gt;&lt;/a&gt;Reason is a powerful tool for sampling. In this tutorial we'll explore the NNXT Advanced, the Kong Drum Designer and the Redrum.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Sampling&lt;/b&gt;&lt;br /&gt;A sample is an audio file. Samplers play back audio files in a variety of ways. A sample map determines which MIDI keys trigger which samples, and at what pitch.&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-aXyytOn1yZg/TynCjNAl3UI/AAAAAAAAAEQ/RLI6IEOUoNM/s1600/Screen+Shot+2012-02-01+at+5.53.44+PM.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="260" src="http://4.bp.blogspot.com/-aXyytOn1yZg/TynCjNAl3UI/AAAAAAAAAEQ/RLI6IEOUoNM/s320/Screen+Shot+2012-02-01+at+5.53.44+PM.png" width="320" /&gt;&lt;/a&gt;Add an&amp;nbsp;NNXT to your Reason rack. Right-click on it and initialize patch (this will dump the patch and all the samples loaded into it), and flip open the NNXT's Remote Editor.&lt;br /&gt;&lt;br /&gt;To add samples, click the browse sample button (&lt;i&gt;not&lt;/i&gt;&amp;nbsp;the browse patch button) located at the bottom of the screenshot below.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-u7kia7KkNro/Tyrlqu5DtgI/AAAAAAAAAEg/foDkMAZtGzw/s1600/reason1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="155" src="http://3.bp.blogspot.com/-u7kia7KkNro/Tyrlqu5DtgI/AAAAAAAAAEg/foDkMAZtGzw/s200/reason1.jpg" width="200" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;In the SCC5_Download folder, choose an audio sample. Using the Remote Editor, you can have the sample play forward, backward, looped, change the root pitch, start time and more.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-98hVJommSzs/TyrnSd3I1LI/AAAAAAAAAEw/USYPvoKoGUg/s1600/Screen+Shot+2012-02-02+at+2.41.05+PM.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="98" src="http://2.bp.blogspot.com/-98hVJommSzs/TyrnSd3I1LI/AAAAAAAAAEw/USYPvoKoGUg/s200/Screen+Shot+2012-02-02+at+2.41.05+PM.png" width="200" /&gt;&lt;/a&gt;Now add a Kong Drum Designer to your rack, and again right-click on it and initialize the patch. Open the Show Drum and FX area, and add an NN Nano Sampler. As with the NNXT, click the load sample button to add an audio sample.&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-_WNsDDsb0yA/TyrnSA8MRgI/AAAAAAAAAEo/zhUugWLquEo/s1600/Screen+Shot+2012-02-02+at+2.40.51+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-_WNsDDsb0yA/TyrnSA8MRgI/AAAAAAAAAEo/zhUugWLquEo/s1600/Screen+Shot+2012-02-02+at+2.40.51+PM.png" /&gt;&lt;/a&gt;&lt;br /&gt;The Kong is great for rhythmic elements, listen through the samples and find some percussive elements to load.&lt;br /&gt;&lt;br /&gt;Now add a Redrum device, initialize, and load samples onto the individual tracks.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/--pikgJUXCJE/Tyrn9qrrfYI/AAAAAAAAAE4/3hnJF7TpQwo/s1600/reason2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="57" src="http://1.bp.blogspot.com/--pikgJUXCJE/Tyrn9qrrfYI/AAAAAAAAAE4/3hnJF7TpQwo/s200/reason2.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-MQDRuPXUx9E/TyroQzc8AcI/AAAAAAAAAFA/2jDvLJ66S_I/s1600/Screen+Shot+2012-02-02+at+2.46.21+PM.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="91" src="http://3.bp.blogspot.com/-MQDRuPXUx9E/TyroQzc8AcI/AAAAAAAAAFA/2jDvLJ66S_I/s320/Screen+Shot+2012-02-02+at+2.46.21+PM.png" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Using the select buttons on the tracks, the run button, and the trigger buttons, you can create a pattern sequence.&lt;br /&gt;&lt;br /&gt;There are Reason classes available! New to the program? Take Reason Essentials. For the topics in this blog post, take Reason Sampling, and Reason Drum Production with Kong. &lt;a href="http://www.google.com/calendar/embed?src=berklee.edu_mu3l85eiq8j8bmff44rrrmv9qg%40group.calendar.google.com&amp;amp;ctz=America/New_York" target="_blank"&gt;Click here to view our calendar of training sessions.&lt;/a&gt;&amp;nbsp;You can also sign up for a music software tutor &lt;a href="http://learningcenter.berklee.edu/Software_Tutoring/Sign_Up" target="_blank"&gt;at this link.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Good luck on your Sound Collage!&lt;br /&gt;&lt;br /&gt;-by LC Tech Blog contributor Chris Fitzgerald&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-5591627361825759328?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/5591627361825759328/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2012/02/waveform-wednesday-sampling-in-reason.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/5591627361825759328'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/5591627361825759328'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2012/02/waveform-wednesday-sampling-in-reason.html' title='Waveform Wednesday: Sampling in Reason - Sound Collage Contest Tips'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-_Skl7HMSc_w/TynCExGTSjI/AAAAAAAAAEI/2s3MzcqhtfA/s72-c/Screen+Shot+2012-02-01+at+5.49.18+PM.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-4731271080168054841</id><published>2012-01-30T10:50:00.000-05:00</published><updated>2012-01-30T19:01:37.422-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mac Daddy Monday'/><category scheme='http://www.blogger.com/atom/ns#' term='Mac OS X'/><title type='text'>Mac Daddy Monday: 25 OS X Tricks Every User Should Know</title><content type='html'>Today's blog post is from Huffington Post. &lt;a href="http://www.huffingtonpost.com/2011/05/03/mac-os-x-tips-tricks_n_855102.html#s270739&amp;amp;title=Tap_To_Click" target="_blank"&gt;Read it here.&lt;/a&gt;&lt;br /&gt;How many of these OS X tricks do you know? Add more in the comments below.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-4731271080168054841?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.huffingtonpost.com/2011/05/03/mac-os-x-tips-tricks_n_855102.html#s270739&amp;title=Tap_To_Click' title='Mac Daddy Monday: 25 OS X Tricks Every User Should Know'/><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/4731271080168054841/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/11/mac-daddy-monday-25-os-x-tricks-every.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/4731271080168054841'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/4731271080168054841'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/11/mac-daddy-monday-25-os-x-tricks-every.html' title='Mac Daddy Monday: 25 OS X Tricks Every User Should Know'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-2326176295728839492</id><published>2012-01-27T08:38:00.000-05:00</published><updated>2012-01-27T14:21:42.223-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Finale'/><category scheme='http://www.blogger.com/atom/ns#' term='Fermata Friday'/><title type='text'>Fermata Friday: Finale's Set-up Wizard</title><content type='html'>&lt;span id="internal-source-marker_0.2841035907596696" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Finale makes it easy to start your score. With the Set Up Wizard you can specify your instrument ensemble, name your score, choose your key, meter, and tempo, and more. Access the Set Up Wizard from the Launch Window.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;img height="54px;" src="https://lh3.googleusercontent.com/d5hPR0PfcX76YH2jBudivN3ug_usM8RSYYNoELHyDv0bgadTuYTo8k4bPVk3SUDNA4aMafxNIVsVbL5J1oiRGU6fn_ofw5gWwuxRBlxDI59jOURPJ9k" width="167px;" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;There are four pages to the Set Up Wizard window. In the first you can choose your ensemble from a template on the left (if you often write for the same instrumentation, save a template to this list to speed things up for next time!), and specify your document style: Engraved for more formal looking scores, Handwritten for lead sheets (this style looks like the Real Book). You can also choose your page size and layout (you can print letter, legal or tabloid in the Learning Center).&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;img height="345px;" src="https://lh6.googleusercontent.com/CZC5YFZSSloW1xWNbH1dS-mCuhmKJpHVb0aGzhw8eCa_kXEWwxmiPFBkfnB7ck-KUhNfeCwSR17ZU5ZSMob9_cz6BWi12doa5VgVo6hUzBZRP0TLaQ" width="500px;" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Page 2 is where you create your ensemble. Choose an instrument set at the top, and the instrument families are on the left, then add your instruments from the second column. Double-click the instrument or click Add. To save your ensemble as a template for the previous page, click Save Current Ensemble.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;img height="347px;" src="https://lh4.googleusercontent.com/QamVAGHNKv-L0MNsEeEQaVffwmIypiWu67tzJg2T-Ad7yBviOd9kSkWOS9i_btvzQXAGF2WeGc8dc1YREEOP1DmOJYV1O8MddmynEtsde-sMNpU-mg" width="500px;" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Next page, name your piece, add the composer name, etc.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;Lastly, choose your meter, key, tempo, pick up measure (if applicable) and number of measures (this can easily be changed later if you don't know yet how many measures).&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;img height="343px;" src="https://lh3.googleusercontent.com/Ra4FdWWsuoc_E7mv76PrKM8trqF0IXkmgVbGqb00e1xtWcJsYt5qDNBtoppxJw4vnObR8iWzP1b1iV-ZF5ffnARqFegaVnsl5VEQmx9vs5w-DTip4g" width="500px;" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-weight: normal; text-decoration: none; vertical-align: baseline;"&gt;That's it, now just write the music! You can get in-depth training with Finale at the Learning Center. Sign up for &lt;a href="http://learningcenter.berklee.edu/Software_Tutoring/Sign_Up"&gt;one-to-one tutoring&lt;/a&gt;, or &lt;a href="http://learningcenter.berklee.edu/Training_Sessions/Schedule_and_SignUp/"&gt;software training sessions&lt;/a&gt;. &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-2326176295728839492?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/2326176295728839492/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/05/fermata-friday-finales-set-up-wizard.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/2326176295728839492'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/2326176295728839492'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/05/fermata-friday-finales-set-up-wizard.html' title='Fermata Friday: Finale&apos;s Set-up Wizard'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-6376564780314489919</id><published>2012-01-23T11:48:00.000-05:00</published><updated>2012-01-23T15:25:46.319-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mac Daddy Monday'/><category scheme='http://www.blogger.com/atom/ns#' term='Mac OS X'/><title type='text'>Mac Daddy Monday: Getting to know OS X</title><content type='html'>Welcome back everyone, and welcome new students! Hope your semester is starting off well. Today I thought I'd share a bunch of resources for learning the Mac operating system.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://learningcenter.berklee.edu/Training_Sessions/Schedule_and_SignUp/index.php?courseID=19&amp;amp;week=all"&gt;Berklee Laptop: Mac Mastery training sessions&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://learningcenter.berklee.edu/Training_Sessions/Schedule_and_SignUp/index.php?courseID=62&amp;amp;week=all"&gt;Berklee Laptop: Peripherals training sessions (Oxygen25 &amp;amp; UX2)&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;We have a resources page on the Learning Center website dedicated to Mac OS X where you can sign up for training sessions, read these archived blog posts on OS X, and where some of the following links are. (While there, check out our other resources pages for Oxygen 25 &amp;amp; UX2, GarageBand, Reason and more)&lt;br /&gt;&lt;a href="http://learningcenter.berklee.edu/Resources/Mac_OSX"&gt;http://learningcenter.berklee.edu/Resources/Mac_OSX&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Check this &lt;b&gt;Mac 101&lt;/b&gt; tutorial on the apple.com website&lt;br /&gt;&lt;a href="http://www.apple.com/support/mac101/"&gt;http://www.apple.com/support/mac101/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;As a Berklee student, you have access to video tutorial training from Lynda.com (a great resource that would cost you $250 per year on your own). You'll find videos on OS X and hundreds of other topics including Logic, GarageBand and Reason.&lt;br /&gt;&lt;br /&gt;Login at &lt;a href="http://my.berklee.net/" target="_blank"&gt;my.berklee.net&lt;/a&gt;, go to Technology Services, and click Access Lynda.com&lt;br /&gt;&lt;br /&gt;&lt;a href="http://support.apple.com/kb/ht1343"&gt;Learn the icons for Mac keyboard shortcuts&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Thanks and enjoy!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-6376564780314489919?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/6376564780314489919/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/05/mac-daddy-monday-getting-to-know-os-x.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/6376564780314489919'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/6376564780314489919'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/05/mac-daddy-monday-getting-to-know-os-x.html' title='Mac Daddy Monday: Getting to know OS X'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-4479985505920390332</id><published>2011-11-16T09:00:00.000-05:00</published><updated>2011-11-16T09:00:01.121-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Waveform Wednesday'/><category scheme='http://www.blogger.com/atom/ns#' term='Logic'/><title type='text'>Waveform Wednesday: Quick Sidechain Compression in Logic</title><content type='html'>&lt;br /&gt;&lt;div style="background-color: transparent;"&gt;&lt;div style="background-color: transparent;"&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: 16px; white-space: pre-wrap;"&gt;If you’re looking for a nice kick sound in your song &amp;nbsp;a sidechain compression might help you out! Today lets put a sidechain compression on a pad. Triggered by the Kick. Here’s what you have to do:&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: 16px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: 16px; white-space: pre-wrap;"&gt;Write the kick on a MIDI track, like this:&lt;/span&gt;&lt;br /&gt;&lt;img height="250" src="https://lh4.googleusercontent.com/t-pGyynYiVEYlff5dYdf9RCDaqV9H30fVCoR_0CoypBAwYhKDWBU9r6e7Y7cq7nmvK-UzaU0Hi6GN2vYxABeGDce36PuOurOxN7CYIG_ggHxloNNnFs" width="400" /&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: 'Times New Roman'; font-size: 16px; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Choose a kick that you like, could be electric or acoustic, in this case I’d recommend the Ultrabeat kick drum, because its nice and you can also modify it. &lt;/span&gt;&lt;img height="250" src="https://lh5.googleusercontent.com/0YBekQoyQhCzgtxWz4vNoePsxX_pto1ycOgYPasK3Kvr26G9YE7CWzLF-TMxzUoTxbuIZtsK5nqzCY9A7OLnn14-zIhThnfxdLiCLb401KouvSxEHQ0" style="font-family: 'Times New Roman'; font-size: 13px;" width="400" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: 16px; white-space: pre-wrap;"&gt;Once you’ve selected your plug in, send the track to a bus (Its up to you to choose the bus number!)&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: 'Times New Roman'; font-size: 16px; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;img height="320" src="https://lh3.googleusercontent.com/p9D5sd1r9Z_bSCaBK1MJhx7m_VpKH8dvEQ_xNpPGxYd_luesMfwLeMShkGyjm4cxgdwKi6w0VpfqHGPFERHjpew8TRfyndFoGInN0JtST-MxCuFqj0U" style="font-family: 'Times New Roman'; font-size: 13px;" width="179" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: 16px; white-space: pre-wrap;"&gt;After that, record whatever you want to get to be compressed by the kick (e.i if it’s a House song you could try with a pad or a synth). And just to start off, its better if you record a simple extended line like shown below:&lt;/span&gt;&lt;br /&gt;&lt;img height="252" src="https://lh6.googleusercontent.com/xoOFkglXzhhC8xgfvqQh3B3DQvNmRHfB5JmuwS81ytJYl1JSsSqkUjPl7M0rHu0JMqAp29-1YlmpLV67v0HJcLe1ApyYYNagnGUi8LFlvUo3iW1XePc" style="font-family: 'Times New Roman'; font-size: 13px;" width="400" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: 'Times New Roman'; font-size: 16px; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Insert a compressor to your new Pad track and on the top-right &amp;nbsp;corner where it says “Sidechain” choose the bus where you sent the kick, in this case Bus No. 1.&lt;/span&gt;&lt;img height="254" src="https://lh3.googleusercontent.com/-QOwnXySSCBU30UHo7Gnj-Fkln0-yBUa3Ns65sKKXxlcgr3py9WU6--NKEd2HxUJFQ3tMPsO-ROzLSEAsdYGCbSGJiRPf3ytaRXagvPl9gKV1Xk7i9c" style="font-family: 'Times New Roman'; font-size: 13px;" width="400" /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: 16px; white-space: pre-wrap;"&gt;Once you’ve done that, rise the ratio of your compressor to, lets say… 6:1 and slowly turn down the compressor’s threshold WHILE playing the lines. You will immediately start listening how the kick kind of “swallows” the pad when is played…like a whirlpool.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;img height="371" src="https://lh6.googleusercontent.com/LU_2AEISucskcrW2J8BeBj2HJc4P9-_WUNSo5EbXkjoprJH1rayMUVJ8Ui7F1tnXC-DLROgDzNRgFSz457FxyR85vllX32y6mcuytqK71_Ir024Sv8Q" width="400" /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: 16px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;And there you go! You have your sidechain compression. Its up to you how “Deep” you want your compression, just play with the ratio and threshold until you’re comfortable with the sound. You can do a million things with this, just have to be creative!&lt;span style="background-color: transparent; text-decoration: none; vertical-align: baseline;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; font-size: 16px; white-space: pre-wrap;"&gt;-by LC Tech Blog contributor Luis de la Isla&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-4479985505920390332?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/4479985505920390332/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/11/waveform-wednesday-quick-sidechain.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/4479985505920390332'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/4479985505920390332'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/11/waveform-wednesday-quick-sidechain.html' title='Waveform Wednesday: Quick Sidechain Compression in Logic'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-5517734154650208280</id><published>2011-11-09T09:00:00.001-05:00</published><updated>2011-11-09T09:00:01.720-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='DP'/><category scheme='http://www.blogger.com/atom/ns#' term='Waveform Wednesday'/><category scheme='http://www.blogger.com/atom/ns#' term='Reason'/><title type='text'>Waveform Wednesday: Reason Rewire in Digital Performer</title><content type='html'>&lt;br /&gt;&lt;div class="MsoNormal"&gt;Every DAW has its ups and downs.&amp;nbsp; Have you ever hoped that someone would justcombine them into one awesome DAW?&amp;nbsp; Thegood news is that you can do this (to an extent).&amp;nbsp; The better news is that it is really easy todo.&amp;nbsp; I’m going to show you how to do soin Digital Performer (everyone’s favorite).&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Essentially what we are doing is making Reason sync toanother DAW.&amp;nbsp;This offers the benefits of DP’s greatsequencing and editing capabilities, with the sounds of Reason.&amp;nbsp; We all know that recording live audio inReason isn’t possible and sequencing can become quite worrisome.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;The first thing we need to do is open DP.&amp;nbsp; Then we open Reason.&amp;nbsp; When Reason is opened after another DAW it automaticallygoes into “slave” mode.&amp;nbsp; Now it’s simplya matter of “patching” the imaginary chords.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;The First thing you want to do is create a few MIDI Tracksfor our instruments and one Aux track in order to bring Reason in.&amp;nbsp; Name the tracks accordingly.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Once we have created the Aux track that we have named Reasonwe sets its input to Stereo: Reason: Mix L-1-Mix R-2. &amp;nbsp;&amp;nbsp;We set the output to whatever you are usingfor output (built-in, mbox, ux2, etc).&amp;nbsp;This setup allows Reason to be an “instrument” in DP. &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;div style="background-color: transparent;"&gt;&lt;img height="236" id="internal-source-marker_0.9815268537495285" src="https://lh4.googleusercontent.com/-LHa8RIzOlHphpBCY6UhZWVnwd9lf7ralC6bVTswR_VdqlSit4TIQHwncoyIGTrSu-h8-j6ACFgY8_hAyaFlHYLy3AY12vE8XPQ2nx6Y0Heke14p-Bo" width="400" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Now we go over to Reason.&amp;nbsp;We’re going to create a Mixer 14:2 and few instruments to go along withit.&amp;nbsp; NAME THE INSTRUMETNSACCORDINGLY.&amp;nbsp; This step is importantotherwise it could get very confusing when we began patching reason into ourMIDI tracks in DP.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;If we press TAB in reason we can see the back of therack.&amp;nbsp; You may have noticed that Reasonautomatically wires itself.&amp;nbsp; If this hashappened go ahead and unwire everything so we are starting from scratch.&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Each of our instruments needs to be patched into the Mixer14:2.&amp;nbsp; We take our left and right outsfrom the first instrument and patch them into the first input.&amp;nbsp; Named accordingly.&amp;nbsp; We then take the next instrument and patch thatinto the second input, and so on and so forth until it looks like this.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;img height="384" id="internal-source-marker_0.9815268537495285" src="https://lh5.googleusercontent.com/C9GlfVU1qEYCHFGPUC5ZyqPOK4hKagxzMJtjYazoH-J7bfBV_9j1DAZhZt8zonTiCT3uuMvASEKY-UEOtt6l5kLBZ_bgzH5Ds9zEypV8-W06ztSguvs" width="400" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;We are good to go in Reason.&amp;nbsp;Now we go back to DP and set up our MIDI track outputs in order toreceive their respective Reason input.&amp;nbsp;Because we have already done all of the groundwork (AND NAMED THE REASONINSTRUMENTS ACCORDINLY), all you need to do is select the output of our MIDItrack and set it to what you need.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;img height="224" id="internal-source-marker_0.9815268537495285" src="https://lh3.googleusercontent.com/emrNheJlv_WXZlHe46BVsa6snl-U6g0SRhmBaGMpL0ax2BO_js_OqEn11zEIYLeKohvWqpEb6imWdtbADB2yIKA4fup0ptgDavxsidu5fh1jE_6xz_w" width="400" /&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Record enable and you're good to go!&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;-by LC Tech Blog contributor Kai Sorensen&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;!--EndFragment--&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-5517734154650208280?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/5517734154650208280/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/11/waveform-wednesday-reason-rewire-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/5517734154650208280'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/5517734154650208280'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/11/waveform-wednesday-reason-rewire-in.html' title='Waveform Wednesday: Reason Rewire in Digital Performer'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-6681287895732659142</id><published>2011-11-07T15:02:00.000-05:00</published><updated>2011-11-07T15:02:40.459-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mac Daddy Monday'/><category scheme='http://www.blogger.com/atom/ns#' term='Terminal'/><category scheme='http://www.blogger.com/atom/ns#' term='Mac OS X'/><title type='text'>Mac Daddy Monday: Dock Spacer using Terminal in OS X</title><content type='html'>&lt;br /&gt;&lt;div style="background-color: transparent;"&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;What is Terminal in Mac OS?&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;It is simply a text-based program that lets you send commands manually to the OS and interact with it. You can do pretty much anything, because the Terminal is basically a window into another OS.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;What is the Dock Spacer?&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;The Dock is very convenient to organize application icons. However, if you have too much items in the Dock, it is easy to get lost visually and also waste time searching the application that you want to get access. &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Using the Dock Spacer lets you organize the applications in the Dock in groups, so that you have a visual clue to get to the applications. Dock Spacer is simply a ‘blank icon’ in the Dock. You are adding an invisible space between the icons to create a border.&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;img height="109" src="https://lh5.googleusercontent.com/0o1FLorBc2iwiY-eMxJ5N201hZeHh6mWzn_tM2HAWtdXetXC1I2OMyHHgX6Qi7chQpfd1slS2vjBNOreKw7DNzLOx9Vpo_2YEWuRH43oiic5SPuBLns" width="400" /&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;1. &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Launch Terminal. (Application/Utilities/Terminal)&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;img height="250" src="https://lh6.googleusercontent.com/o7WTBxm42bl-TYwfl-8WfgoOtC0tHzBjQTKzLFQApUnbIclOFA_zEgt6TlsdWUJ47bow43DiNfYkpR9w91WS9UduAaREgRUOiwwf_tjMseoD4LS4hMU" width="400" /&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;2. &amp;nbsp;&lt;span class="Apple-tab-span" style="white-space: pre;"&gt; &lt;/span&gt;Type the following command.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;*Copy and drag the below commands is recommended. You may type in the text on your own. Make sure the command is a single line of text. Don’t worry if your Terminal browser breaks your commands into multiple lines.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 9pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;defaults write com.apple.dock persistent-apps -array-add '{tile-data={}; tile-type="spacer-tile";}'&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;3. &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Press Enter or Return Key.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; font-family: Arial; font-size: 11pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;4. &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Type the following command. (Case sensitive)&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 9pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;killall Dock&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 12pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;5. &lt;span class="Apple-tab-span" style="white-space: pre;"&gt; &lt;/span&gt;Your Dock will disappear and restart. On the far right side of the Dock, a invisible space will be created.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 12pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;6. &lt;span class="Apple-tab-span" style="white-space: pre;"&gt; &lt;/span&gt;You can drag the invisible space as an icon, and place it where you want.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 12pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;7. &lt;span class="Apple-tab-span" style="white-space: pre;"&gt; &lt;/span&gt;Type the following command in Terminal&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 9pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;exit&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: 'Times New Roman'; font-size: 9pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 12pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;8. &lt;span class="Apple-tab-span" style="white-space: pre;"&gt; &lt;/span&gt;Quit Terminal.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 12pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 12pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;If you want to remove the Dock Spacer, simply click and drag it outside of the Dock, just like other icons.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: Arial; font-size: 12pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;You can create as much Dock Spacer as possible.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #333333; font-family: 'Times New Roman'; font-size: 12pt; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;-by LC Tech Blog contributor Jay Youn&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-6681287895732659142?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/6681287895732659142/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/11/mac-daddy-monday-dock-spacer-using.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/6681287895732659142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/6681287895732659142'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/11/mac-daddy-monday-dock-spacer-using.html' title='Mac Daddy Monday: Dock Spacer using Terminal in OS X'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-5641814058043910928</id><published>2011-11-02T09:00:00.001-04:00</published><updated>2011-11-02T09:00:14.525-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Waveform Wednesday'/><category scheme='http://www.blogger.com/atom/ns#' term='Logic'/><title type='text'>Waveform Wednesday: Tidying Up A Logic Session (part 2)</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: Arial; font-size: 15px; white-space: pre-wrap;"&gt;Does the amount of information on your arrange window ever make you feel claustrophobic? &amp;nbsp;In Logic, we can organize untidy tracks and regions in various ways. &amp;nbsp;Here is one feature that can sweep regions from an entire take “under the rug,” so to speak.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;img height="250" src="https://lh6.googleusercontent.com/FpAj3qqqM_vzt41rFrzPZ0VLHL868rGg-R0T7Vi1eggERdyMUCj34t8Mf-E-limGxQvQ1vmV4bJjYMDIvdxbzMvwQXJY93huDqp1AY3DVc4Qeei7aL8" width="400" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Here we have three different versions of the same tune, so we can send them off for different applications. &amp;nbsp;&amp;nbsp;We will be working on each chunk separately, and the extra space could be useful. &amp;nbsp;We can clean up the arrange window by using the “Folders” feature. &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;First, we select a block of regions that is not currently being edited; go to the “region” menu at the top of the arrange window and click “Pack Folder.”&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;img height="250" src="https://lh5.googleusercontent.com/fAY5EwFfE6db6cmufCXK65DZ5st4owEJ9kCuLLoHAAhDPqjGRaN9dB34ZUfYPVxC2epgjEvj-m9JIvkDqRk2OKmDWZxgcsmYbJIX5z8olQUkBCX5b-I" width="400" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Now the unused sections are neatly tucked away. &amp;nbsp;&amp;nbsp;When we click on the folder, it will take us to work on the chunk in a new window, just for that chunk, as if it was it’s own project.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;img height="229" src="https://lh3.googleusercontent.com/l2jzgYzYg4yrjvBueS-47qVmjBVpZJDXp4epnfMnSjFZqIkLhKJB2qdyjdiNYhjchSJ-VwwiAyeKUxDxkudTsMRgahkLzHTtBxW2SwlszFm7-CLZ5Ck" width="400" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Then, double click anywhere in the arrange window to get back to the original view of all three takes. &amp;nbsp;If we want to unpack the folder we can go back to the “region” menu and select “unpack folder (use existing tracks)” &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;img height="250" src="https://lh6.googleusercontent.com/XoAUKovtB83FtGAtudZyW2Vb4XsrLHWGncXij5zus_rCdp5saaB6L_gEwxgQWZwFiKEl5Zu_hytbGaHordajFB71muXguV--eH74fR78Qq4L4a2uLC8" width="400" /&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;-by LC Tech Blog contributor Lonn Hayes&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-5641814058043910928?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/5641814058043910928/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/11/waveform-wednesday-tidying-up-logic.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/5641814058043910928'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/5641814058043910928'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/11/waveform-wednesday-tidying-up-logic.html' title='Waveform Wednesday: Tidying Up A Logic Session (part 2)'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-5260836829550735021</id><published>2011-10-21T09:00:00.000-04:00</published><updated>2012-01-23T15:18:30.150-05:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Finale'/><category scheme='http://www.blogger.com/atom/ns#' term='Fermata Friday'/><title type='text'>Fermata Friday: Making Simple Entry Simpler and Faster For Laptop Users</title><content type='html'>&lt;span style="font-family: Arial; font-size: 11pt; white-space: pre-wrap;"&gt;In Finale there are couple different ways to get the notes on the page, Simple Entry, Speedy Entry and Hyperscribe. All of which have their ups and downs relating to which setting you’re using them in. To get the most out of Speedy Entry and Hyperscribe you’re probably going to want to have a keyboard with a numeric pad and midi keyboard handy that you can plunk out the notes on. So, what do you do when you’re stuck using a laptop without all the other stuff?&lt;/span&gt;&lt;br /&gt;&lt;div style="background-color: transparent;"&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;The best way to optimize your speed (when using a laptop) with simple entry is to change your shortcut settings to the laptop default. &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Select the simple entry tool in the Main Tool bar and then grab the &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Simple &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;tab.&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;img height="165" src="https://lh3.googleusercontent.com/AOHWFkTvtmMF1Vhg2VtUfCRR1nvmd4J1KxnTrdXIFpQZ6IjxSYar3XzdowKnfVZCW3GtHbTsaWbm6oCesCHxOHEg6N3_1fRSNoOIPusn2CyGav4kJoM" width="400" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Once there click on “&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Edit Keyboard Shortcuts...” &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;from here you can select which shortcut table you’d like to use.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;img height="270" src="https://lh6.googleusercontent.com/KhLJILHLXY6Tyjo72bla-f32Q3068czmIlrzOEJP0B2jZVYIM9-S6t3MZfPc1_4_ZvtggjCYqBCmk03Czp-yqBciWn08f4RGRaLCd13JiwB0Skz9At4" width="400" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Once the Laptop Shortcut table is selected you’ll notice the main difference between the default shortcuts and the laptop ones is that the number keys at the top of your keyboard now control the rhythmic value of the notes (1 being a 64th note etc etc.) being entered while typing the letter of the note name will enter the note onto the page. Other key commands remain the same like T for tie, period to add a dotted value to a note and R for turning notes into rests. &lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;-by LC Tech Blog contributor Marcus Bagala&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-5260836829550735021?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/5260836829550735021/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/10/fermata-friday-making-simple-entry.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/5260836829550735021'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/5260836829550735021'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/10/fermata-friday-making-simple-entry.html' title='Fermata Friday: Making Simple Entry Simpler and Faster For Laptop Users'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-8203588834417298623</id><published>2011-10-19T09:00:00.000-04:00</published><updated>2011-10-19T09:00:17.462-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Waveform Wednesday'/><category scheme='http://www.blogger.com/atom/ns#' term='Logic'/><title type='text'>Waveform Wednesday:  Understanding Advanced Quantize in Logic</title><content type='html'>&lt;br /&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="font-family: Calibri; font-size: 15px; white-space: pre-wrap;"&gt;Logic has a very advanced quantize engine, but yet, there aren’t many who can really appreciate every and each function and get the most out from it. Although each term and function are quite well explained in the manual, here’s a bit more detailed explanation along with its practical usage.&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;img height="320" src="https://lh3.googleusercontent.com/ayj9uhntqjEVU9LPhGApigiPyX2hM5k6D9rJQq3b7czkhz7pYOgL1HoIIyLPSL1EdHwN40lW_34-Wfg8b5LSRMkN5OlUoPcq4NmpQd4lI8c6JrHwuZM" width="174" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Q-strength: &amp;nbsp;Be aware that no musician will ever play in perfect timing or even if they do, we - as a listener - wouldn’t like it since it will only sound like a machine. Main purpose of Q-strength is to defeat this fatal flaw of quantizing. It will adjust the amount of the quantization. At the default setting of 100 percent, quantized notes are moved to exactly the correct timing, but with a 50 percent setting, for example, the recorded events will be moved just halfway to the correct position. To tighten up the timing of a performance without destroying the groove, try a Q-Strength setting of 85-90 percent.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Q-range : Logic 9 user manual defines Q-range as : &lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;“&lt;/span&gt;&lt;span style="background-color: transparent; color: #393939; font-family: Calibri; font-size: 11pt; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;A very musical quantization strategy that requires a certain amount of technical musical prowess. Q-Range is ideal for recordings that already have the right groove but are too hurried or laid back in places.”&lt;/span&gt;&lt;span style="background-color: transparent; color: #393939; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; In other word, if you very much like your groove but only want to fix a few sloppy notes that are too early or too late from the timeline), only those notes can be fixed through this engine.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Q-Range enables you to choose a boundary for the notes you wish to quantize. You do this by setting a timing threshold with the Q-Range value. Anything that falls inside (or outside) this threshold is quantized leaving the other notes untouched by the quantize engine. Setting Q-Range to a positive value will quantize anything within that range. &amp;nbsp;Setting Q-range to a negative value will quantize anything outside the threshold but leaving notes that were almost in time untouched. This is great for retaining a human feel to your performances while only correcting really duff timing on certain notes. Use the lowest value you can get away with or set a slightly higher value and use Q-Strength to adjust the amount of quantization.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Q-flam :&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Q-Flam is useful for separating events that fall on the same timing value. It spreads out the notes and essentially creates flams. Setting a positive Q-Flam value will offset the notes in the chord by the set value from bottom to top. Setting a negative value will offset each note by the set value from top to bottom. &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Q-Velocity and Q-Length&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Let’s say that you have a bass line that’s leading the rhythm section and want the other instruments to follow its groove so that the rhythm section can be locked-in nicely together. It can be done through creating a groove(quantize) template out of your bass groove then quantizing your new instrument by adopting time or velocity or the length from the original bass groove template . You can use Q-velocity and Q-length to set the amount of the groove template affecting your new quantization, using a percentage. A value set to 0% has no effect, whereas at 100% the notes adopt the exact velocity &amp;amp; lengths of the template region.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Calibri; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;-by LC Tech blog contributor Jay Lee&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-8203588834417298623?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/8203588834417298623/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/10/waveform-wednesday-understanding.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/8203588834417298623'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/8203588834417298623'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/10/waveform-wednesday-understanding.html' title='Waveform Wednesday:  Understanding Advanced Quantize in Logic'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-2758685264931845886</id><published>2011-10-14T09:00:00.003-04:00</published><updated>2011-10-14T09:56:43.363-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Fermata Friday'/><category scheme='http://www.blogger.com/atom/ns#' term='Sibelius'/><title type='text'>Fermata Friday: Creating Kicks Over Time in Sibelius</title><content type='html'>&lt;span class="Apple-style-span" style="font-family: Arial; white-space: pre-wrap;"&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;If you have any experience using Finale, you’re probably well aware that creating kicks over time is not exactly an intuitive process. Thankfully, Sibelius has a bit of a different approach to this ever so common notation.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="background-color: transparent;"&gt;&lt;div style="background-color: transparent;"&gt;&lt;span style="background-color: transparent; color: #444444; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;To start, select &lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;layer 1&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; on the keypad and enter your “kicks” on the first space above the staff.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;img height="99" src="https://lh3.googleusercontent.com/kQidq_8Bqt1gUTMn5BJwCccwpp3lArwKNDLH2fiem3KIMSrIst-oWE4mKcju_qhTkmlCKUXc2vdai9UdA1BOyPxCRpxXYLFkbFyJvHuaRMFnhYCqcDE" width="400" /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #444444; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #444444; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Next, switch to &lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;layer 2&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; on the keypad and enter four quarter notes on the middle line of the staff.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;img height="118" src="https://lh4.googleusercontent.com/PkQsPToW14zlrau6YbsmpDwZsk_7MrwR_aHwKb1vGxzuqShURNjNUBaFL5dM-OOJiLUutuevkDAbyY7xemAHauLmsxqcqwKlm0J6LVYQMYBjQwpo2Y0" width="400" /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #444444; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #444444; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Now, select the quarter notes you just entered and hit &lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; font-weight: bold; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;⌥⇧3 &lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;(option+shift+3).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #444444; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;img height="102" src="https://lh3.googleusercontent.com/GFMu5D0FWmyjdj0Rimy3Lz-MXev-0rhYcsbB8pEa4DZEsIQEhfk6kYa16RqmnGMqgQXHPm6MUkkZVwaxPn1J-hJ6ckfrKPMcN2yWtODQIqmYqXH24QQ" width="400" /&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: #444444; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;span style="background-color: transparent; font-family: Arial; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Voilà! You now have slash notation under your “kicks”. The only thing you may have left to do is select any rests and nudge them up a bit.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;img height="182" src="https://lh5.googleusercontent.com/feTMmP0Ll908GLHowfXYN-d6Gmr7ltLW9Z-vQHDWhO3ntP5V6PjePEkaoklKfAK3iykZp8EP-Ddg3DGYRz0VMmEknu24E6C981Oox1Uy5COIOE2ARUs" width="400" /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="color: #444444;"&gt;-by LC Tech Blog contributor Michal Skrzypek&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-2758685264931845886?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/2758685264931845886/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/10/fermata-friday-creating-kicks-over-time.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/2758685264931845886'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/2758685264931845886'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/10/fermata-friday-creating-kicks-over-time.html' title='Fermata Friday: Creating Kicks Over Time in Sibelius'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-1060558364350958504</id><published>2011-10-12T13:47:00.000-04:00</published><updated>2011-10-12T13:47:26.053-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Waveform Wednesday'/><category scheme='http://www.blogger.com/atom/ns#' term='Logic'/><title type='text'>Waveform Wednesday: Tidying Up A Logic Session (part 1)</title><content type='html'>&lt;br /&gt;&lt;div style="background-color: transparent;"&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Does the amount of information on your arrange window ever make you feel claustrophobic? &amp;nbsp;&amp;nbsp;In Logic, we can organize untidy tracks and regions in various ways. &amp;nbsp;Here is one feature that sweeps tracks “under the rug,” so to speak. &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;img height="250" src="https://lh4.googleusercontent.com/BMgvMCYtI79QsYq4ZECdZo3QkVjTBQb7ImLSzieCHPYtuxjluA_7h4bpZHqhyL1ENm6sfh3SW4z7IEqWUrKPbjYD_IR_tHwfFVcOLKUgpZCfYDaa5m8" width="400" /&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;In this session there are 14 tracks full of regions. &amp;nbsp;When we are done editing any of the tracks, we can get them out of our hair using the ‘Hide’ feature.&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Click on the “H” icon located at the top left of the arrange window. &amp;nbsp;The icon will turn green and an “H” icon will appear next to the “record enable” feature of each track. &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;img height="291" src="https://lh4.googleusercontent.com/g4udMFjIOUbHD3o8Wa6X5z86xDp9Q-7gpfDHrUM1eRzVW9ReOnh-79KEtjRRKIBdWtOmyvazH9ObiOsWlVpKAYVZaGJDgK1Ri0xBYjju4ox8A3EXupA" width="400" /&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;Once you decide that a track is done for the time being, click on the “H” icon for that track, then click back on the “H” icon located at the top left of the arrange window to hide the tracks the tracks that don’t need to clutter up your space.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="background-color: transparent;"&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;img height="333" src="https://lh6.googleusercontent.com/Ld_hH1QTeJaxY7n2Mw2KOt3AoobRWFFWHmQy_EKA2Skq2SV0vgtdm4V92yFxWzqhvMQqhapSVUqcgut1pG4rQWlbXKsmbEIf1mgvmQJYyCOBW17uC18" width="400" /&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt;You will notice the original green “H” icon turns orange, and your tracks are now out of the way, and can be brought back at any time, simply by clicking back on the “H.”&lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-family: Arial;"&gt;&lt;span class="Apple-style-span" style="font-size: 15px; white-space: pre-wrap;"&gt;-by LC Tech Blog contributor Lonn Hayes&lt;/span&gt;&lt;/span&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-1060558364350958504?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/1060558364350958504/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/10/waveform-wednesday-tidying-up-logic.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/1060558364350958504'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/1060558364350958504'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/10/waveform-wednesday-tidying-up-logic.html' title='Waveform Wednesday: Tidying Up A Logic Session (part 1)'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-6974511719920218998</id><published>2011-10-05T11:00:00.000-04:00</published><updated>2011-10-05T11:00:04.355-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Waveform Wednesday'/><category scheme='http://www.blogger.com/atom/ns#' term='Pro Tools'/><title type='text'>Waveform Wednesday: Pro Tools Keyboard Focus Mode</title><content type='html'>&lt;style&gt;&lt;!-- /* Font Definitions */@font-face {font-family:Cambria; panose-1:2 4 5 3 5 4 6 3 2 4; mso-font-charset:0; mso-generic-font-family:auto; mso-font-pitch:variable; mso-font-signature:3 0 0 0 1 0;} /* Style Definitions */p.MsoNormal, li.MsoNormal, div.MsoNormal {mso-style-unhide:no; mso-style-qformat:yes; mso-style-parent:""; margin:0in; margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Cambria; mso-fareast-font-family:Cambria; mso-bidi-font-family:"Times New Roman";}.MsoChpDefault {mso-style-type:export-only; mso-default-props:yes; font-size:10.0pt; mso-ansi-font-size:10.0pt; mso-bidi-font-size:10.0pt; font-family:Cambria; mso-ascii-font-family:Cambria; mso-fareast-font-family:Cambria; mso-hansi-font-family:Cambria;}@page WordSection1 {size:8.5in 11.0in; margin:1.0in 1.25in 9.0pt 1.25in; mso-header-margin:.5in; mso-footer-margin:.5in; mso-paper-source:0;}div.WordSection1 {page:WordSection1;}--&gt;&lt;/style&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Ever wonder what the “az” icon was in Pro Tools? Well, itenables “keyboard focus” mode. Keyboard Focus mode is awesome, because itdramatically improves the speed and efficiency of your Pro Tools workflow.Think of keyboard focus mode as even quicker keyboard shortcuts, which allowyou to execute commands in a single keystroke rather than having to usemultiple keys. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;There are three areas inside of Pro Tools in which you canenable keyboard focus. They are: the edit window, the regions window, and thegroups window. To quickly switch between the three areas of keyboard focus,simply press Command+Option+1 to enable keyboard focus in the edit window,Command+Option+2 to enable it in the regions window, Command+Option+3 to enableit in the Groups window.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Here are some common one-key key commands available in editmode:&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;T – Zoom in&lt;/div&gt;&lt;div class="MsoNormal"&gt;R – Zoom out&lt;/div&gt;&lt;div class="MsoNormal"&gt;C – Copy&lt;/div&gt;&lt;div class="MsoNormal"&gt;V – Paste&lt;/div&gt;&lt;div class="MsoNormal"&gt;L – Tab left&lt;/div&gt;&lt;div class="MsoNormal"&gt;‘ – Tab Right&lt;/div&gt;&lt;div class="MsoNormal"&gt;P – Tab up to next track&lt;/div&gt;&lt;div class="MsoNormal"&gt;; - Tab down to next track&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;In Groups mode, keyboard focus works a bit differently. Youcan assign a key to a specific group and when you have keyboard focus enabledin groups mode, you can use that key to enable or disable that group. Prettyneato.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;In the Regions list, keyboard focus acts as an alphabeticalorganizer, or address book. Just start typing in the name of the region youwould like to find and there you go.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;-by LC Tech Blog contributor Taylor Hatty&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-6974511719920218998?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/6974511719920218998/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/10/waveform-wednesday-pro-tools-keyboard.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/6974511719920218998'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/6974511719920218998'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/10/waveform-wednesday-pro-tools-keyboard.html' title='Waveform Wednesday: Pro Tools Keyboard Focus Mode'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-2408017489132008569</id><published>2011-10-03T11:00:00.000-04:00</published><updated>2011-10-03T11:00:07.477-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mac Daddy Monday'/><category scheme='http://www.blogger.com/atom/ns#' term='Jing'/><category scheme='http://www.blogger.com/atom/ns#' term='Grab'/><category scheme='http://www.blogger.com/atom/ns#' term='Little Snapper'/><category scheme='http://www.blogger.com/atom/ns#' term='Screen Flow'/><category scheme='http://www.blogger.com/atom/ns#' term='Mac OS X'/><category scheme='http://www.blogger.com/atom/ns#' term='Snapz Pro'/><title type='text'>Mac Daddy Monday: Take a Screen Shot with the Mouse Cursor Included</title><content type='html'>As we have been doing these blog posts we take a lot of screen shots. The easiest way to do this is with the keyboard shortcut SHIFT-COMMAND-3 to get the entire screen, and SHIFT-COMMAND-4 to get a crosshair cursor to select the screen shot area. This will put the new image file right on the desktop.&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;The problem with this method however, is that the mouse cursor is not included. In many applications the mouse cursor is contextual, and changes based on where you point it. In these blog posts we like to point that out in the screen shots, so here is what we do:&lt;br /&gt;&lt;br /&gt;Instead of this screen shot method, use the application Grab, which is in Applications - Utilities.&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;Open Grab’s preferences, and you can choose which mouse cursor to use.&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;This however, doesn’t show the natural cursor, so in situations where the cursor changes within the application, this method won’t work. There are many 3rd party screen capture applications that will capture the actual mouse cursor.&lt;br /&gt;&lt;img alt="" height="154" 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" width="200" /&gt;&lt;br /&gt;Try Jing (free): &lt;a href="http://www.techsmith.com/Jing/"&gt;http://www.techsmith.com/Jing/&lt;/a&gt;&lt;br /&gt;Little Snapper (free trail download, then you must purchase): &lt;a href="http://www.realmacsoftware.com/littlesnapper/"&gt;http://www.realmacsoftware.com/littlesnapper/&lt;/a&gt;&lt;br /&gt;Screen Flow (also not free): &lt;a href="http://www.telestream.net/screen-flow/"&gt;http://www.telestream.net/screen-flow/&lt;/a&gt;&lt;br /&gt;or Snapz Pro (also not free): &lt;a href="http://www.ambrosiasw.com/utilities/snapzprox/"&gt;http://www.ambrosiasw.com/utilities/snapzprox/&lt;/a&gt;&lt;br /&gt;Screen Flow and Snapz Pro are more expensive, but they are full feature screen casting studio apps geared toward video bloggers and podcast makers.&lt;br /&gt;&lt;br /&gt;Find any more? Post them up in the comments below.&lt;br /&gt;&lt;br /&gt;-by LC Tech Blog contributor Chris Fitzgerald&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-2408017489132008569?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/2408017489132008569/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/10/mac-daddy-monday-take-screen-shot-with.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/2408017489132008569'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/2408017489132008569'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/10/mac-daddy-monday-take-screen-shot-with.html' title='Mac Daddy Monday: Take a Screen Shot with the Mouse Cursor Included'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-8922941008484260623</id><published>2011-09-30T11:00:00.000-04:00</published><updated>2011-09-30T11:00:10.126-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='NumberKey'/><category scheme='http://www.blogger.com/atom/ns#' term='Fermata Friday'/><category scheme='http://www.blogger.com/atom/ns#' term='Sibelius'/><title type='text'>Fermata Friday: Working With the Keypad in Sibelius</title><content type='html'>Sibelius offers time-saving shortcuts (and many of them!) with keyboard shortcuts. Learn the keypad shortcuts, and you will work much more quickly. Be aware that the numeric keypad doesn't exist on the laptop keyboard, so if you plan to use Sibelius a lot, it is recommended that you &lt;a href="http://www.google.com/search?q=usb+keypad&amp;amp;ie=utf-8&amp;amp;oe=utf-8&amp;amp;aq=t&amp;amp;rls=org.mozilla:en-US:official&amp;amp;client=firefox-a#q=usb+keypad&amp;amp;hl=en&amp;amp;client=firefox-a&amp;amp;hs=MS6&amp;amp;rls=org.mozilla:en-US:official&amp;amp;prmd=ivns&amp;amp;source=univ&amp;amp;tbm=shop&amp;amp;tbo=u&amp;amp;sa=X&amp;amp;ei=LT5NTtmeO8_C0AHvyanyBg&amp;amp;ved=0CHIQrQQ&amp;amp;bav=on.2,or.r_gc.r_pw.&amp;amp;fp=30558825692121cc&amp;amp;biw=1440&amp;amp;bih=717"&gt;get a USB keypad&lt;/a&gt;, or a full size keyboard. With an iPhone or iPod touch you can &lt;a href="http://itunes.apple.com/WebObjects/MZStore.woa/wa/viewSoftware?id=291672903&amp;amp;mt=8"&gt;purchase an ap called NumberKey&lt;/a&gt;. You can also come and &lt;a href="http://learningcenter.berklee.edu/About_Us/Facilities/Main_Lab"&gt;work in the Learning Center with our full size keyboards&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Show or hide Sibelius' keypad palette window with the icon button.&lt;br /&gt;&lt;br /&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;br /&gt;The keypad corresponds to the numeric keypad, so that &lt;b&gt;Enter&lt;/b&gt; inputs a rest, &lt;b&gt;4&lt;/b&gt; a quarter note, &lt;b&gt;9&lt;/b&gt; a flat accidental and so on. Enter your rhythmic value, then use your MIDI keyboard to choose the pitch. &lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;The strength of the keypad in Sibelius is that there are 6 different layouts that can trigger different items.&lt;br /&gt;&lt;img alt="" src="data:image/png;base64,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" /&gt;&lt;br /&gt;Enter in less common notes, tremolos or change beaming, common articulations, jazz articulations and less common accidentals. Use &lt;b&gt;F7 - F12&lt;/b&gt; to change between the layouts.&lt;br /&gt;&lt;img alt="" 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+eYrqjutl6Pfp6Bs6GQ4VejDuNsEztTHtNPZo3myYfNLBgtZi1rrCKsVW0QNs9sC4442XHbLdrfc4hyVHVCOA045x21OcZ47I1L6fFjrhyub90uux/zYPeY9Cz2svOm837uk+Or7wfg+RIdIB2wGlgV5B7MHvwqpDD0cBgu7HF4fIRsxGrkjSiXaKbo5zGnYzVjd+Lq4v0SuBPeJJ4/YZvEkrRwsjn5fEpcqvepo2mO6c4ZXqejMtOzirJv5jSe6Ts7nruQ9y0fWUBXyHte6oJKke5Fk2KrS44l7qUhZScvF165Uz54da1CoDLu+shNoaqkWxO3xWvS7kzdk67NrHtXr/Ag5+H7Rtmm083TrbKPstvmOtQ6i7u+d9v2NPQK9V1/Kj7QOxjwD//w6kj/2P2X1RN1rx9Pvn0L3kvNVn3IWMxeafpCtZG5xbzTsGf/O/5/fYTfZwJGAYAb8wDYXQPAyhmAKjEABEoBoNADYEkGwFYZIHTyAPTmEoAM7/3r/IA9FmAAvMFpWDkOgE8QBZKGjkDx0GWoDZqC9mB9p4lwR2QgbiOeI74h2ZDaSF/kOWQLcg5FRMmjXGFF1oz6gKZFa6KD0dfQ4xgCRhsTi6nHrGKFsT7YKuwyTgIXhevEE/FO+DsEiOBAqCdSiMHEMZIS6SoZRw4nv6OYUFqohKlKqMnUKdTbNCGwXvGgfU/nTrdIH0T/nSGFkcJ4mUmSqYfZmXmLJZ9VmvUFWww7B/sIx2lOHS7A9Zg7ncecl4V3ie8Rf76Av6CBkIAwSXhLZE50TOzJoVbxBxJ1krVS9dLNMl2yg3Lv5DcUUUoMynwq4qrSalLqohrcmrRaCK017SmdTt0KvUz9EAMHQx0jSWNOEypTpOmO2br5yuEFiznLWasP1p9sNm337fD2TA5CjspO5s4eRxOOXXCpg8+xz+4UD1lPR6+T3pU+vb7zfvsBtIE8QaLBEiHioSJhvOGMEfiIn5HL0awx5rFpcZ3xvxL1TxQmfUo2T3l0Si6tJcP49HzW6RyeM/dytfJm8vMLHS6oXzS+FFPae4XtKqUCUfnjxteqL9WrNat312q37u8/xDWyNUu26rU5dvh1RXcnPUnuO/E0+lngkOtwzkjz2Mo4z6tjb8qnPr6TnkmZG18QW8xcXlw1/HJ7g3ozYevzjvfPxf3QP/sHFZAAViAKdg86wQeICLsBzlAarPgHoTVY3asgXBGZiDrEGyQS1uyOyHTkfeR7FBneVQJQpah/YP0tjfZEl8Fxp8KYYbIwT7EErDm2ADuJE8CF47rxjPhAfB+Bj5BKWCCaEFtJYqRyMgP5DAVDSaUCVCnUSOpMGgrNRVpe2lo6Lbpx+iAGDEMFozbjHFMGszjzBEsKqxTrDFshuxEHiqOb8xSXATeJe4KngjeCz4Cfk39HYEKwSeiq8EWRfNFcsdxDBeIlEjclG6SeSr+T2ZZjkFdR8FDMVWpXXlMVUDuuXqoxpcWp7alTq7urr2+QYzhojDZRNHU3yzC/efixxaTlujXKhtFW9IiWnaN9hEOe4z2nYeeNY4wu6se9XfPdOty/ePJ5OXjn+fT57vvLBfgFXgkaDUGEyoS5hudGPIpciqaKUYx1jcuJb05YPMGUZHzyRHJ9ysopvrRj6SUZrzOZshyzr+R8OCueG5vXl89cEFI4dEGqqLSYcimrlFR24YpQef81v0rS9fqbTrdQ1XU1x+9S3+upi62XfLDUUNXk1yLe+rWttSO1y6ybqWe+t64/ccBkkGVoZPjI8/nR+BecL4cncl7bTApOQ2/n3vfN1sznLYQv2iyzrZSvCn2+v6axPvz1+ObaVvI21c6ln5y75fusv/L+xJ8JaINQ2Dl6Dg7g2HtDl6BeaBPBi7CGPZwmxCrs1TjA630AhURpoOJRTagttDw6Gt2OQWMsMKWYFawq9hx2CaeHu47H4UPx0wQzQhdREY60DmmI7EheoSRRMVDVUVtQb9AU0WrQLtNdprdhIDM8Y8xiMmOmZZ5kucEazqbNTsf+iaOP8zpXBncAjy2vNp8Mv5AAlyCbEKswt4iYqLKY6SE38USJEsl2qQ8yFFk1uXD5ewprSvLKKSpjasLqaRoftcy0m3TF9K4b8BhWGouYNJjpmb+2CLUiWdfZOsPrtd0x2lnu6I5Ll+tZdxdPBW+Szxu/kgDjwOXguJC9sMjwhUjLqAcxNLHhcS8TVBKvJRFPxiYvpjqcGkrXyWjNlMtqzFE/M5DrmPcpP6mQ5nxFkeTFlksaJZ1lapcby9FXza5dqHh/XfRGzM3eWwzV3rdb71Duet5rq2O4H1o/+FAYVj6fm61amh5xtmW0f+m073rcLdZz4clBn3//ywGtZzVDjP9EDD8bYRv1HbvzYmWcb8L+VerrW2+eTS5M7b2lfsf1XmxGflZlTmNe64PWgsZHlUXFJell0RXeT5RPy6stn2O+yH9ZXbux7rhB2Gj76r1Jvdn87egW2Kr4rvN9bvvkDvtOy48jP9Z/ntkV2u3ec9nb2S/8Jflr4MDzd/wjvGVhHxJOEEkHth/fHRxsCsKiogCA/fyDg92Kg4P9SlhswB53V+Bfb/p3ZQzsZ5fB+f89/Q8wfxwnf5ik9QAAAAlwSFlzAAALEwAACxMBAJqcGAAAIABJREFUeAHs3Qe4ZddZH/zb+9wZzYx6mSbJ6s0Vy0XNAvcCbmDjBjw8kEASSPJAEhISICR8IaEkodoY3HEDbGNwt2zLBcu2rGZpNKM6kkZl+u3l+639nrPuvvvccs65144TZtnas/bab/2vd71r7bX32bdzfn6+43g5jsBxBI4jsCICXStePX7xOALHETiOQELgeKY4HgfHETiOwOoIHM8Uq2N0nOI4AscROJ4pjsfAcQSOI7A6AsczxeoYHac4jsBxBI5niuMxcByB4wisjsDxTLE6RscpjiNwHIHjmeJ4DBxH4DgCqyNwPFOsjtFxiuMIHEegp3kIjh49+lcf+Vhvf39vZ2dH/X/BHmcri+osXW58LTRfza+MznfE/zo6vEZaa61frF8pifw/VmXTzNzsxRdccNGFF7RnxMTk5Ac+9FfHga2gl4CdnX3SuedccdmllUtNnr7v/R/q6O7s7ez6PxWu7Eyh/n0WrnNzc6edduqzr3xmkzAGWQuZ4tDhI3/0tre/8vWvG10J+jzkq2aUL6yYKWoXc6aYn5/zvzLgxUmjjMUaBZqMVi+ZOjWV2uvX07/WV8iCMjgXcZVJ6/Wuzo6Hpma/fNM3joyNt50pxsfH/68CFoB1/+twOW8S2BplhXFBXq0WwN54003PfezxtjPFH/zpW1/+Yz+68XsdrgJ2jhs5P6Qoqs9xDY7WGxB1pv/ifFHgNRGuuJqJWBF+ZG7ua/c+sPXmW76LmYLBIyPDr3v1a6bGp7piWBX3LqWwKbld+DpfvrkpRnudosqUYC2KCwnmeikQjkN9GCOdL5OUgq7OFd1Uh73e2tnZpRS4d3Wm/9UvVP8tSCpXF05rtWKd09PZ8aWjE186dGyyqqwqc4VzK7L/m4Bt9OS7COzYxBqA7e/ve/3/gXAFUAoOAZ1iuslwLSgX+do0qlgbIrYhXAuTtD48PfPNL311/MufxtVSaWFNIaD7Ojv75juemJjpprOTeaAo7jzSWF4wLluQkFoo5bMqcc4UyINONigq1ko1ESpF23z8UxdcYi1SSjKk4EwXsmFFhkipQgd0OxTVbLP1B3H+K/4xJ0zNzMxMTy+oyJRFU3d3d19vX3d3V39n5+MT049Oz06H6jpDq//+IwFWd0zPzEwBtgaXfkqI56Jf+vv6e3q6a8BOTc8M9OarrVbcJg90pHA1KZD8PQpXPtUCN+JvDeEa8dqdprXa3FZIJrcWrhBJSWJ+ZmZ2cmpqWVSN3L6+3l7zWsfR6dkHJydPbxXKjo4WMgXhqWM7O6WJmJqT/TWV9X9XsGC+oFmWMF2Yqw3sNMbnuhPEcxR2pwvSRXdayXTOz3fOddWySNJGbKxcCuMCrPnOpMxhvsAxXalDTPTc7JyhTubCsmLBqk4KDjy+f/++B6Ynx/lJQ7qY5CURhSiM3VtOPu2kU0/XAy4gWhCAqPWSxH6/ARs+hWPcL8b2GoE9duzIvnv3TBw9kvqyBmz8Gx2vczpHNp5w1q5za8Cm7mu/pA773qPK5AjXbpjVwlX4JWNSKTxqElWox323sQCaFIRFqf+b3OuYn5yYeGDv7mOHD3SK6iVQxTo/MDRy5q7zhoeHOjpmu9tCtbVMEXa470uTcsoXtaGTUnZH59z8bIfkUbSFR6se6/AlHBBLPKmlwCSB2+X2pXNGkqCxQL8YqcDuDARr8mtSSCiSbTqNe765RJlsc6EgmpuNwZ9M7ZAsZrvkoZoXNWGz87OPPHDf7IN3nTrY182bAv1aJrCo1HOzcwcmJp+Ynhga3TQyYNJan8LI7wtgjdkanoVfBZjrBewTjz/6xF237Bzp60lZvyeh6v8KYCmanR2fmnn80KNHTzl9vYBdhGqoM3yLMjebgqGlcE2WFva2HK5toyomzJjzIjkloBSuNS9q0Omtg4cP7rv9m+eN9vV0dXd0L0YV18ycddxDj87v37j57A27OjrySjk8afbYcqZgaHG3b1SnBf3U43fdeteenU+/vvver37yG9PPeP4zzxjpnjMgaxN9YcdC5OVarsAhZZmOLi5LwPNjj93zma8cvfL5F23oknpSupCaZ3WunFHb10RtUjfMkxDMKchSKf5xAGXRFGu0uOaYsCbOPUx3Z0oRXbNzaU0020lDKsHZMTc3Pzk5fkr37IX9cz0ds129cykpcoct1jgzszPdsw90dO2enZ6amiwY1+nQLLARKYXSmuNhQJwsNLUJbFdCIPUKRNJ/hBcyHdJpnKstlHTSHLATkxMDc5MXDfV3zUz19MWaTmemLpyfmZvpmjnY1TEx17GewAaq+i+t37tmn9j9zVtu2/Xslwze/+WPfGnsB178nLM2RLhyou5U4W7dvThZaCpQJa6wuaNr5sA9H/3sgWe/5NJNXZ2itBquhnlCkhHFgrkQU4/Y4sSB2hVQTXfagrQrraPTgIOWAVEgXhiMFapd0+MXDQ92Tk/1Cte0Xquh2jE7P905Pd7dMdbZc9RSLglos7ScKahiMKBU3O9PP3bH17/wqaFdF9318Y/sHbr26v4uN5n6hAMW+frGNoPI6+4p3DPcsKcR1zE7M9vV0532O9JTxnTb0eW+f37u2MH7PvLhBy75oYs2d6XsZwJIFOgLL/VE7VxTcruYi+rYFwAFjz6LUvu3sLcI/7QeQTg/C3k1SqUNPcmlJDMOne6n546MTUzPHJnrODY1yylu9HZ1buzt6qazZ7hrQNetZ6G5KWCF3EwDsEVgFNG4HsCmOIvgTZUC/sAP+GsDVm9Ykx09NDs+dqSz58DEdFe3m9mu2dnZEwZ6+2Xxrr6ukeF1BDahWix0VQTh9BN3fe1zfzN68TN2f+RDu3uuvaYerjpyZsbEISKE7bzITH7ythjjsLARYG3fA2KUKObnu7p6kE+M3f+h99112Ysv3VpcMrctG64FqthTSLeEagpht8xFPumeXwjXWmgnhUbk7NHDnWNHxrv6Hh2fkit6unsmp6e3DPYP2sTo7O0eOnGNqLaeKRJ86abAJJ82LDrmpx657+8+9He93Re+5lXPOWOw4/7vfP2rt+8dHB694NKnPLJ779ZzzjtztHPfV78+vmnr7OH7H3109omJsZO3X3bFxWfsu+NL37hjf0//4NlPfe7Zo3N7b/rit+870HHwocPHRoWPbGMsci/6L8WrXkhjvAhdldQp9Xu3VEeRwUu0qdeCJ9ElPBO/f5OotH4hfG52Rodb2xWLtqK3E8l8x/RU18z4wbGJ27tGjwxsmZuZlvV6pqZ2HX1ix0BnR1936rqyviR5TYU7qwN7297egaHLnnblvtu/s+WcC3Zs7XvgK18a33zy/OF79z8699ixw1vPuuzpT9n1wB03rAOwvAnAEnbrBCyJkByfnj527Duz/Q8PnWg5NzU5OTTYP7r/oaeN6qLZ+cEZmhf0rQnU5EEKpAjXFEsd80/s+9v3/nXH7Pk/9oZrto90P3DnN2789t1dPX1PffbV93/rlhOedPG5pw7d/8XPjZ14esfhvfst2o88sfn0y6985nmP3f2lL9/8YFd3366nX3v+1q57b/r8N+45MDi+79DRftN4pyAy97C2SDdFjCU3Fs1iRUQWB2a1iCpZcx0zdhlSuM73JFX1cOXl7EznxGzHsbG7ZqbuHTq5v7t7bOzYhtHNex6+/5pNsOyZ7zshgGwb2JYzRYIi4S5RpPHW1dN75J67P/bI3t/+tV9+0tb+g3tv/qu3vf+envmesfFb9nacNvmVW2cGX31h/99+5itnXXzWXX/7vqNnPW/r0BO3fX13/8a3bDiq8rXHD+7/5r6tb3zGvo996ps9W0/suPvOmcmLZKEu9wX6WYwaQsUqxaI4Z+Nwe/G5izV6qEIk4ryAppZe0vWC09ShklZGXd1WNPYi3Iq4KXHuutvCySOHD48/9viR8QdHevoueNKJJ249eOjQw3fePrJ//5b+2bHRE2dHz6prqNmy9n9WB7a3s/vwgdseGDzr2Kdvmhr+qaeNfvSTN+58+nl3feitB7e98JTRJ27+8u2DW35+47oDyzcQKmsDFvf0+PiRw4+NAbN782O7dp577s7DR47uv/++o/sfPXxk6sjghpnBk9YX2EBV17uL7O7rn7hvz7vuu/33f+tXLzxp8Ni+2z78x+/b09/d9cS+2x/ZvOPQ33x5csOFW0/867//0rlXXXHne3/38bNefsaWJ77x+W8PnfJLZ04e+s43b96//+6v7jv1565+5G/+/ivdJ53Rf+8dM5PnWpGKm2L2WSVcAVgPwiI8W0V1rnu2I0Wq9XoOV70yMzV1eP9jcwcff2RuZN/2bZddeEHXkaOPPvzwzP7HPME/2jcw3btljajmtNRCnCfQF8jnujaMnLFh6r6H756cmXlk9+c/fOOewcFBy4GHHzx0zjmjt/7DbXvvuPmh/s0nbu4fn5u76Adf+KqXv+i0mQO33rRn7LHxro6+rvHJm2+4/Tuf+PTEpktf9epXXX3lZQO9rKohuljXgtaFWlCkpLKo5PO6hNQQaSJfkoXSwmJ+fjatJ9NdUkHhfO7Q44/d953vHNx79/j9dx974rETt2yyAD12356p+/fce8cdj+7bNz05UexfLFK6xpO6qSFmaWB7Ojvvv+eJCy7ccts/3Lbn1pvu79t8ytaBI5OT5z/vBT/66h/eNn/w21/f/X0LrBw8dvTIA7t3P3znd2Ye3Htw3/3DgwNbTxh96K47+x65/547bn9o796JsWPrC+wiVHX3hpHtm2bu2XfX1HzH47s/974b7hy0pOnp2XPno5ddcfKtX7t9z81f2du75fSTBg8eOXLu817w+te99uyuQ9/62l1HHznW2dHfOz198w133vG3Hzs0dPGrX/ua65/75O99uNqhM5kpEa6Ok+Nj++6++7477pjfd8+B+/b29nSddcYpe2+/Y8PjD95z++0P7t4N9jWi2s6awngzsNK+ia3GmekN23a+5vLLb/7U+z4zOHx653zv5pHzLrx8Y3/f1tPO3b5x+9aP/9k7Hjvhgme/+MyNB7q6hgYGh3p6jnQN90weuu8rn/vGwBWXbJ/bt3eviWZq3pZBx/yhg17s6qEiLSaK3cq08i22ddKybambLc2RAop/nClFw8IFuS2yQLpaXEvCUiVtdFidulW2m+K0uEGfn5uemJg4dOjQ5Gz3aSOjm7cePjLWOzAwpHLPLf3jB6e2jBX3Lsm0ctZ0tpZC2srAPumCSzdedsXmUy7Yfvo5Z3zkD/7kgxvOfdYrtm0a7+ocHBga7ume6hrpnxp74CufX29geVVbNBfgtQus/pydnp48dOjowcMTG07detrpk1Oz4xOTJ5955sF7vr35wMGpngF7FqlXaES9FjTrvIFqmvShOzXRd/r2Nz/jmV/95Lv/fnTzeZ7FnzB87nkXb7zo4k2nXLz9nAvO+fDv/N47+89+1mt2bLaLnsK1t3usa9Rm4UOffefne5579a7ZO2+5c3zs8NT8oF22+YMHhGuyk8XCNc01SV9CqxZhS/mwgF+rqBJvG8UNSArXrp70CC9NknMzM5OHD40dOHS4b9NJZ501N9v52BOHtu3aeeDem48dODDjed7sbG/sPbWLastrCkAkNNw0ea/BuOoeGN582qXPe8n1541++oMfPTBwyQ9ecoJkfGxicvbkE084cceFZ0x+8TsHzr/8/L6O2fGHHvz4B97/vg/+7cP9p1502Y6BraNT08fGJ6c3b9287bnPnr7ry+99z/tu/OY9IxtHPNkww0Oj6IJi3k+bCkl1PQBcKaoLDRCLUqxH8lnRlu5MQKox/l9rTP1a5GceUZeKChLvqQyPDA+MbugeGBo/8Ni93/7Wwfvu8ZC/e3R0w4bhgYEBvVVTVhIYLe0dmwX22Pj0KVtGt5z9lF3Tn/rW/oueelFf59z0o4/8/Qff/673fPj+nlMvuWLn9y2wsO3t7hocGR4eHeke2jA7Ob7vjlseuPXWHkE8umnD6PDQ0JBt7gVg24OyxFUEELU62opdYugf2njyRde/4qWXb/3kuz/wcN9lL75i80H3P0fHpk7ZPHzCuc8+f+ajX9t3yTMu7bcpf+DxT37oA3/+5+/d03nKZU/eNXzK5unpo0eF66bRHc+7rmPv197zrnd//mu7N2zaYLu+FjsRUI7fvXBNq9+UL2gs1ha8m7PXNjAyLDK7RjZ2zs08dOdte7/xjd75mdkNJ4xCdWS4tzu9kqHUUlMJoiarLa8p6POCQw8cmdvZ0XvSBU+9etPmgaEzr3vlZO+tG0857/qXTP7DnY+6jbJFb4tn8ITTdl547o4TByYenhk+Y9PQmVs39J98zpMvv+SiE0/sm/nqrbvnn/z8y057yplXjL7wwPCdE5Nbn3/xeXOnDs95ulOkJL2bxnBKC8Uhpe3kcPgX/9TuVLLLxq5SXItqcV5rTVDVlytF3kjc0OZN2pNKD2I8Fx0aGh7asqV3cqZvfP+Rbz/RlTZAO/u65raOyhInTo+MjPXUoK9rKnSs4cDcJoH1QNEDuf6NJ++8aMeukwcnvjM9eMam08/aOtS7+cpLnnzxeadtecX49ymw9tb6TC2b+20P90w9dseXPYjaYFk8P7d5uHO448SujZsO96YVZRRdVerAemsr/yZU521XF+HaMdO5+UnPeN6rNvX2br/uNYfnbhrZes7zf/hFX7ltv3BNj2nnO3pHtu68+PInnTY0tndq8PSNZ2zb0t87euXznnLROdtOff1LPn/THfOXvfC1J19x2mVbX7p/8PaxsZOuf/m2q07ZMDfXUrjyoIjC7KVKi+FqyBfhanwIWtuFIyds9gT/nMHOR+78Wuf8zEhnt5XE2UNzQ5tP6h0ePtTXi0wJvW2g2nKm4JGhNFNs4Xi62Dl61nmXbvMgYH5023NevhPc86det/2SNBRnjj7+mc9+8usP9L7gpdcNzs4eme/qO+mMZ7zg5VecMD8xNSvNn/Kkp7zi/KeyXXKUC8594UvPT2/fpGcKzklKFRAWS4mUmNLMkLxN/xYV9exz3KrUoEitxTIrLmdqrSktRL/UrsU/8nSK2PQ4Kh16R0Y2dJ/aMTlxinRdV0LrzHz/tNvC0U1CPQRhDwnJsrWUZoH1ysHBz376ozfe1fGSVz1/eHb2wGxn15ZTrnz+y566eX5yyrJ0bp2BhRYPI8NyMCFY97lFYC2Cuwb6Npx0ytzA4Na+rnPy7r3HkDY7R4c6B0d6evsysLWOWjuq6fmZdwvmOkfOOP+KM+c9yho646of2ZbC9ZRrf+RC4Wpn+9jnPvnhz90y/cM/9hKojs3Mz2488VnPf9kzt8xPTGOY3bT90lfsvCyFlbwwN3f2C17ypCJQNXhuWg1XsVIK1xSydS9ytBShmJBNV5woNWAXqJcN12JiS/cTho8nuL09IyedNNfTKwfvTKgW43q+16PV6ZHTJvr6e/v6J2OOXejIpLD50nKmSAM2DSUPCdmYEoLe54+TKcM9Fa9KpEianZ3xA5GTL7/6B86zbJvr27zz4qddN9o5c2zC9kbgNj+d0kJRtMz69UQKEjGZFm81CAtSySI4Amb1OA3e+tEjktSc+KOpQBxL6oaiXjRHRih6ZaGxiH1qTG+e6vd4AfPYxlE3QdPpRyLY0sFlA5Hxx2a70ysWHq+nS1EWavWW1v5tEljO2VMZn5zdevnznnPh1qmpue6N2y595gs2LQJ2tn1gWQ29xd4kxFJL6vEC2zaBdWs93Tt05IQN3ZtPmbYtlW7gan0jU1vNjc11TniZYQFYWheb0hqowsYU4529IlyTsqXD1SzRNzdz7NjkCZf/0DWXnjg1MTM/csYVz3np5q6ZozlcxWcpXGdnp1YK17AzbI9obECVNZwvxnodVVyJzHAqeIrDyuGahr+XvnoGDm88vWf0JO+MTJZRLXbrJ+Y6j3V2D/X31sS2BWnLmYJhafsg+jc5moZnLVst7kWPcJ/x3Od3dPb6ic/0fGfvll0XPV2+m1uAuwi6YEqYpJceCqSKPJHqztKCIkqEqruPlEXiPSmXZJBkS1H8WyMqckW6O4pLSURRT/mmOEmdUTSm0xT3ztC7Ln43n3jqkbmZuz21TtFcIw0VSMX01Nz8yNZThgdHijiMK2s9sqNJYGe6R5767Bc+tasA1g3epm2XPPOsdQOWHzaWlwR24VKbwG4c3Tx21jl3z8/0dvcUr9HX9noCO3P+7Ox8r22M9QOWI/orjcnUxyuE6/x4x8CTn/2iK7osaTosGTpGzrjkOad7S2JdwlV0Fc/f071zjsqIzXQsYEhvbUUTo6OW1rjFyXLhmlg7N4yMbtx+7p756QjXeIEhIHU0gGa9VNbTe9Lmk9I0ly+0WGk5UyT5tHk03TXn2YwJuLgRKRoX605ep/+8WRMXjERdVbheNBSwpEOyvv5fqtbHczF+iwaH9G9xKI75NFUqpZAbbVmbthpfbqpxZXE1Dt11wpZNA4P9UzPpx/Wpj3Qy/tSPtVw22tu7cdPG4SFvFbpdzKIrdrR+ypb/p4EdGuo7fec54xPjRi5ka8AmpxOwZhTva26wL1cH1ggqdWbreBYcool8O2sT48e+a+FKUwqkiNg089QaYqSns3r8FfXyoeRhjs1yuC5mLSSX2TvmPaY98+xzxsbGEqIyUnpNKAkNVFWE7/Dw8JbNo9xP7wy1hWprmSKcsk4e7Ou869s333DDFzZuHDWvFpbr1kY3Fvm08gnmAqACZyklpBK6kFvqCvK1lSWucHWRpYtOEpMQTmuJLlm+SPcpSeSiA6ampk455ZSnPP0Htmw5uYE5E7ZQ+UcDrNSbfkSd9oRSdy8GNr2hOdvX03ftD/5QAAvbtcBbQ3VufmC45+5bvvnpT39m06aN/y+GK1T9z1ZMkSoWo1rA7NWsmWc9+1k7z7t4frLNV2BbyxTRcwxi1+23ftuvs7ededr0wnccWhgbTZKW0wSWymmTQtaXzC/WHzl88J6779qxa9dJJ52yLsKPAwtGYT4xMfvAfXsff2x/ALuWNEFgRrW3p/e2W25+bP9DO7adIcuvS5ctKaQSn5XTJVm+241QtZS4c++e3Xfece5F6TuD7aHaWqagpp6nLRQ7n/Oc5zzrWc+y7Plue/t9Jb+3t/fBBx+8/bbb0tsv9YXP2i08DqwU7EOBX/va1zKwxbpjTdBmVD12Ea5XXXXVP7ZwlSmUTZs2TU5OpnAt8kTA0hKyLWcK03q6p0zrCu9UzB87dkzvtqTy/3ZimcIyCgaWzqUbozW79Y8eWHd8CVg4rCOwi1GVJv4RZor0jBgOxS+82w7T1jNF2jSpLS1icZXO4lHEKuuapsaV/BdiV3apSTJCmqRcgcylbEzY1oyFmaXZSgOwYfyq7IV5zaxt1hP/sK0ZHJoENtxsRuCqgCwiWAOqzRjTNPgm12I7fJFxS5ysAFeZegWywqQF2vCiGV8WeJaqtZop0sOLlBCKNUwInJ6d+/gX7/rmniPT8/2dfsC0MKzqChPH3Jbew08+rfPwkZV+qcIfa6QtW7ZI/Cv75tbLy5Jo3HYupbKmOm32dqaNX2uflcm88bVx40brIzIV/I7YFRVXsZ944onnnXfeqaeeWndsHf9dAljS77rrrr1794b2JZWx8fBUx6Pd5+4/NJae0yxT+NM3c+QZXjWaOBreLUOY3nzzAz9XdcTKiK0F2IDUMeAdGRkB7I4dO5azqt32JVA1we7evfvuu+9eEdUUV7rbT39WAIFVY+PjT/Sf+8AhIV4aEhVzPR+bm7zkpImT+if9eGEFgYGGODzSxDDZunWrqIahQmFUUrwWxWl/fz9UzznnnIo57Z22minS9qrVYUbFJz++cfcTf/6FucOdZw4MbUjfkmsIV8R+mnBW1+6rz/edqfS9kOVs5aNfZsWvKsL/JSmRGdKA8B1R9CtAr79F/OjoKDkr6LXo1TdGiFtl0lBqoYUNISE07tmzxyUdGRqL/iE4g7GksU02VoGl4pFHHrnzzjtp9GuI9OHPpYqx9tCDR+/oPnvvoYn0QdVliqe5/eP3XHnO1GDP0i+/ZD5/1cXtFSggvO7A8gKwhih1KvouEH744Yfh7F5aTndp/YCtogrMRx999Pbbb2fJiqjO79+/X9j47jKWDE5j5fDRY/dMnvrtQyMLz+oaiLgzO3Zwx+aHzznJVwN8BnjZfhJmBw8epFdlBb0RjYZJiIrbYXhiCVQdWf7YY4994xvfgKrndGFUpJQGA5tqaDVTJKHJ0bqz/r33yMYjg2dsO31045AHt8XF4mqtv4Nydurk6fELzj9hbHzZgc1tMXT//fefccYZPT09Ymg5TKFgYEsT0ZfhaCAb+SWO2q1NQG+yWjKhhHxHowKsFgsCSNSacM4///wDBw5IDaeddtpJJ50k3RD1xBNPkCmmlzMsLGn7WGC3wM1NfcwAMc27bG32Dml6Eb5v36GO0waGfQhrgbdcI9YLkJ0Hp849p2fToPqywApBsygQNm/2Wm3tg4vrCOy3vvWtiy++WIoXwZLCpZdeCnldQ6mjusVF2fJ1qZdRhaGuPPnkk8XYCqhC2LrDhLxCuiQK2YY99xweP2NywOSx7IRhfE4cPbDjrP5LLhg8Np4eUipLohrxv5zeHAAC47777jvrrLP0lIHwmc985rLLLrMS//KXv6wlUOXm4cOHxbC4DcbQ2/axnUxBWQz/ouI7YaNbNm05bcRvfoq3D/wewtc25mZ8TMxHbech40Xtzvmh7p7+gcH0Aczli0g1mykyhTpvDcsyOXylUjkCWEARbQI6+sxkqF91nggQcChj7hKCWBAna4tElkca4fKIwMUSenGhN+dccMEF8sLNN99M1Nlnn02yzO0qOY41k9xTpVVf2cC11jOwBHFTmhAB0GA5A3jNXxUtKhzhY/9A/8hMz2jvfPrU4JIlPSfrmO3t7R/oGx7u8t2/5YAlNgAHbFQ4C1ir3OgaqVlVA0w7AAAgAElEQVRL28DeeOONUjAtUsaZZ575tKc9DZ7c1ALh6KPkwXoDm4GBWDOoIhMVQgLsypKganRpsH9geKZnU69x5AMMk7Mzi3f3vfHVM9TlLz709gz19Q4NDM13pkzBU6gqUKXItA9VdcCKVSViLFTncHX18ccfh5VVbURs9M7nPve5QPWb3/ymS8997nO1czPiZAHVIlbbDtc2M8XC6Eg/Q+junemcn7KeNGxmjzx86/iR/dMTh/3RjNGTztuw5bzO3gE/AJrsSl/mEaOgWRL9SA0RxOpwfPvb3+5GPRODzLh9wQtecOWVV4pjQCA2eIxtGP3d3/0dYjhu27btB3/wB5/ylKcAC4ERhVgFO2IgoiHTPPaRj3zEM7nnP//5np+FXrAKWdoRRw5CqaKTVGhEoBKd5940KJeLpDbaF4Atph2KqGC2yq233ipQzCH8Pffcc7dv3w7JmempmcmZqYmOySN+prmQwcuq2Tmra47OT0/OTPZ2+I31csDCAVYgCjSopvSjH/2oo0YLnB/6oR8CPr3tARvCHUnWC4DlGlPVdRYVVWDbjuuy/ynzLBTdpxMDVXWzguWk6dfcC1XLTwNVdzMswsYpsgX+eo2pPp8/OTM9Mz43cczPtCbv+MxvHXjo5gVSt7E9A9sue+UZF75o6qgNuFlv/YpHAu64446/+Zu/MQ+RbDdEuHp8C9UAhF5djCwiUNRF/W+L8rznPe8lL3lJDleUIhaAuJiNOCrM4yZUHQNVQtJP1T0pbQvVtjKFpx8ZD3sWfq57rGNy0C/0Ju755tse3fuF089/bWf3wKN3f/n2z/7hqWdff+ZlP9HbOzrcNzc+ObZ//+Mw4hu7ywVkVrwvfOELAwIYme1NQRpzP3H4oYceMrbNRSTABbH1ldXX+9//fgAZPGTedtttUsaLXvQi0vQ3Gmg6GmYEyjWSrjTxV3/1V5///Oe9D2L5EEodsZNDIwMUHZAHqkagi+aSPek3BUUpu7KGeglYWjjIGIVhf/3Xf/31r3/9+uuvF7gcfOc73/kDP/ADr3zlK30tY3J8auJQx5FHxx/41u/NTh8rjwqmkNM3fPKZF765a0KwTo11z6wA7DOf+UzAchNiRs4Xv/jFP//zPzeKdu3aJY7vvffe3/u937Msf/WrX90esNDjVADLMK5FENOoNAK7BihLrItR1aEFqClbffjDH/7Sl75kqvAKuWXOO97xDqH1oz/6o/H2QYDwtre9DRQlcbUqlh/5kR9J4/Tw/Njj6eepD9z6yb6h04pHg0EzNzW5f99tX9p8xgvHDnZMTUyPjRE5LQj/9E//VNxaq1oa3HPPPb//+78vYl/3utcBQV8jUij97Gc/Cx9TI4PNaqxl3pOf/ORyuKLExZfoOAiD1ykLEqYlVLWkHxaleK250NI/bWaKBR3uLCY7Jo/OTw3OH9x/1+4b/8jfKzr7aVf4YsjsWVsfueeGvTe9s7v//BN3PH9icJZXIsyy84YbbrBkykIs86677rorrrgiIVTkSN5ASoI0kiOAHPkvTK2EFbigse4wJ3z84x8//fTTJWZHSAlo8i0xZBn3byEwMotFtb6xE2HgfeELX4A7Lo10IUBJBeH2ET/2sY/Z0/KGlV5BLwcxW+LI0ZyMT6AXSXrRpJXdar2S82/BSnrEhH2T97znPdDYuXPnCSecINl95Stfkencm1x37TXjk5PHjs6NHXEz9uRDe/72kd3vzoq7e4ZPPve1g1suP3qos3vah6QneuenVgAWnnCgCI0Iln/dbhg5lmlmJ2jIHYB1h9wesJD8xCc+IZRtABkqKtYpZnLAyiDZ7AxsWyG9IKZWWwpVcehW/13vehcbfvZnf9YtnuzgPt9oFEUGZwrEYrgaz0JFjGW58BGuBQLQmpw4NnfskOWqWOjfuv0V5Vn06GPfGj968NjBjrHDHRNj074JcP/9D7/73e+W7n/6p39aUIn8ffv2yVZQtXty7bXXUkoo/FkoVsVzLH6t7GzxvOxlL9Mj5XBVd5v8qU99ilV79+4VtCoei1x44YWSu3o2O1Xc4Kyyo72IvHzSRqZYWE8QpBf8oNeaYmLYV5fNwL1TYw8+sf87m8+8qm9kW0/PyMTEY919fhtS3CQV994cNivyP9thfAr6iy66CEbRCCDjxCoArJlMRTyZ9wzXKOihIyO85jWvsYoDOlEw0vFWamYJm0MhijS4X3LJJRKBXpFKnvrUp77iFa9AicXVKMSqECtZKDQaIfK9zU4TqRjSfwSGScmntKJbtzyxOKSTs9RJFiw0OQgCljz72c9mhuxm1DkWtkui3vzvOeHUpxzd/+2p8bTtGqWnf35gZNumUy5Lu0VWnXbd0nPD1YGlly4D+E1vepPNPzlCOHreJppB1Daw5kaiJD6+POlJTzK7glom0hec5WOYnYFla92Vtv9dFK6klFHloJhxL3D11VdzUwpmj2MOCfQyAijK4SokxIONQ12TQiDN0+n3+FPj+++96f8rGWpVOLb5zOsiSLTrLEHFgJ/4iZ9wm/PAAw+IcJmINJ0CDbGdw5VtRoqOkAUsw9UtOmyuZ9uwRLii8UBH8pXcbVjYLQYy4muuuQbgZVSNV7HeHqptZAoul9AHkT2IaYv2ju6+bduf8itP3Puhx+/50OzkQ3PTR3z+fNNpP37yrqeIgf7+nv6+gdnBjhixsiM/A1bJT9zIr07V4+bKqQUez4PMEcRuKUEpJSvypa7StQaP7ACm9773vWhMEaS5n3efIuMaTiEZZCYQtypuOswJVvKuetRioiZTnUwGMA87YreR8pelBDmGpf5AIOXroTA7vUkoT6xXokhC64gUCihiML2miDe84Q1mNpab9tlg0Jr37MUAYXCgd3BD58BYR2/v0EnbL5+dfGOHX3QXpbtnYMu2C0c29ftboN1jnQMDduk8AR1bDlhA8REaisFs28I4kSM+8IEPuO/7l//yX7oNgdunP/3p9oCFp2RtGQheSwkpw2gJ5DnF5Bq26wzsIlRpgaohZPNPHrTCN23QrmX79u1m9ac//elQhQM0hJOK+9NyuDLeDOSqCrz6fK1rY8fMVEf/4MgJZz4tkC+OnROHH+zrnR/a6MNbHX0DPgzYxV+o6jj9+KEPfcga+Zd/+ZdJc6f8F3/xF/IRsQocCFcsJZCJ8B/+4R8W6hBDbICwSqFFuJrt2Pyd73yHXwaC3Ge5JP7J4Uhkk2RPmiTa3KTA3XqmSPdhiyY/3xSzYeYRRE/3wIlnXbvl1Avm5x4Xj74H2jd0/cDoib19G+bnpga6OgcGB7zOKSlyTAoQjsmBIj6s/eDCbZmCh+qAsFj4yZ/8yaCJTGF9aAYIMijIAs94xjNMdFgkZt2pa1W0i0gLdWIxEkWg+20hLlO4o7EGIVb2dRX08je9yJyquH/RkUSB3vKHOttIEgoyJZttjk7PxlKSDhvXdlwMrFhRpAlmiAyIyQ4GFWOoEW28NvJ9HMwTjYGNHcPTvgPQc8p5T96yfWe2w55a7+CmHt9ane2c602uDQ10rAosB82rNMpQgAXji1/8YuhJmnilUSC0B6wtEmnXfYcltMg2MKRsw4ZGvamPapZnYLMnbVcWo0qM8AtUqaNat+prAQNtm7URS+owBxdifWz5IInkfndVlsEOnATpaNfgeKdPFPQOjV503S9EtjdCfLhz/+4vPrL7MxtOkPk6BgZ7hwZ73fAa2BFpttLMfHFnZ2URK1yTX1xlpBT2wQ9+0MbEG9/4RohZJkPM0htW9AaZozTn/sXbN3rK8keKh2rctvOihGphWp7nWoS05UwBAim6nCp0ryHfm/4kou9lDPZs3Nk/vK2rv8P3ELv7iz8T5k93zHb0zfv74KBPBnJPqFVM1SU6hm8CERbmPbBaaWtHGVeFGs8RQMoRfFZlKhqlFakXJV7EulyXmCiAS6Zlnr0JWIuGH//xH49XJIw3lKJE94TeECXTGw+mF7MfAgkIZUiL0ClbvhiM8pXW6o3AUs2vOPI3np9r4aCiImT9mKq3v6dPFp4wC3UObPA+whKvJJhLJHTQ9vWnD0AsByyZFAUmhodTRdawKo7B4xKcSWgP2Lg9NH+aG0W2JylGi2V/9HseigHcugC7AqqRnqS/cFPXx7jiKQPUFYZFXWpo7E4SLIB7B7sGR02WPade8JxNp5+eydJH3GbO993e3g0dfZOdkB8cGrJGC3WyjEkuo6pDneJ140Cve2Q7ZbZRbN7Z0bAWkziEriPwAy5ycCGWGrR7IGKGc3djVpN0duzYQZreXC9UW84U1PuVRzF4Eyb++pa10shQR1+/Vxs97uroG7QM6+kZ6OjtL/5IrURi2TPnbWKftu5xm7TAnAQsFO0cToOgSJki8rWvfS1XFyg6OuSFuB/Rrwq4EWcCCSjXowJx8zAal8web3nLW9wSW3S4qtEY0FX0gt4p0B31yk/91E9ZkqCRoeUUSmUTiOsbxI4RTElFBiKdrLWUgSWLMRxkVSh1Cg3aOe6ooPE30LxcMdDd2T/MkQT1kiVtZEx0dfcaDL0rABtKHUNRFlXpBWC2B6wcbSUvNcQDQssW0yDv4KlEpaZ0/YAto0oLGK3LHKNDVSBcRFMJ1eIhrsYAP+NQroS1PSA1KQ529Az2XXr9G1RyF3h/4KRd524561T74APD7s1Nb30bfMe7XhpRtX4Me+gVpW45PeGSy3Bo37FjR6BUJjPj/tiP/Zh1MWBvuukm/WK+tBhkHi4RjhhXXWf76bedTJG01iPSXuq2kye3nTrV2SWIO9JSYrCzX5oY6ug2OfWnvwWm2PXsneiyYvKIOZ0vVfjGK/CBKcY8PyOpZ3IjRwe7KUBgqDhVz1cbKwSShsweuxtsLBBfFJFcKUooddVqELFgwmtlEfaEGVTLZY6hSF+kl1Kd1dFoNKDllroovctsNvCURoZF4KrwgsmRKQoHe/wppQF3H3XeRqVCpXOsY3AAFP22VpYDNtSF6u8GsLbZIucaBtzhIF0KvYBltorjArCNnrTXUkeGrogZR6iyAZ66XkXJqFIS8RAgL6fTjOlttt7ZrqFhCro7N5xmRiwVw3Kos2PIRubsdKdtisGBwfQHA5cvRW+mux7Z3H4kC5nBKmZnJqdBJjBcZb97E6iq4MKinjAtSqAavEzEu9yLvFn+cpVlx+1yDKld+q9fdh/3pDOmX/SMA48d3ZCSd3dnT3/xClCfnCCaAVhwzM0MTvf60Uedb4l/ucaRiCR1FHEsk2qJYAoEK3mkTBl1PR1jHoKCI2RWxDoNfOOqiAG6xlwJLVrg7sjIEF5AL0vUz6N1LccSsLSIGMcUwsXmCF+iopHBYQndW07YsKtz7MTqcmrBDjTuUqYH+vwF5uIxz0rAhu/fJWDdLTKe5XpZJQOrT9XzsMzALviwlloJVWKgagHPzYwqvUoZVRYydVUQgDm6YXhb3/TQYPX9oLK98J8Ymd082jvdxFcsYxXAmBXC1VVkVLBTJLgz0lJB1VXhClgE2RiWFB96zA0tVNrJFCkv1VOFXtgw1P30C70inJ56MiWOUUlkdcrOuf4jR46ubFp46x64nAuXZAlobPAueTU36myp15ZVblmyQi8yuxVUL0kQjRHNVNdoJInSjdgKjE1eKgOLJUdzZi/DUjdj/uTNw5vnn7CtWjcrky9UUoY+OX0+/dixlZZgqELs9xjYiPiFmK4DW/dxwZE2ahVUJYiYjbIow0mJ06zR8FsVBCyjw8PnDR871/d6ly8J/Nm5vp6OQ4ePlBYHSzDAQQpoJly5IFZXXvcFqtkj+tLATRG7QqQsYVU0tZwpfIkifQbRE8KazPRzvcF+CaGGtebi0sKhRthTm0Nqp8v8E26sms5xo1xfMsgqy9hVay6jDITir73nZLgy6ypXK8CyhK6yuopt+dSzt56OVcY/3T4IYA60El7Fju8nYFc1dVUCg0K4mlXD7eZRlbaaii6bmkn2SvcUycj0V9I6/FmQVceoHm9Kb31zZ2UEighauHmxcGr7XrnlTMGyFL4ljxemgrrVCxcXaulaJZeRk8O9zvq9+HeNemOlWncn9QXP1sXuJKokqRHYJrUs52Dte0NNSmmdbDm9TUoCbLhcxAlhJSyaFLEUWZJTkrTuqC6lc4m2tXizFmDxAjYMUleKegmRJYxdoqnVTJH0+M8ShjBrNs+9vB/mia5FHSPYVL6XDoXSgSJTOmKJu32vkXjk6fUbazyNESVl9nCpYE3zAfYoiK274hm4jV/P+V3FmHlVMq9LJDjiyuys9UjfMw6U6tlsp8JIqbBnRhVybC+rkAkJY8/6aqV1f0HXxKF9YANbhgWw7qG8K9UesCTA0528Jz56h9mBifugQMZRY0C6dmCz5dE7LIct7RnY8ghvAsNGkkWoUhfhKvbCL8flwrVim5Dz9p2nYB66szazqygCJsdMwOIYTjkquGBoH1fgZVSpxhvAhum4FHUsKgVr6lavvXkCYm8OPugLnatYLkQxxlFXulshtmbkwsZFqG3q2GqmSELzLgVnGMF6QHCAJ+729bQjZ1BGN6iwWEEPcf4LR89+dZunDJ5iGvZ4FYwKrmAMEHEp2DG6MRNPHiBjF83IiNJIaRTsuCASgAY0GNnjiFeUPPDAA17o1GLXKu5FQzUJ2LEorpIQltOON24LvZdBNdzjUWvSk9JFyxma5MayFmCBACId4a1TpT1geefBsCeXtoEhA646rrWfYLN5LcBiB6yiEn3KZpaDVz96lYD93ixytQ6s6lpLRpWgCFdHXZwDRqeHSYVpNduYxEK2OYpPkHrlzystoj3C1ci36UgIUUuGK2liRpEdvJhj48NOakY1Rzt2hlVQJTDGOXYZ6tvf/jZpfq/AcvaUw5UZ2MuWx0ALVFkrywh4b9AANSnygp5/Wi+tZgo3z8Waoq6JWeyOp24qCvgcmc6HcAAKUTiJL7AGgc7QLigJAY2CJTJFZkeg7ghQ7CgFkxSDN7igb/DjjXHuSIhS6b/oDyuI4NUNLEFMCFEMVg/LC0PSgV5c2XKUulyJMYk9ZYj0/3VJEy0AGxYGLNk89sBB2jW82wbWK4MRoMRKo4YEJIGjU+BDr/oagWV2WE6Oij5VmC0qIrjXFdglUOVRDld1ne4YkOZODwsZxkgxA1jhGjFjkhAJCIILe3CFBLhl7wrP5mVAS7xAlbTYKEUMTyWinahgDF51lHAAiHFOnYpTZCxXjx7Bq4Ql6EOISrDjEglKDDTsRMoRaV5rq7SaKZKS8uhgaGAkOlkZha1hbiIuitOMINO5AUeNCLhNQmKoAxRcjgouR5fQqBAmfAO4giO9aOA0yFxFEz3kajAGWbBH36PXiDgsR6aUeXNL5nUVL/oQHsSAsKPZJvChY/GxGWCpDtdUou40sI1wZGEQtAGsrgkoCCQnBx9F2sP3EO4YpT1gCaRCIYTk6FBREYrWF9gyqtRFwAhXekM7MwJJLdEYroV5rFLKqCa767NXsDiG5dpDgkrIlATLqLoKsbgaLIFq1OkNrkDVKUrsYadGBT0hTJJbZTGXdHRQIo4KMklEJgrKEF4YlpJFe6XlTJEyU8K+pi78jJPwQd0i1ksgzFXPjbmS7c5c+VKZPl8NetAEXpkGVzDGMegrx3xJJeSUW3I9yyyz56tl3lxHCYOu9AexVFLnrbE0A6w530vlFWDpDVO/n4FlWwyPQEk9mx2VsgsZ2CBeyzGJcvuxVLiGXkHlZtbCPlCNxtBYNinbEI1xLBNzMNYX8rWrmSDTlBvLVxHEqJa8lIzMCuHqkruY//2//7eX4rEHZflo6fGTP/mTL33pS0NRXEIpERWZORnlv5ZKm5miPJNmOyhWV/ysxX2yn2lXEAnLKo3oW7I4a2mVK9O3oTHzLqokw03xRc5YdKGdk8gUqwIrU7z+9a+vYJj1lduXc9PYUDJLuYJlOa5MhgD7kmRLNmLUbhnsbtl73Fbv7h8tyL19XLY2y0+VDGwZjkUUzZ6sjCopJl4/1nSr9Za3vGU5e8rty/loJvtf/+t/uU8xPv3gwJjPJmJZjguNSwyw+eVnoH67EcurzBuVJdklpvgZGPPgKcWYnmP5YxkiYVW45AYtKVzbQrXlTFHogf+yOYkxtqb8ahP6foNY8dlpGffGq820UNG2kLXwsg172cJixC1qKV9ttV6s1VYC1uzn4xqA9RvkRuGrYsJ4AeT7NPa3DNRGCauCIxB3795tb8/nnsyETpXAZDleacW9uh96iONzii/Ki2k7yn7L9PKXvzzbEELyaQZ2WTgy6WqV0gp4CVLm2XvyAQg7CPEL4wrRqqii59Gf/umf+pYKaW4K/JA8Vv4hajlkXHVJAvVLML+X88tmvwfzk8iyxoCl3JLNY7a+cOpq3KG4sVJXdI3f1IT8TF+cShIpgttAtZ1MEa+ylC2o1Nlqw/atb32rtOejUoKpQlAYnQYYyvIlQPPWOlCl3N5YrwRWhcDVvJisXHK6qvBGlnJLWXXxaZjyxTXVVwWWdHd2gtI2sF9hNg9sNgvggvJ3fud3/uzP/sw8n9tzpexdbswVV016PgBldSAcDX6PY7MZjcCiN8365b7xYAIMOYzfsWOHucQv0P0CSvKK9rLqdQS2GVQt5v/4j/+YYX6Fme3JXquEbZVwzQSumh3lCBJknNyeK2XXyo1SjF/fW1BodAcEwEYVeJdktzozWEjAYplmt8IUok6IHslyyrxrQbXlTGF80w39cLhsUxkC7T6nYT0mHK3HFplbTMs8iZK5VMyZ//AP/wBuP83yvgOfk66GtW4w5gAtS4i66KTdQt2P6ipX8cbKUKVyqZnTss12KJiWdq7aWs5V1DUJLANkYV9eBKyJvUlgy7pEGHjNolZ85UUymvCu7GOZMXQJTUHpK3LC9M1vfnM2AFcjsPpo7969FhS+VUlvSNOhEs3ZZ5/tMy06aNeuXVl1jaAO7NpxraNa82O5cHXZAt5XQu0R+gZXdkp71DMyNUEN//AdGjt37pQQ4YM+C8m8KhU+LZYDfrtoCeDxsGRBDoQzGYKwucILfL+Kxhgzq+9TyNqWikFm0Wc+qDCCwvzbnYaUasulhUzBS/9Pw6L8hLoOZaNmhlpkRrKwWgZf0IQzjeZqF0OGgR/Pmq9EEud37NhhSSbIYq0bEvBWgCtrN+n54M07i2/S2teJRJsJ8NKST8sVlxhp3RjoI4uEzZFMVjY7QZ8Wc4F7NQgySzOVloDlu2e9//N//k9h7Yf5qwJbMQCSZnJf0JKLxVZ5Cg1flsMWGgcPPKFPPX6ySPZ82oICe3A5VoDVImW7y0DvF7rGQCYAsmTBC30dtySIlVCdgS1uctsHNnGmpLMo4dBSASSf2jCWgqHq596toipmLJ/9+ps0AZM9TSYUGpdDFYExf+2113ppAkrl25bgLYvSohBFpnZdyU7FpCjOLeGpdomQUOqoZNURritsHYT8JY8tZIrgB3NS3sSdDnONcDOG2NIHIqMmYXngvHPpo28Qt5CzKPCeiWnHp2Vt9oDSa2qwWNKNSqNuE8dKDPXKVcBl7MqXLEGtk91Ux+1P9MT27dsr/VfmlaBTji5LabfePLAiAw6C0nRtFca8nMvKYbGcIWggA0zDeDmaJdv37Nn71ne80x8h00F6xEqhQpZgXTxtmjAtyzXGANAdFoy4tIhyyyIL74xfmTeATQO9/USRrKujWrF0idNixPV5CxOqpqsdO3Y0jyrLxQwJ3MQV8VNOwUvoK5owch+jDy996lOfuuGGG8R/hRGNsqQE7YgNLi/LGV/QhjDKMn25LlLT3/jzz9LyllRSa2wxUxQKKFp5bBhjIsk3fD73uc/9k3/yT6wODF0INmbHsmkgQyCSHCN6OBkPjaV5M9Jin5c1QT9J0qY7eUofNOrNoVnWri5HeJfOMbezhF59gCVrr3qxrCFZTBOV5oBlA78kTd/v+pmf+Rk3EYBl4XIelRVnGkLkF25ix1umUc9k5fZo5PiLXvTijcNDd9x2i+VAfOynkazcIqPR4s+FUOcGXnLx2TFJyt6h1b5k4cta5QG5SPvagW0OVSC4a7Dv8453vAOqUrCwaRLVcJbZ0q5Pctp0AG9EiIVbZXYsI5MZuY/XR/p95MpTrUYaLYtgKTZQs3mGhkeN3qz1ET2ommsrEvAuYm8X1RYzRcWKxdkrLvLcJ8AsJcx1Bp5FgS+1upRHWpCxXku5Ud12bmx0wVo8eV/bcyPPnNyGmAY1VugbzEkNJAtQ9IsAaiAti4qL1MnoEo1Cl/QcokwUZeJcT5i3i3uDOdWGrCVfAKxbWYB4bOEvIdkp+Hf/7t+5irLsqboWJTNGRWxZ39q3c3fmY39QFVUaI6zLxI280bJhZPgv3/+Xu++6C7sPKwEZe0xiS7LjMuQocvchlE2bv/mbv2lr8/LLL7d1ZcEoTfiSZc4UhISi7x6wja6Zk+Uy2yhuxL761a/6aPNv/MZvhCWroipOgODITcW8aJ6jAqOYcVeVM0V2rQxU1OV6nYISLIK20cLGDpV2vbvpiBg74wWGFl2JWItSVpRlrgXYdjKFu51cwo18GjZdd911IIOgkLJzJkrk6WxuJsarlE8tn0DsL/eglylI4LOZx7EckSEKb6PMkKZd/GFZjgBZWXVwUcdsXGxwjGQR6GcjK4xrgb4sM+qrAusTiSxUVEyAZrAl30pIsJaADeHurezYuacTwaZ3d7YgqqSJ5YANaV+68ca/+/jHDQkp1XK3skjO7pRVq9ulMxQlKcPA/LF9+3bp2BMc+xdXXXWVOUC6aeStAbsQHZmk5coKqJIl5HzO04AXZrZ47VO4A3UP0hg5fFGyenU3KbYSI1OoG+peI8IoeKCUp/flUA1R3IeM0e6RpxV0lp8r2AvNSbW6Hnzf+963p/iLub5I+sUvfhGYgLVyJ8cSww2dFV/F1JC2FlRbyBTU+P/0XMfYZPosR013CXASqzsAACAASURBVLto4QzcY5iZeSzJPFSzUs3P5AK4Gn99GolT044EAeWUFYvs4OgSlkpYBxBlOLLAJisVM4IrGkPXqsJnZkExOzE149Poa1xdNAmsHAFY5l199dVQtYMjOgVHdrnsVLmOQKd4F87jNJNnDuLMWK5wXKmwI7A68CFMHeTTrxYmaMpcuV5h1JvumIxDc+DP//zPR4dKHG5OtZfTRJaQgU0fm1tGSyZeocI+fXNsci7/MdxGm1kLGWNbynBb5yUo75tY6ayKKlGWwAZq9IgbOk8crJgI5JRGK+uybeiVCjhBAEx/6slo15vyL7IyY66HZLdy0JOeZHzYUkQp+1/1qldZVrztbW/z11jEiU3ZzJgrY5PzY5MzvmjZxlq4PuKzsJUrnT651XF4Ynaov5apWd/omEaFJBOXt1AER04TGsv0yMqnriLmfG5sJAgJRotK24X8rGI5IeFC49XcPjU3f3h8RrLw9LqRrLWWpoEllgG2YP7tv/234qMc0C5lpxpxE1XWegjwQriRINi1KxXjo2X79u1+TCkKhSn8aa+QhYRsQ75Ko30rY8D+vPWagWQjSbZiRqaJSihaAFZ4VChaOvV5pdmOw+OzXb01OeQ3mhdKHfn1K7/yKwiaQZUX7q99OBsOGEU4ZCJ6tXAtL5cIJFxZ0nb94rch0oRdBhIagc0Gq5AMOhWqLXzkOJMxeGVh6tyQKiRAe8eOHXnRF6qpPzI5e2Tcb9HbQbW1TKHbzJ8zxQSfu3Y5CBDAy+M0R9aXwyKcrzmwGMFGpBrxJaosoZFghRaMCtWhfQXKVS8xXL5aeMdlVYblCVoFlqRWgeV1xPQKjkcfBT5LGis0XV3yknalwHXRkAh1xlJMgPo36oiXlKMxA9vGFn1ZZgnVWnOjeWV6V6HKsGbCFZm8ENkhgOWXFgJVIkTD9xVQpcjC6hd/8RetYvxYo2xMrmMPOY6Umn29RiHhxqaGq+414rVu9z4WMr6HYDNL6rFKykJU9Io1WprVFvVPmWSlemuZgorK6xQBa2hQV3GMEvWALLdEo6ABrsZgjGONbbGQ3JiJVSxlQ04gWGEPltw9WUKQ6UUo6yGncczsKplXJdpDTtTZzHKXynrj0hqP3wNgw8KMRrmSL4l79YqDFUqnQZPbg31lYNHkSIhKCAleLcYYeNcX2DZQ5VS2M2xzjH2rcDw3hvuItWSuqMeloFQvo+o0t6vwV26yQBBXub3MDhPRXg5XV0Gd6S1/bBvt2LFDu+WGrU1LjJx0oKqU4zy0tHFsLVOEgpSS6mM8kJK9uMQmDnAjnNHiavR9pDcLNisidWTB6OgmTTtihQTsUVehB7sSq0G8fLbMCxW0IHCKAItG0oJXRSlY0wNnXFHoUqHFVewI4n6bPaFaOwmJuSBAHPJZqDAjFAUOCYQ6DrWWtf3TDLDZU8bTloFlnjovEGhnfxvAYg9UsXt0x/3o0ARH8cN/V8lfI7DMI6FseQBLew2/DOx6wLscqgImUgDXVkAVjBlVZE5FVDBGu0ZlyXDlJhhhmFHlqZ7SElzBGHICVVepUFeJ0HWVhSEhQNNCXbS76bjmmmus9UAXYaziYRNexCE/eBO2AWxbqLaWKaiorF0A4XGX4cQZt1vhQEDDymRcUbjtX9aH/3yIiR2LIiK1qGDPIGb3oIbAMdjhiBIZpRBRUOoABpBJQvRBTXERlJSSEOzqCmKWu7tzRO+IUSHWJQU7saEafWanFH0QtLeKy4aVK2sEloW8U4CzFmB5ZwbTF1AFDgujZ8EScQmibHZEc0YmwdoKsMEeXI4R1rWYSYN7HUojqtyxDRlOiSLquKbo65rqQi17/OsIUsdAlcHixOMJLkcQQiMGLd7GcA12lIplBaV47SiTzFkhhJdqlQqq5OMN9jgiEOF6hM3oc2IlgWotnIpwjYhldvQL1XgXXFsDsAsd30bPcNh7014RyzARoh5Fnd1ZbK6rKDzhuffSYIE+k9W5qyt8LEFTcNdWGZ4VkVPmVQ8JmT5zqUQjjfqM9uihaMw2l43JLLkSxJ5IJbKwesH2ULUOx7UAy0Lh2B6wTDcYSLCd/t0GtgJpAGuG/O4By6MbbrhBuNKVe1klSrYn+i/syY1OzYif/OQn2whXQmIp4UlqG6hSLVa99i4vZHuyzSphcD6G5eVj7C6l8YO2Sp75Vqm0kymSEcWwNdK8iAYFz+rVo0iTXJLnaj1Q7A8BCBeUZTvDQMVDYE+VLJzkWi2RHR2xk4M3JOBSsCt4lRjn999/P0qvXVDtEkZcwRtZNrQHryNGZFIsdgnYw3zb+OZPgyrMDglxTJDWN+fwYlEK5cl4LxeyTXuGdg34ZxmpkmS2BWy4xjYV3nmQ1h6w+sLTeJ564c/A4DVI4ekImfUFlr8FrgurIV3JhTKwi9Bp9ySjqk89muVjTBLc4VSOmQgYRxhicVTSeqCIGbaZFK+99loWCviAReTEMhZXY7jyLngd/aBBCqZd72RUQ/uSqJaRwShN2Mvw5EjsoY9QVwkzIhrD8kA1LA8DTIqUJhBKOaWNdNFaphDGxVvjtemUcd7AARZrmCV1cd6GihEY/nMpEIxeRsMHQEuu/Efsp4S4sIfb6kr2HzsVUbiKXRBbgHmVy+Nr2zae7ZOm79mg4KUaV9ZOL/bQjhcl1LywhCbePnJkEq7MjjcKmmAM1bQLF4+sHaO9dlzIGIuaWzppElhGsgqkccyuBbCCGLCObQN73333cZAW22z22GNIZGSIpRo4gUzW3hKwYXzmZbkiGHSoLzgxfgG3NQNbQZVkj2YFiXsrSnW6SHNfEDHDpHAw2yYwkBnnbDO1cNySR9QJAAjgxUgafFzKfmFXcswIV798URD4SR5UtWAJ1VFZElWqhauZTO5GIE14qEE7q3ApOdozO72BHt4YaBZQ1t1ifu2otpYpQl8yp96LjGM0sxTwqQfc6lHKbiQIiw9hgh69S4rMoq4ddlgcNda5a5uUTgvWpFlaBUScaocdel1FrxJxrF0l6nEVPV6BqJ9CnRY9rVEooMcbXFEP9uB1RKzvlaiENLyp1HonTtZ0XBXY8IiFcGaDoh4VxxhvawSWA/xVPIQjU6XAdQGcjJJL7EGDpUlgMy+uQDjYDd3KTUHCcZ2AraAaQ1R245e6EpZE8ETdkXfhvnTJtogZjcI1wi9gwa6RX+FasKvjjWKUyr+BqhaoRh07slCamOsTQEhAiYwiwDI1jKFLtGtBE+y4oo5AC64wJthjXgzLSauVdlGtvvpSl7f0v7RYH/tDSPnVDTaxNSyLsRRH/IxWV2FrVNSDEgTRgkYJZcEYxFHXzn/EKtGCHYESopxGyRIyZVSyIuwo6VLRWOdLsKkHu2MId0QWjcGY6cuXMtfag7p5YMMwqyoBpB6nLAkvsr8FrssCG4wBY9SxOy0jEy5nEFRCV9BnRU5RNgls8IackBxaHDWGPdG+LsflUCU8NGZ7csWlchcj05KddbpCuIaQCqoa9VTIwasS9XAwWNQzb2ZHVkYVTagusyNWgtcxZDomHUXRiCC3lyoLMV9qXKnaWqbIkrKeMDS3R4V9pm5bCazNLWUaBHFpSXaUgalc7sM2UmkZhSxHY7k96nHMeivaM30Q5FNk5Xr5qnq+FJXosGzG+lZWBjZ0mUl+93d/99/8m38jjWbb4pLTMH45YCvWLsneyGsyyIzkQ4BqLZk9V8rQZZPKvJmrEVgtSiZex0oW2ugaLXwRY8t5FAaHYUuyh50ICLHWg1VGIy45ddURe7SEzDiWiZEpFRqn0VimLNfLV9XzpahoUbLMtiutZQpZq9inWFC3pB1MtOJ617veBbgF0nqtbHe5Xr+e/vUrHb9DtQPvB2bux8qX1DMElXanBFqEY5eqlhSON0ojb7AbBhZ4UXc0IVQ6GPti3nXohiaBDb1hP+98nTniO9rL/pbri61d6SxcK/OquzvzPT6bajZB7GIofsnqOzpuA8uUYVUDODV1KAGra5yrK4A1V2drgj2fFpW1ArsqqswA4P/4H//D18P+/b//91KwlsU21EZpNDZezcTQeOMb3/iyl73ML0rJye0qGZMV2JHhErTkOObUvDKqmUuFcAWkgHUaZR1RXeRSXf5q/+qBymBp4DDYPN3gfPhcsb6BfKEhvPVYRILwG0TLCqHp9qwyJDL6C5xFTTjS69f+fstkE6hy1WmBZzoseYmdN954I7j93pHlfiloZXT11VfbeQ4XFjEGCClxrAZHo7IlW5qWxAzI+N0da72ZFyAvh8mSqpZsJJaQso9Rt9foF9l2r3FBOELZ783KQlBGKTdGXXsAq1t/7ud+jrV2+HyO4KqrrvJBM5kIGZoFxgVgF9rary2PqqDi1x/+4R/yevfu3T6i6St1YU9WtyqqLIfJf/7P/9nHkLkmbvVIOfYQrCqEBJgAB9TM+PVf/3VjRxzijZLtKVdwyeB+K/irv/qr6rZ7/ELMD7i93F2e7RZYEhQ1cBcam6u1tqbQmek5XmldsSQEGsM9Txn89t6PZMuLC5fCNmRKo53gRmNdID1/8Ytf5HxAVqZEsCRv0Ojs8kKgzFjoXEIpoGnxvN3vjj2LcfqZz3xG3dImxmEIwZ7tz1tuCf+yjtbrTQJbFsxCPnrCn+f2bNhyPpbZl6s3AkuLEeWXfj50+Ad/8Ad/8id/4gsO3igpZ3/SllNaBpapwNy7d+9//a//1Y+My3PvksAuZ2ST7auiylmhYlDpek9APTivOEVRM6iikT3xShDmGLue3Ckb2Yhq+ao6hAEi75sAzE+W5BF1y6FKIAKf89YX/jCwuqfav/Zrv2aOLM+pi1BNztTULjKuYsoyp62tKShIWaL0I5MlPQlw//7v/97Ag6AcaYbXGWUbKlDmS+LSIsJNh2Qvv7j3O+ecc6wpdEOIDcol9WYhKEUhyCpKM0GFXTSLGBr/6I/+SJqg9Atf+IIhIVvt2rWrYurCaRt4ZwsWV5oEtszkF/qCA1YQriBTJmu1vuBdiZOi//Sf/pMnyhQpHgfoESiVSGrVlYHVoe4ofRlcYMg1eMrqFurrBGwzqHrk6a7B+sjPqzwEFTCCYUm/GhtzC8vFmzsyP+IUro0SwrUFBzNnveJSJBrPp/3lEY//yznLVaVOW1sXuwf87//9v1tB08iL3/qt3/rEJz6hj5CVicv1tUxorWWKSNIeaS5YXUq6ZU/UDVSPr5/5zGdWpnemR8At8qFg1u7Rzqc//Wm/sfeNlvhMix/GlVELLSizusaKweMBOPkQL6dYlKFaJWvXIvSlife85z0eX4tm2R30lsqhpayrXM96mbKSNZlu+UqTwJYF+PiyD0aYn80nAWkcWZhdC3qBC4QKDi6hzKM9+kiLUmZXJ18n+qoFMInCYp38l3/5l7G+zSYFr9PMrqUCrBW+ZZo0kccSmpAQ7Jk3i11LpRlUabSU8KYZU6UJzlY0Imh0rULjVKYQrn4JXol2l7Jr2dlGdlow2ivx23PgKAHFkqpdEq5mMo9g6RUJtlrc++AKyVlRVl3R2Ea4tpYpavrKeaIUGdmacNsPaXluDvHBlXxJhfUIlOxPvqrRQL3yyiuNWMPAfO7ORWjqxQoxyszVWDEHvv3tb/fKik8J/cIv/EI8xM5kSfdi7TpJ3NMSl2Qre2+5yzVmXpXKafnSWuuL9KyiKLuQkVkOWGt+d7+WxELZ2zvIFEOCj8LLOLFAgHa4VvHOKUobfvpFRV8ITaJyUJZdRqwQnhsrwMr48ZIeIaEuUzaeli+tqb4aqgUeaa+Bg4qKkjW6Gn5pKbsWp8HCHZdwOWpxSR1XCAn2kBMt5WPQu6rY44jlcxnGzJ65tAhX3ReXgGyHAraR9zVmSpXKaflSS/W2MsViDTxc3JCMg5QFxY4dO/bs2VOx1SmWMpRldsBZl8oRhqsCEYmz8fFHo9KyEF9k8/1o3xEyEuzu+JZc2Ybo0dwCaPKvueYa/S2/OFU3GGz4m7HLYqOOPTfOpcVE/D+3rVtlZR+NeStPcAmRoFwSWI3CyG2UdCm2LFnFopzotsVKlePWC+CybGY3OUpGJjzRUnbJKQQiKMvt6qsC61sMr3zlKyULN9joK7qcKiGzDmxFwzqcZhUhiyM+X2yVpN+VaETjG6Xxx2Iyqi6VkeGsbbjYF0BvZ9HHB4EcND4w8/rXvz6WXa4qIafiAI1Wr5Z7OlGnRGhVKCuouqrT/YoClwWaPnXf9M//+T8nxzYH+aErKyqU11C1xVj/3NWiPs3EK1TazBQ5awUuFQWM02JXxhaut+VNZRUCp5kxiMsEIMNrnGu85ZZbbLn7vpM5rUyjnvu10k6gAWCouwdRUSoEWXW0o9firV7JRbL4i7/4C5LVXbXAc1UpS1jMDgk5fHEaL1O3WF8VWBYKEdFjzenZkEczTpmUjczm5RYVsSVf/Jf/8l+sIH77t3+bUfbqfQlODo1ALJtZATYLzDRaKg8I4lKFkl4tZWCNHDb7ArMdTb2MKxvZICEBmzWusZIFVSwkFp5uOiQvFeaxJ0qFMp+6mo3BaKCaz8CrUbzpCxXHRnxIyEJCglMPnsV2aLT0k54qNCgrLYi10OgZB0U2fSBp08rXujwBcX+HpWzkYgk1VGu/Lwo7mju2mSlyJ4bdFV1hqNtRf05u586dYrFMkFmCrAKE3vr85z9vuMqRwtrjSQ8pJX5kQU9UsOTTsvCoy9B+k2MUvelNbzJnllWox2mFXa/LKddff338HIDNPsRK7759+8q9HrwLGhdepVloW1OtHtTMq+oq5Mq8bs2sJoxARrItk2WWcC23hz1O+SLt8tTc7m+Cem4iUss4RI4otyznS0U4Mi3RWGEvA2uNhsbv+n7pl37JbGyMZfmJudTFvq22nmV5VCnltWKcw5PxUbJ2p2icqjhGPa6qK3hdcuRpblHJElzK7LkxpHlW4hUMw16kecmQhEwQlRDYyB4yrZclOA/pnFpZyBS25CMFl9lDV2ph1IJdQdLssZ1MUU5IC0Ys1ijbWSCZsvwqJlYH+TrncUXJjbniKlfNPNdee63bEH8e4rrrrqsgiBd9HDNjrkDN0tqwd3dtaRB9lolVKpkrM6rEBEgdIVxwG2IoaswGRDCVWdqGfpGQ4mRlYDliFWDBKYeyxxxi5Auyyt0HB5WKcLxiEaRSw3/7b//NXx4TXn7aaC7iaUCEJZBpZG+UJqFjLLfjWhVYoxEXMv1rf9Q6MWfhJdjXENZlw1ZGlQ0eeViBRhczAxpK9kVdo0JmHLNwESI2jFU0kDTsTTPqegTamWw5VEmzoWYfHYHiLluoV1Q4dSlUk5xlRiVWFl6rYTwyycKuHKv0ThBk9gXGdlFtJ1MsaC1SbMU3V7V4cuM9CCB6ipHtrjBWQi2ugtg2JKz1gT+CoANAkAdDRUL5NNcp9Ys9sShNgJIWx3xVJRBvxD0uYac66kCPnbzMjmtJxkywXhVaysACQV6w1HJHrd0LQh4J+fW0ZbxLZWL1CrAIOGJX4p/9s3+G17a5zSPs5vY/+7M/Aw6CstkrO+iqceUr0svd1i3JrhGw5T8T65a+Ue+SvGXb1lgnv4yqRY1Xv2y9w4d5CjQQOOr3sjHqUbIBQDaT/at/9a+CK0vglOLUjUk58LBn3qho0Sn+EGfQey3CI1Kh3kimhbqy5WUaYyQLtAlVVqq9YnaZsaV6m5mi7HQlLkM95yHoKM9Z/+epI1/NblcQ1I4RZNKzfU3bQpYY5JS9ggUulHEsX2KMNPFTP/VTAV9FeNYe7UteRbPC1Wx2IvNfO3+3LaxY+rgysJARglY6/+Jf/AszmDFv1cbfLAtQ2cLwwqk502RlYBuouDzJAyBKQenT71qMigjQMrBZZqVCLI1eQGjEn8wVoCNn5asLliNdV2BXQJXNMcgdua9ESzaGLVryabgQmGgMXtNb8AZ7eUGBUiMuxGXe5GLx01LruxCCTIuRopdDfhwDVZeWHGholhSeJWDMdT/sLEOR25upLLKpGYagKWmvdb92LlUK5200WBoIxLA4wBK1LpXVuRq8Ki6ZM8GtYAdQJlZHFr8WR0laCMy8GsV9PPnXGIwa6QpKMmlXD/awIbMHS5w6hlNBQ7UuJFx7iIr29T0uByxrZU+3HtaZBqrtBi3ecZAF8uzHKquhjFUYxloE6HnN/rLX2s2KyDTqIJQWC4SEg+GjuoJACclOVZwGo2NQNgMsrmAP3hCS+5TYEOXq+pblUE2+LVWydvYojaiGI5m1cprZueaSeZ4QlUJYMb/U7ylCQtC76hSZosWpoy7DHnKiRWNwIVOJvoiKSwX3AruRIg1hd2mNpc1MkbUyVBY07TMoHAh/HBUmOmp3ax2niBXtEbXk4HV7Io7VUSJTEcQIUEaKcX+b2WOrmV5kGuNSoKYliuEU9Cp0KU6JoijYKUKphXaiwnItyBSVYFRBoK4Eu5ZsuXoqqV/Wv1SAjQiwUIJz+M4eC3jmWeVyMMxTyeZlYPGyL6FQ/1sKgA2B/Ip2LZCBA3YtrnocQGZ0a9k9+GjPjHHaPLCE00UglgRrAawW7XSFqTV13wVgQcd4yHAzOj2621FhA3u0O7Ih26bCNi3Yoc1yI5CpKHFpj2PAEtCFNC1Q1YKdUuzx4gN2vNqR5YKYAU6piyNFuFBGj7tKu9MooRdlVBBrD1RRgjTsqfZgu6i2lSnqaxhW2jsEOpvCbUeDnGMqCh+ioGS9EhBEH0DBvTf68BYlV01Njo3sAR8JKtDHYv/fa11O60rSt4mpDvbcqBJKC/3JALf36m4LwZotx4U3AihbHoZl1SHBaYmA9LKqtdXXDCwLedQ2sAGmbTaPjcrAijbI8BpEgUn42SqwQGZhoIc38MxCBDeCuuT1A7aOKsk2dCvhKmbCtdynyJgUVsUxUGWecDWlOQ0aaDQTroQQ7okVVPWO08Ahq14S1ayaXur8HkSLOlEhgZDIAkuiioUupkYGcaqkrNJuuLaVKUJZ+rNXM144AQGDAugMt0quc0wJWwtzUx2viPRANFqCOLMk5voarMwbxNRJrtp9OyuP26BHoOSAU49+VQk5yMBtjSNT5KAJlpCQ5ZT1qkcJSk8Za2QLbrmy5rIewALELnp7wHLAGg0+kqkOylDkyroASwswA6w6rumUFu+ArT+wdVTpEq6iro1wxWs54MF/GB9GZlhUoh7uhGvZQRXhanrzu4zmUQ1FcdSh5kWZJTKFRuqiL0KvFoX2ciVHvrUnstq1oGj92FamiLXCfHrDxEsHnOeJUccTLXFr5JQn4UZYLIL5qaA36VmM+POK/hS9UzjGrIVXwSvL4i2zYyQB3I46e8+ePSj9sWx1AGGxNtFCDl6noMjsDMjayZFfbr75ZrfobsvDclzYw/7gjW6IjsfOSLkZL8sffPBBNNEr+dtfrSO/FEdzwPKrbF64xkLmwYd33oBsD1h3HL6mRaAX6oUmxyEDlgCW18oagQ3jSQ5sw2zYKqbNuEulIoBdY3DXIK6jSrXHYbzzjhNHwrXod6eNqIZtUFXY5tdAXkLBDiWYYMEbuz+6QyEhWV4ULCg5RYiY8RsiXXPVVVdBVUtEGl42kFOJdgLQKMEua/u9osnJZhMzEGPPJfMyAKoMiHANdhIMEEshMo2HwLM9VFvOFNSUNTHUeAMZXByFFP9VQAA4x+yJU+YiM2u5a5AptKC0Pyc+creRFlw8V4kOcAwIsCP27WlwkGyzhzqJhhzY2XliQEDvKnYqogQ7SlgLFKfIPKPCRSauXDC6pFAaeklAQ6PVk5dH8Sbc6zisV7JoCdiwsO5cClCRISIBK1Nobw9YPw/hKa+hagPVLFoGNvcL0MqqIdMksIGtYwYWL41hua5Zd2ArqNIrZtgPLj3OOzHjGN29JKoGm7mBbUCGgOdHhq6KQgJ20sIj7CqQCe/4Qou0snfv3kAVvdeLAlXseCNZBLsWjAEsXZChml7gEIXG0oAKOSjHqkoodVWljGqwszymUgKVhEbkzThv5dhypkiK5M6SPkCznpUVQ5keHc/5cCODyA0lQAG0UkitCQUrelejkVgg5jrgdEDwBkDRDUFPY1aqUhiVdumwq6tIE8EeYvHGKQKl4C6yQHFvSWZYjpjBxgN6NKErWBYlzlpTO/+0BKwIC0vCPPYIGmgUuK4CLF+wi8JAgK3Y1QGrH52qKyRHt2ZnCadCX+ivuIQm6FWaBDZDg4U0wkN+tjwTrAuwjaiG8ZTykS6VUM0Yp6zioHpEBaDAUrYtBesy4UpU9IJKsMsFgAJ1KKKR8IwqMrEUqLpELL05urQYWcZ59BRivDpdRckoBXs+JYELQRMpJlgyQduoJrBaLmbUNJpSCZsCdE5qiWNxMV0N5+M0jggiyp0iCF6VfFWF/3E12Msy89UgcFQygUq5HnLKLeq0B1dZadCgV4l60JRbor18FU3d8CBf27E5YJnth/lmtoAuq2RYM8DKd17QFE/olcyukpNmGZkgCGJomKbc3Yha7Zk9rq4KbIUl907IydJC47oB24Aq75RGpUamHwHY4rGdAYrseDOoEojeD/B8fskdXJyGhFVRRQYKSt1lMCC4HL+vUG05U4ishHw9wGIgZd8qFUH5sY99LByuXAooV2YXlJ/61KciKCvsTpcU20jW2EJ1aI9YqRC4JD2F/MqlOF00PheS+5K0LTQ2D6xB7hXgf/2v/7WVbThSVhMtKwDr9u3Xfu3X/uRP/gSwS7IvxxvEQvk//sf/6Jd7jf2CIGiWA5blTF3yqvbMntxZJ2CbR9XywW/nXve6173pTW/ykQg3ceWODr+WQ4a97ql/+qd/+g1veMOb3/xm3wcLT5MjRcHOa+z1hkX/4v2Zn/kZjL5h85u/+ZsRfpkiw7Ikbq5+b1BtOVPk1UR4kt3IjpUrQvnDH/5wxUMsmaZcz41RAatNAd8IlOkrl0LgCrwV+vIp3mAvN5brus1+BPSXJCu4CcmZQQAAIABJREFU62myYFt0UhbUan2xoBWAZYNg8s6VnwOZr3JglQEp1yuGGADey3Sz4DdalYAOl1fgReCqHpHB/ea6nCwakanojf0pvKGlcrWRfTEeFfKmTxdLYbzSyGzlb0r3YputR1sDkmkmyxVc5XoWolHx2wW/XvdJFHuW7i/yVZXsL7Jyu7oW3fHWt75VX9x///1Ui70yWSMsFQnuTeyDuOvJWsoEjeyL8SjTrlJvPVMQ2Iq2stthy5IurWLm4suNMhdfX+kM78rsdvV8dMwCMm5HK7Kq7KBoBY2KtOppK6IsiVnowVuOrSaBjejhiPsXtyGNM2fVqobzUCRTeHqVc00VmQYuwP7qr/6qB41m74aLixcULq8jsE2gygvjbefOnV5v9wWND37wg15yiyVAM6jy3dM0XwPyozu/0bI2yTcvXHG10d/cEryexPn5iZf0/fC8wrsyu4d3fphrQrUnkmXmCt5F7GtAteUdTUYk5Ovor4rjIkMLD3JLhGz2qtXKqqqXFBhKV1DNPLeLJmoLQu+S53vvkLZI6RpwX9o2rU0D6/sUfqbl0Z0vu1kjYG0eWHtdlnuOfsPu0d0ip5iQ7y0brAwVeK0mfAoBJRtix049lwa+1IDXItFne62GcJXHg6t4F7jWFdgkty57kZYFfekP01lH6HS+eLrhZzK2EuP6qqjKMlK2geqmzKMNY95DCnIyY8hZTrWrUudv/MZv+E0jdqsDyGTeDOly7ChNFeY2r6L4gVX0RfZsEVcdhHy1pUpbawoa6lkyPFlOJTeAmN0uky3yoXxhcX05spX1LpbR2pk5VsT4WJaPu1sQsr9iQ/l0rojwtXXBYvOaAxaPX9O4l7ak96C+jHDZvMWia2eIhaZotkg2Qio0KwMbwvFKFurYy0uSiqjKKUpgWqwZFX5h3LhgLlsewFYktH+6PKruhnzZwM+Xf/3Xf50BRprMy7uKrrJtlUueTFuaWaD5GoufJtpcq8wu6IO9IkRHeCdAltcd8osliVO9WZG/8ikhkHTb4os4N954o4RV0VI+FahO2wvXdtYUKUWXtJXDtOIVq+JRTbldIxZlVZuN2OVua7GXZZbrhex0dUmafHU57dacsey0F+vR98/+7M/6cly0NMqcTxFdTFnLmlM2bdV6C8CKaWNPyUKbBxYljyrs4R18lkOmosipDsqNzQArNyHzMWRr7F/8xV+85ppr8qAK9qy6Bux3H1V6rSakCTdTljx+hG6zll95ryGjytNsXvaa/R/4wAcMVGDi2rVrV2bMNNk1lXKjHvwP/+E/2NdwE+cOwts9ot3CxBtWZbLgalQdNNolF9rZYJNbeelLX5rXa1l1TaD4WnpTNStctrIQZ8uSVC+UnnwUl5bzIfjK6OQWLErjpYoq0awnliTDXiGO04h+z1x0P16TWCNZoXxZ7frb0hqv74D6RogFoXpZyHKqyzRt1ZsFNgzwe3yzUPgYLYBa2bWwCo050+oavdAsmxrs5ZZKPfpCAjUNUl1ZF6ysHbCR98Hrg4m+jpEDOhtWUbcep6ugygvD296wx0k+AmYhGR+GyaozqlrC/XwpKqZxmwXWFBYXjY+u0WRYVCq8FoY2R0QpcHzrNGKvQpPZK+1xKuD1QtTdv1x22WWVVNWodEk5qza2t6YoZtG67CXhi4sucb5OWPuX6dp5uKoPCCqjNItaTqkljGfa9vkkWn1gVQm+zBUVqrEvp116IsSbox5Z+WpWDIasLiwPOdVur6hp77QkNCttlBTG8+69732v6PQ+JRqNYd5yroUcNH6V731tb8RXosolZQX2uOTuw12PYQ8o9Nm8ZoA1KvwCwKc0rbpBXQ6PYE+OZInrVSlJLBtMvLRl0e77bH48FjsU3hYp02RUk2ENQ10jDG1/uuRjjrYMyrsMYT5pSsiJlhBFtYeyLrkXM7H55IcStw8aM+XKqBIby3Yd6rbO9LYcqklpFtp6pY01hZ/mLbjBUKVRL/cAIQ7KPmeyzLUkLzKMOW4yV6UCkXILRTrJx128LOCuz1Nxe37/9J/+U3+gqByOWJZTGtKItTnkhtPHiIR1Rcti3uS4OatsxhrqqwPLR/tnivylzraLLrrI9J6tUol6HCvGgDQXv4Cw2b7kBljF5SwEL9X0FkrSQT1fVVlSaSYgFp5+kPL/s/cm8HVd1b3/vZo8D/IcZ7AVZ3ASLCeBkBSaxEpCIORPTAOlj+L0JXngQKGNO7zXGkr/YPrKx4++FvPn9akUMEMcBoVHlb5iM4gQZVIISooMKINsK8SyE9mWbMnxlXSn/3ftdc+++5577tW5RzcQam3C8T57r7X2Wr+99trDOfeI70SxIS+eAxx2C+zUsZ0EVRDgTJcwwbMP3jHhpQbMtDprRkw1Tq5XX612BFUY6Iu8lp2MiCgaKcxnbF54NEuouvvuuznrLQuLr2W5VbHXXnstL2IQwX3LNCVw2NAASKOgGmVNgYPYpophRS3UZS/K42WAYLj6aKx7UW7zjjHyNjFxnYfbTOwY71ZpXhH3iaWKctbVrI1Z1DEM6HveZeRU0m1FkYW4mF2F87sAogyf3mVU0Pc+MsuuxNW9lgcWTZg9eIDHr2B5/YlADEqMPVBSNayZUNq8W8XymMMXeofdGYbwoyOwck2gkFufyZQgjSqmPhZrDAY28yxn+MOiuptQCRaZYnYlANi3ve1tbJoIc4yH4vCtrStxFa/lUcUEjOKwgBYJEy0tLZwTu5pYJMkEmoaTwMJqAniJO7oIdfVXaT5epNERfBiVN1NABr/F4elTlhX6JEslTIoqLBz38JxO94O+Viy7q0+0fJRIIS0VzCUFTeMBLIn5rCteCGp8a9xirXRoT4mv0IoAPh7d8acTeFLFp4d5I8VW2UwpXsY2W3f8mOf2hAm6HyFA78ZpeBVNOtgKdDOrV69mw4IVEPi8GTJ4S7XuComeLwEsjeKF/JFXEmMV38JY/QojwRRVISgDLFX8oJBph604RnG8TwkxlK9mkbHa+vxMy5EMgPwqj7/zxJMLlsf8dQnWMgwPXjSi1pJNCiyxCbXp4mJgkRPYutVtSpkSqCKTyYxZQX/ZzFuC4IPX8ccxAVlbLIOqEqA2uzn050iLBx+MeYuJJdBM8ZXTInjpGhKMLLXc7oDewkK5r0qlsd3gLQzwfKVRjRopPO/yjTcMI/EnWAkTTHe4Ms8OAj0As+H1GQ8vjPfddx/Dm1ree+Mzee44d7H28XJLQ7wBweMiDpPZSDM/cGxGIVVItrzK6GO3tWRoOlBnquCyjPI7Of2fyzzFfGlgGdj8uVY8mGmE/S1nE0wjuAj4+KzzAUstJbwkwk8SsAvf4ggGLoIpkaJYX2ugrWINwrs9hAlmYHbjLCgYWqzYOT/DQS2ZMhazuwRoUhwmlABG5fVgpcvyvWaFRMmUQBVReCk/9CBA8MSXyZlNGW9P4TwupJCpbihf3DojnKUrDyyWLVvGC914oIuJpVfT3FuCJjGX2ZQxwsENj9igYT7g6raujD52K4cMVSgW0mON5CioRooUHu5oqePQ6o3SuCAfEeU8mcmHsytmeEoABRq0NIrKMYTmuboQkAc43JedC2c8119/PUOCJbfLDgu3UNK0z+0oJBGe6G+aIE/TtKuuqVC67BBYzctn4FL9EaL5HH1YAeXFe7WOtGJgiQs8MmCsMlBvv/125h+iBspYMJFi85Rb68hwS2RhrcShHZ2CBCjJsDZRJ4OA5ALr6ST/QsxSi9Mf9nTMwMRfIgWToZ60UwuNy26bdoWUysOoqGoH5cgcKEoxhi13RPlQRQLexYEUoZN32MD293//95nnFTFBxPS7ogpxMTslLEDoDgIxXgcmLFJ87ER2SqAsDjSEYEIDpwy4PXMkzSmYtGUal4vtlCqgilwHDe7CpwiRgqb4Y+e5hPYkhQAjsQpEOCJi2U+0VnS4Qq1kDF0yOhkKpxmrXJURTOkt/ZkN7NYFlYxWNFoTg7z2Zf6nVpvmSqIK9BGoKGvTXBlXtI5YWrcCVQ7EJGXnavPaWxDTLg1RRY9SqOyAoP+pkClfywFL0wz11tZWMqCEDpjjAxYNQQYC1Mtp6AGL1WwD+ZA3plnHJQMgiLLAspGBkRJsUWAVCqxmPNx5553aKaDB3zrUBy6QkUICi26a0FxbUX9AAppTmFO7msCWQxXrUANDyPCcC93Ysbq6qWkEZarAxKKqVsBFYinBlRADAXHHWqG8FCqqZEgUIgR2wIeSBO+tt95KCZroVVsBZMChVqM5vJRrFYUkiJVdr3prUYUeCaAKJY1K27RugNV8pdeKI4VvbKAf6OgzMwxjiKI3SnAlj97YxpUqEqqTcHFYiAiUk1g7KCV5MvDCAjtkmqecPIXUIoQrlsNOCRldKFIODZQUkqccMvKUkKeEBAGJcgqBj1puWTqSRysKSZaYPAQoQInRWtQmkWe0UEsVSSiqlMIAi0oAjsKqHlfsQkNVDN2YozSWUVUMLJTqVais4MBIxgLLLWGU3oGAh69UaUdwJY9zQ6B55FusKCSFARYNLbvpk5xLwKsuQa3CqcBOHd5iVJnz8Rk6UV1C9QFVTPChirYUcoUFWFAMMmBRSyFWFnBQdosqLBQqqooMI5bugIWDT0WVWjVWcbCwUGvZyUCGWA3u3OKutAUxSbuAhijnFkZKrD+QgRfNGSmwKKqiYVSnrThSmK2j6c64jCJeaENFNCCvuqIWCaWtcqJfYYIYnwZ0fsCnfUAJZHDBqyhYdpVvBUAJCuwq8S1FUCGDgCEkEHpLGNXBsquGiKVpuo2nM/pInxKq3KbJKxdV2q7SkKcKXtbwlFQ7gVgVgMU1IwOLgbxEBLb85Ts1VkEzXSr9gslarhm9RgMWXhitBDJoriXkq5fyqCKTc1n0J8NV28JnJnVXiHE53AZ3ZczDrryuz1iFrXwyJKVkR8NDwEBUEQKwkJFRxfSqvEaGfICeX9nwFqZK00L1drhIlFgFLI1muGrGEkTLVBwpxBrvY8fAx7EWvkUfYy0acyUJiUmqk5qh5nGFi3JYsJ9TOvUP7S2VUMwLPYzWZiRocOWMjXhBi8qCkMCmKYRXJWjThHbapf9UcyvBKg8ZCRa9KrtKoC2Or7hqrSGswmXqwKqSzDCRgUUCwGIXfsnAcGFRhLmqqdb2KQKrkHLVxBPf6gLrokoTDFfioHY6DWEgCYvUOtc0TyPxOvJcmZ95Dgq8uJ8yqoRiXuQoi165BVUY+TUtXWO5EKK8XN2mLTuNkufKEIOdgwy8HSd3GQNbh4VkTSC6QSZHBk5A0RbDXyuOFGbo5I6kWcJxikNs090d616WOqwRyOjI50pSpTGVDHCzKMLm/fv38zoAh0nYwCzN6gBeGGEnQyFwwCsWGrzoXXpIF1T0d29vL5Q8GWH+pEp59YpWCiXsAKGBidYhA2gU4PV+JgeO5Tj7pA9oQjXnSsIcSuBFiNVcm4adEHPgwAFo6AbbveHhLkMZBlgMtOpZYNGNhF0YiEfyqgU/VYoGLKGTlyYw7brrrsNSZLrAkgcTTECHyMBqt+oQUs21X9CccUh3uMB6U1IZ2CapclGlWzmOxdP0Zxpqmq/TfajibySCJlMar/DpgQLI4GOwkxiE6m9ql3VX/I2k7Lgorg6YHCHDizQahVebhl0dVVG1Lgc7/oYEnkbzbIUnI7wQiOYY7LJjDo26qCLBNC7stMXzVxzeoGocVvxWUKk0VRwpiEuEOWlGXqiXPRU265mNwqf2YzwJM7BBzcAe6OHDJwgTAKfsDFcxw/wGwWIHC7wqhCoFETIS3ozxGh2oYgdBnLZNEz4gJikvV2i4ir7mvVcWQfCiNoDSBK3jr8quQUrZVYLRXQI/vNDjx8Q46LkVBDR5E4J3H/nfCoC16qmBqg+ewaw1FWCZb3FNZCIQYOkpIFKfBhztEYttBGCR7LIDL2ABrAY4OsUHrINyFVBFhLoNptGJ2EW/2063ummnq27oAyC4K9iSh92+vQKv667YpaYBCxnaUlsIDSTtFBqlaSSDpHU5RVVb16bJKzvNMSni7SADL+U84abQ8mIC7CqQWmXnquzozAsv0FcF1cojhYQkE5VyU6oct4AmltDlmlAOXYEMC0ENRdWrrCXqExSSINAMZCoEdmSSpxw5cKkEZafEyldQwAgCmuaKZG1aeSlxFUAsZNBoLVWIyilt/vGxI4qEfBJtwYVWqgzl6sfcGqopXyoBFjVEgWoDSz8iFjNJajVNKLDaIuW26WjAKjutIB/hCixXymkI+WIX//dGmslO4VICVbVLu952OjpgFEn1QRny1JIUavSghHKSSoBF3VWVx8EoV3VxGORASZiwJSpceSlEMldo1Luo5VbbglfzdAq1FFJLW+RVba4KJoFD5UBPQpryQl9FVCuPFEAk/3n9WXmPYglGWkDVvMArNOASWKWFimkZguIqWLRTqQqjgysB+gAWL2K6lFHyv0JgS6kXGRkEgkxkdoOrXPCNvG5ONl9YaS40qjoa2WJw6sk6n3f/eDxJa2HcFV7GMHsEDs5WrlzJJkUPPlVZhUVtLFYf+SSWqz/4wQ/YxfP+EVs/SwbXqwTVyiOFGJGfRbHEWuVmMJ44x2vd/MSNd3jdKmWBQASVYKeKwwt+PMO7FS7orhwQdG9tHsl0G6cJoA/obriFhlpSmXatnMCMsgdWVaMwD2aghrRuZy3yTCYuCCGBLa8nYnWmKk9WXKvIBKpdTFxcouzF5dUomQRVmqB1RvuHPvQhfsyCw4AqnsNGg6pJUYWR4wA+isdQh5eXLzZs2OB7Lxv5yCwFDu+A84YhxzQgf/XVV3OYYp321YNquRm7dCeZaK8XY0ogJWbznixfQ8O5XQI47K2bt4WaAX0CDT+IAnRflSJOD/nK7S1N60/UOMLwkcFLKtOuFRKYUfaCKllfVStNAizrSV5UVx2IpMx+7FRt265Rbt4STJpBMjQ+xCblUgLVKlq7SCgBbFWwnQRVWifm8itkPnSmYeLcc8+1Xuda5ObVakpI/FKJVzx1eMPL2YfW6lVRVUq3nLwW8quF/fv347Qgz4uwSm95uYXMxxjytoqoVr6mMF8GKb0UyJuAeeyXOPjlI39btmyxFS4QtrA4A2qw81MFfhjKoTE4WppJgYOX3R2rwV27dt1xxx26/VN27ZuQOtgWbUbZ7W1OJl3uK4pwWxZYLMIRd+zYccUVVwALahAjeMbB40xeLlRwIhtllZ0UWEtZnHklgC1upeKSsqhaacDLUff555/PIwb87c477+R5LasAoJ4UVQzn1708SoOXH33wsiYP0eG1YNqMbc7NUMuzCTycw3WeJF5//fU+V4dgUh1cgW4eXpJbovmAomKiwpLKIwX8+dVcue0DhHgzP1VgdfDNb36TjZ82bVXH/vIQ0Gfvec974OXIlweiPmLfrWsXVcwJvHHM2/j8ioTvu9JzSkAVySWuKD8V3skbcvTyNYT38LlHzsYUBzBk4mppafnIRz7CZ1RYskIfHtjymviaLk9sa+GKxqgSpsJrdQjOlEbVpQdbYi4fNCHDQw3rMJOiiubQ8Fun9773vWx73WnJlV/KQHjZX3/gAx8gvqxYsYLDERWovORJrpyK8lPh9TVUcgHvo/Nu/cGovCrECFZljHOe0vNEmsiNHFgU/fK81PJqwNe+9jX+bGx3d7enQP7fMuzaBNMvofqLX/wiTTM5KCdNa+KWTF5cuBwsbrtevmI5Ra35JXiShZA8H/LisI1oS/DVKmIHP1gAnE9+8pN8A1JnP7XI5S1qqFzBVNjh1UQDZMo1E1SnLFZzmwmiDV/mV6OUWMoZ4WCLi6KJPSagJaqsOYHsWkh38LNGtiGW2GrpM03LtZAraxnekuCDAAR9Fhc+dm41wUXGygyZURarts1EWARXGilMfAutMBP7zTffzAZEX3lwFJ3cUvqMX+bx80fONWGsFCbmBJ5ds5ZbtHTxUz/vqa8rOCuheQ1bk+sxOUX0kO/IngTYRx55BF9kcctVucCExIfbiYMsndhpO9J+ndmqAjtFbIU9zDkS3qWLCN6XwV3Dm8AChLNzXuTjiyp87ZbjBjsnTdoHxCO+iMGqmV3k448/znsTZVjCq1RGiKkCkyioVhopcmq4TeGvgcqBPocF7e3tHNKwkWN9oaOdq7LobSAvhdAw1O+66y6GB4sLH3GpRq00kIWFiWLN6nMbYrVsV22VCndvI+c9rQqER5YmijnM1kYyrBqIBfbBh6XifJ4VL/iovcriaWWp8pkyVRDBrhLyDGWnsmJpxeyuqPD5YsnheYspA1G1ZLRFIkBwWswn6hi9btilyhpF3sfFCOdPE/LpKjYsOCpbQrttsZSCqZnquNpCzRAdeCLLNpmND1tIu2D0kRUz+ghC3jr6+zWZVELFkUJacFpRCIqbUXxB/O1vfzsrZ04cgFINtix662ifF0MhifAMF5+05N1BJbYU1BZ3ia0lYwTIG5wcNbnlmqe2uDBKiUCBqCpIKwMsUYCzLqYv3thzpyys4IPOBAs+cMAENSmwELiguXkLSzGwkLmU5G1fsMBxqwSLImCLS0LhnAM2FG0ZojKoKhfYsijjQzLsUu+9916+FaT7OCvTokqJL08Jb0+wKOAFiqamJsZ8oLEUknxAwUshXLxAgQ58241zKDub2tY1A6WvJOJtHtWKBVYcKURF2pMmc8n6jVcgEPB+rq7iOFBkA8JbxriyNdiykLF5lx1eJOh2EXf0PXaylG4G4SqfEUVkQQLsrGVYGbKfL+4nlzdy3nujw4EjsiwYSwPLLmP16tU86bCPnNVevitNEKGW5ZsI8GYtg2teK4h5C56NNJ8jgwxI+V0jD4bYIStoqrVl11sVyIqaD17pbyUAlgNmfsWAc7Oj5MkUe0Oe11p6X6Zif/T4vfNn734q/5ZGFangyVKCRQE/r2BW/9jHPvbWt75VwbRtWlhcVBU3vJTXpdj9sYPgoTWwWOJidluiGXySZ/nECCYAvrjLmRpL4GJ2H9ekt+gAjdutlsVBNe8btrZ8JtKzDz6467mAquW2gYr4FieR2I930hPr16/nAZIdq9YGeG1eJXDL8Ob8sq2tDXrW1ZQz5vm2UjGCxU1Dw0ss8HKASi2PBggxfPGR1hGl9MVyXOUrzsvIrBj0kq2UBpb5io8D8dyXv0bBQgkJmMOmg1/949wcnmOXBZMqm4eSPGASMfn7NzyK4lOjdAp/2IIow3KXd9ts16hiCpTmCQesxvkbWcjnV2cMCb6mySez+KYZ/cvzb2Ixh/acBxUDy3rj1FhidibNTwZVWgVXBbYqc2lpVNEH2/mGAEZx3MAMz8tXmOyCaZEk4yKjtuDqbEAQwtEyiSdTeJqN5q69xbzU8iyW9QgLGd4S5P1OlicuC/liVH0E9lb15EpSByBja3OZKaBaYaSgaXb8+oezTOMuphSgHAP77/7u7zo6OrhlGmQDAprM6viTElsWn4OqMSyncWi+aw7cfPsUGgIHw0Nry1+J7iwgWUaiBs8OmWzpCaK1bRH2APjKC52stgqhAlQnAxYc9FkvwYIvXDP54Fu82MYnGNnZsUbAOayZPmC1nJcFcEQ6AkwoYebkmZyCY00sBofu4y1bHvXTOstyYi4fv2LBzPMsiBkbxIt169bRoo+X23QqefDQwQULGlcsW+42EThmLIHNmAA8tShsRoq4q137OfFUG2JgAwLmMLfxUy4MIbkaWlTJkPLqmTzP15jGeOTBl68IlxyIWgKbUWTgLYaIFlnZsSjjqIKQrYtft3Ufi5UZmEFzBg4vK5JhPrjllluKySKjWmGkoGXj1vaHqwa9PHwYxjKV0c44xxH5oCjPL1hiqbcVg+VCDy8eDy9bFeY63nXjD0PQIPBhto+Scm3ahZJFI6tBQhKzLm/U8ner2fiBu7u3h9HtCW6LEzI1FVe5JbiK0cEtm0K+LLA0BCYsK1j/axuc4OAKeJiuvHwNu3BRhTl8KZcJEyjoGq4McnaFAIVXUavsmlFgtYRIwUAiZOurzRxOc8IPO6GKZQ7OTZexouFni9AHAFvLz5nkw1b8xFq5oAkg08a8ax7YvGd5dRH+5QO+3p+dcE2zklAP/dEKY324WRrN+Gq5ZS5k3cqukHxgR8Bo4QVqVyC3oErkZS788Ic/zNKbrqHQh4/vFglgzrNVyuk+HECbQAF+OcqfAuCPhhDQMYr9FJi7LUIjKkRCtbJIoQ4Vl+dOOd9CXWxDA1WIDGs5FlSESTbP+gl/ZjP6ADKFjKs6q/VLawzSMJKXWECfCE2eEqKM7t8su/YoVbZdlcA6grdfCPNEGT5Uz9BS3CFTXsjg0v6wjboZyDRR6BPukmlexlcOhuLKykpUTHlgsYUjGPwADZEOCKCEi7veQCG3SuDqT54EjNoRgAANI1zx8cyR9z4hc4HllloQ0wxX7TucFQkIJCEEmkBghwaPdT3z6ODAi+svXY/jst5EZ/xbv/2r7RZfqwVsDlU6yXtSipJoq7bQrs0wrli3cus7oVDdFFXyLjJaRXQABwY5OFhe5GgXKI2e5RfzIpa/fgKeRAqem8ACqnSfy06hdpmK4kor0PMbE2ZERhZjjSmZcuziaJYM8wdft6eWP8LEh5EtI5mpAFtZpNB4oC/IWg1QUf0Gm0mESd4hIaOWq/H0hN5CjLvjLtxqP0FAIfRgzZURzkm+ujtc4GvlKCVXoLet01XIEYc1w4AYQXyBRQm0e2AhIY2kZJbdZlQf1iBEa36rg0zWk+zGtRssmZsBjVwzbmmk/KTAMoZVc/Qko/iQBzpUxTqupYAFVRIsXJUdWFxkYNdOpF9UfcjwSAppFy5tUYVo08qus2gZYMHn+IkT/Omd/Qf28wiMyQMWzkd45ZnfRCE/k87U1PqP1asFbCCqChdmYo6iSoZClkuYiS0YiF6UgIBegUXthUuxgpIBzJUEPX6i41mFRvT/AAAgAElEQVTBgUbJuCKQiOxDFWISxJpweAhoi1a0CWVEDQg00KgEaBj87EAJEBCz1+BURXWjil6jOcIEQwB40c33jsZUgK0sUujhvHSAdoIBjr0Z6gI3TsAUR4YShUDtxwaFHgIs4Uof6PTFLfttriQcHV7GKps3ZYdRE8CRgZFEHkrggwViWgQgCslTaDuAQlhQQLzRS7DDRbk6h6LPVQcGuySO/TgNRZTSEOnpRdbe7ICQYelzGeyqSqxATfOfqCv/l0RzxcACWiCwGGWwkYs6FiU+YHXMlwcWwxkV7OBAlbwCSx5egNVRER5YKGM1cRBftXoVJx2pdGp10+p4TS0hgyUnSwzOOOiiyy67VE3OX/PATi0UGzDFCzxUcQaaVndV/8EurGOwYR0KqM8APhlFVa+gqp0CqngvXFzVXa3LwaLJskNDniuvILJtJEPTKgcf1qZpl6WWiypK0ihX6DUDJZIVH0qYjFGDlQX7Rx7T0oSGGAjY7POHgli1YVTxoQkyjJQoqFYYKbQJPMBkUJGDX1RXG7ANg1FaXKQwWTttBv/jAPKhhx7CJMWXK7wkWC1wZBBrhUFDCeMBpMAa3FUgV8gYBto0QrTcZSSv7DSNuyiltoUoTvX5xTHBmGjN2hgJPLjhUeKXvvQlzqv4a27MOT6ZoiWG+m21bYbOWCHVABZwIgNLh2I1kRpL1ViukYFlYs5MpM5vOpdlMFjQ0c/17Wtc3Hjl6+UBwac+9al4Xc3bb70150wuWnlgvSHu1obPAywCQNVbtfCDUZpWAepX1mdcqWq7lmgeYnyGI2QiKSWaxFlDuCu8oEqk4JcNMCKWa3hU6RR6xLorLTLi8Pzbb7+d8zuVpqpCw89GCBbECDsqtSpHUKNgR0G1wkihDYq1Mj7QjKMB1GIWUsQxg0Kuess1p6KJHVSRbAljz2ePxVFp9AqmmrQW4BjqRGL6jM2Yjnmd7riS4HL7Dy5NtAUvCWmuGkjr6emhL//yL/+SR6qsFalFc2YMzll4eY4O5qE3p4l6epTXTbdhUWDPyyjIVQNYBDY1NUUDllHE/Mb8z/MR9U5wUFS1Q8MDC+bMhJwZMQGSyLNEJwh1/bjrx/v2z6xr4MiZzciypctYaxSAwI0FNucs/voK7iVYIC4nCHfFYYrdFbtIZdyVFjkSxnmwy7auebeEKs9bc6chxuPSoMo8zxEebgaNQso1EFUVQg8iiiudYt1V22JfrGfJ1FIFGWIBWcXaUGj1tBl5DJQbu7YsbKbySGGA0lUMdvKVGuYKvAp1UZTRheqUUEWeK4X0AYX2qqpRQiKv5ZrnFiwUDvIUkkeylrAYI8+qmJMb3iNgRccfhiNOsSKgRQIHS0QSTolMEq1rWyoEBKHEUfbv389VqxCI34Ay75LqkQSBA821FuUJZwRpdiV0NgHb6qkEGJDzQb2fyjUEsJimICuwKKOWaianEjdRgWVHgKWw814AwAI1eCq2wKsdGhJYlEEOXKjKaKHLup968qc/l49rvPmGG9/w+qsWL1lMVUCYMGbkgM2PyqjIOqgigiNALGJcqbuqcyqq5DWhdiCqahFVEJBUIcwhaZ5C8tZd8TcMx514GsjilFtFFX8DFhplTlJ3BYdiVIkCuCvEvCLE2Zk2wZUmqKKcJx1IZiCwiePwgsNBhdrqZllsZiqoVh4ppNlciFZc0I9BCyhUgDW3JLyKxC0QUK74Ui7c5lZLyGuhkkkPmKQ0ZMnYEvJ0A9184MABmtMuoWl4bWfTKLeqABlVgIwKAXrCDX0GL9JIlPM0gSDNeKBK2bWKKwZqob53wECixNbGcAwDRc5r8hWRc6GAxSirp5pWLWA5AMMLkQY+AAs4NESiRRLlNAfUYYBVCOgmXs3i5UUefsN+/TUtLAPPPbdpYeNCqgDTal4AmQdsleKwt6Iwpz8oX+yuWKeWUosmXLFdr+o5mneryGsVV1tuC8mQMJBJlJGMy5EHW5qmnOaAEdtplCtJ4dWMFQs9YUInSCNPWlSxzFt/+7d/izTwZIZjwuahNW/iWcdWet81G88YX43isBVHClDnDU07XFAdIxmBZMCC7lc70VjzZECZKsrJgwW3ag8larbtBsqVXas0b62FlxJowJ1C8jBqhrao1c6gxDYB1qjnSoMGdi2xkikk2VtfRmsDCAwWUZ9P+xqRkBMSWBDAXsUKrRQTTAYBCpGr1lGl+GhLFGpSAvJWAwssTulRyf6LvAWWDPT4t2ZCAos+RAqmPg6GWQAi88mf97x4dFA2HebBFgJJVpNcxgOWseavqvAefgCyUrColLsGoorCiqHtfYVd0bN5veWqGdURXjIw2tGhfQQNjCRqLbyQUUIVGZHiJW5dd9VaZjVixB//8R8jkB+qI4RXkABZ4w40JUEiVEhlaYKSnLGKI4WvGdQqp5nXMDQsw3BEIp9Xlv8XWHQ84z1hpFlOiOG1t2EysETgCpZcWcvBMpzSgv5TPZ3aX0WWRrUZmwnfqirs6w5GCwt+XlXAs/FjHODFFwbub/s/nF8cGxo6NTF2wZrzOMCviXtHjtpeFYElSji4VoQqyrNpYgSiFGPSmkaGKnasnHyHwceCaTPKRWhghLPLw/nV/xFLQyRuWSnw9q0PVZqmhNDDxpCzdjIQowlnKByCwE7Y1Xk0WLEpAFt5pFDcPfR9xgfrZ0qxjcdjTCysl1wujGd5xqMHwgTPI1evXq3htoworQpJ5pNDcyRfYfTb6knKOXTlwEZXPogTcHTVEFSZLyvGUGANAhanx4N18oSfD7s//8IvxyfGh4eGr2nZ8O37/2XFWWe88XW/lRetuWoBG9Vd0YKp+5//+Z/vueceVzdsxByM4m0r3psm49aWysOFu7puDyVDmh8ucDAEONSSLDvnF7xE+4UvfEEwLUSVMw6ejNIux+08xSeasPXQdRlRg1vEoqEV5c9EBTaUnYWN0RTw5zy62JJC4twdNrCa4Pj3K1/5yp133kkUtGTEVAr//u//nnfvP/7xj2Mqqw+AsO+rWEo3A+jIdEt+LXkFIofFVDWIAuxU2yziDwks/Q4lLj7pUHGHB/kFc+a/7eb/h2dMHHDOnTPnnb/zjsvWXTqRlB/Cuql6wE4JVRTGQMxUK7Aa/+SQm4USu6ow5qtRsAeOFJ6mvf/97+e3YZzjcEjEILcNMS5cQDSPEM7UrrvuOhZovMrMECAowAKjdgThplyYMFLyAam4gdIlESKF2lJaZIka2Ih8fP6YEAA6GkGxnFs+IUGkZPnEaoof6vDL6JaWFt6HZ7FaQlhuK16q9ldYHvA2QNTWIwIbtblgPnokuMI7/sA7SQcPHnzqyaeWLZefRbEYLMXiltPjTJUbNmzAy/EEfmaGwfQ756U8PXUpTb56wEbFFT6mNzZHPETHXuIC4GAFDx14ORLNy2DlMyeQkkIOJvmFGDMo9IDDgAcZFt3s11iz6BjxiSIQsNihigkVYpTk6qMpfRsd1QiRokCNkL0AGQ8OeKuX5z3s/XA1RYFy8jxX/5u/+RugJ/HWEJsRFlST+l/IpgvUZS1kkq8w8m2gB0SW5jKGt04tQhMyPn20yor11dpyXyawaeUldvMGEVvFjh92vHTs6AfeuxnH1Z7yteWTaW+Z+nQaJF6QofdZedtamwmpqqUvneHoJR/8Ak0rxQsx0xg/SGf5wAs1vLXFL8F4I4MpjedlPIOrVFpxQzx35xfPvEaINMIEZxMc/fKjfl6p+s53vqOQFrcSGEGKhQeU5JEIqCxfFCFSFLRWbEZgeywW+OoJf78DlNl9EJ4tGRIofN/73kcGn2Pvx2kFv/7QEG7JijMhm/Yx4oLV80Jkc0xfrVcqogALCLwbgqvpqFPr1EDNMxTRklmIha7mfYC4t8roA9YW0hDLPcI9weLaDdf+9a23nnnGSmY2tzlXWqm8lW8zQZQG2AJIgqgmLysQUbbFAFnQMyyZ4UlECuZ/YiUvRzDtEywmxVMlWgB9DahwHvmz7yAA8R0dPgXA+6wsLijRMQKvsvt4o97KRpmz2QjsESJFhFbEU3nthK/6qMuCvms/t7ydSgnrDnyRUFJpj0bQ6VfQRAStKmXBCl4256scZHijjHnJlYArEyDwaU7p+SNXbHHdGO1Sls8Twfv69nU+0vnII4+88crf4ltybNRZ9NJltOt2JXKqCaz3LKa8eq90LdEBY5n/+RQFm2J+gsCX7HhsMUVLFTeeCvF1hRtvvJGvZvF2LEstptViycUl0a2OhGqkSCExqeKwxFEQCwdWFhzVqJP5TMWJCdsU8nOsMLiUovE5rq8VvYVXU2BtmUKEu/LNTcVQlJRfObDEAk4K+JIVoRZ4eXXPVY/Zie/BMk2x5mfhxoB3a0upATK+Kn4C+Pl7v7F07sy//cR/Z/9MLTT0FwsZn8AcrEUSfAIDbwVMb7ozOTbV1cC2clRVPRcH8qDHlf0IB4pg3traWukuwBWolnJCx48+eXdekURgoEwYNQXiVr5QkPRgNLmIqEaKFPiB9zILBpRXVGuxv7e3d+fOnZwMcRjBjylwYpcROaxpeTWVdQdLO3pl0qVdqaYpx4kZOaxfCNhuK24+sEtcgsA8wkm2ynNk719bES1TObC0Q9g999xziREsGQDNugV6Yv7q1atxR6IzmNiq8tq5BkLJ7dzZc+7+wF1nLueAbynLFt3plBISDVhtyDZdJUCNjhWiqijxUB/QdG+FRTgnWzyqyPPaJVU4WCkEAsvVNBVOnv4CSTIMB/I0hFiWLcinIRbXPhh9t4FNBBbSBMlWecB6/9qKyTKRIgULCtlF5pKrh1fm/xdkWSGzs+DRDnDwmjqPmvBdS0doIJRw3slX2GxhtAxieebE+pAfhvLpx1LDo1T5pI26jLzxZjoh3xOTspclqBhYpOFDdAGrVjYFOJ+NsBQypHkeiSNGXk2otrzPveacs3gix8IYmWVNmNJjKYutB2z5pkLWVoYqOnCmznkZXsSzCT4piN/ySV4muTe96U0cK/BQH19lHpoUCtXPN0DoL97RfuCBB3j5mu0GTXR0dPArVTLsENmDfP3rX+fxCh1nuxI5FpmQNrtklpeI4Z0eV+yxkSIFUcILFK4xrnK+PJiy+sV4fgOnL4f4fBcX5EffLCh01rK2+eS4t4H9BCOi+Hg034nlBI6DZWK2y1XdPF+pMkh4cExReuXA2gaJFBybg4n2iALIleQ7vLAspTLFwOLr8oTCW8SWYqxiuQdsNURWiCqrXU4u+SIxSLJY4x1NPl3HS9OEBn5PzLtYn/vc51jHcegOtuH1Q5rSM5PxeiVfo0Egb0+xjt62bRvRnD0IKws+Ysxvl3lu2tTU5AqH1xdx3NqQeXYC3mPSCjRX4REihZlGvZCE9mHwYrjyY00iKKsGFslw+UIMG2k2wPwQK7xbB67HkExb7CTBmm7mbS46ptj1MT4y7oWMCoQHR8geCyaLAqyVhFYAQrIeSb+QJ1maSTPalQiZlLIMQSE+ZQgDqhzeqkBKE1FQRQ0Oy3BX/lwoS2B8iemNZ/kbN27keIJXp0n8GRp92SnAjMIiRRWZJK2hUxDIxvCOO+7A4Tly5vkoL26wTyROUc5YYPXtLrrplDADrbDl3J1t19xH9NgIkcKLSp5ShXp4pYX/Ag3bDU6DePzDnE80LayX1070nTOkTYqIjnzIAokp5y3XNWvW0KhPN6pIFQ0eV0943VvyoF4tj5Z1WqF4n/K+pl+JWxfYiuQbXF+dwFaMKicUPH3Tz5EwnvEW3qrm4IAVMQs31hfMeTgzi1/furgUYi6q9CnxZcuWLew1iAgcySH/85//PIWECSj5c/ZscGiLKoKIdVcylfpDdd01QqTIbc0tLkQ7bLBmqH72aoclZHzoAXSUnnJLY00qDpyIpVaFSxvmlrWfZtCBjGqiDUFMsuVaq8RcSZARlchA5sZsyw6vStCrCoce3aChabqTWy2npcLRrcXRrpUBi3pWQzKqPw2bYlHKZgK1UQTUEK4k6EFGzYSFEmW0yEDgE6tcwjwFYOFFLMAyDjUvrVQN2IpRpXUmeVa+ZMSwbJYJH9fFW8gDEX/sCigIExD4EgRUcaVcr2RY5FrHVgJ+zUCgsW5MjFDbqWWTzoNt6AkTSgy7Zigkoy3aTuHW9otWcVUy6GlCW9GqqaAaIVKIu9iExkCGVYwf8oRGMnrVEigpJ2GPxYsqbkmYRKIP9FZLYKFQr1qiGFFIhpAPrEgQTvPGO4WU0ATtQq9twY5YyHgYDhk0JM1DRi1JS2BRhcmQrG6GQy5QIgoz2UZCiXzDXfVLBcCqqmhCIo8qerXKG2yiAIuBGItAln5kGBg0oYipcKoiAwsv0hRSfIZb8gBLvyCcREm1kx9VlKdp1KA57XebcVEFQDSBjCvlcHFVVGFXSi2BQIm5aglGKSUZYMQ5aYgMtbgQorglT7t6hZhCbQgyaLSEhpAAO1Uk8pRQxeBXXmWnyqIKmBBAiUBQpVz7zgiY0iVCpMi3h04sojg4xDwUQi1K0J7ErRpDIQkeCqmlUPN6S4mK01ut4oqptgqbySuUCgFPUqDnEIjTJprWJigBU0C0t3CRkKYSAJFEnudblKM5lPQKV+05eK3aqpURIE1rUglWSTLmQwpKW82rqlcKWDVQr6oM9FUBVsGkXd6pV2TI0wTIgC1N0KjbccBC0woL+fDAIpOuJMGrV9jJIF9xfIWApdP1kSS2kGgL/WlUvVchVR3UTPJkNEFJUvUo0TwZtcVWKSbYQglXbhneyOfZp0VVm1B3RQ1tBXqSSrOYgA8dQStoTtRGeeiRBpk+fCGvOqhi2q4GFA00KKDNQTAVVKcUKTCDL1njTKorV1UUnazxZNR+tcS9arlrp+YFMO/IU/Mq0Oa5ZWVB67yQ77KQ1wQBxORtc3qrVxiJNajNAFAClWx5XXaquHVFkW9qajIlNKBt5BuyLU4l8+sCFqMAlnjBD/mMgQIjibwmFxk1UGv1OkVgEcj5Pw0J3jlgp4KinxcleRGbIWeaoIEAd1UzofQzG4+iUHm1VvMQk3Q0ap5adXtulYXRDrDRUGVM4a58OJ5Hp9qutqKq2hKrjLao5XrltRqpNQ8+vGObij02QqSwf7pNjiF5hwozrFqqLreKkS2vesbtCRVO0yEbhTI8cbHmxHJM5pE4VmKnIQhwrGLGyUpeFcAqOHin1TY8VsobshesfJvRqZK3DBxgbWXkjPSQdg+zMe/X/FrcdSqoYrkNQxFQgBeP5d3zdCpt3DWix0aIFESjHPgowcGP+7GJCJb8xrGwaHQHUvX0P92BZSQz91YPT5WUR5V7foh1urkrQYpxSqSYIrARIkVBi4yZ4mETeVYpEP1qugFuqw72Ogbmyy1BVTIG1/zErjKddqvSyK9fiAss2jgGviLAnoao+hBm/xSt16caKdxW0YnNf5jf7dNhzMy4BRlXQmAeGpZPHM8E1rqF6mecPoQkRmHmMY58ioUgShM0PKbi4TY6UOJS/sryv3ZgsbSiXigPrErjSk8BrP7Y4VcGpm2ImRZ35aBx0m7FQ+h9ECBZ9lIZaEK6KxIqIkZPNmg+d0WIOqpK4woNqPK2WBhtoQ+ZokWK4LDET1z4k2Js4OkD3XMWK4EPYQBHuDxP5uSsvDEQgwuhZ/Xq1RxEFUvzlXCixpMhnn7Dgg6+WvcWcKFEPi9xsnFVYgppTq+I0kQJNHygiY+L2BNQV1RV81MCFs1BCfNZw1cXWKSBEi8m8kOpqQCLHFDVM3mujCh+m8PXdzlyQ/mqIukKC0CVridM8IN9/a5SKXdFCpS4E+844K7Fo7SgGePbPODgrT/GglsVmMdkyJqammApjyrsuCvQsdmni627gqcmFIMAgVyZ/PjIAH/3m31WFVGNFikCOhX9AJ0r36EhnoGvRYe8T2OebhL2GHgu9C6LpSfDL3NAE5isQDKW2FJSyAgBesIK58wusdK7lOALDYmX8OzeWAk0QODHJHBnhPB+Hq+WMgL1b0A6ktkCOndVyE4JWDBBVV3+VBdYpIEA/lf8A0pf55YHFjkKLFdEMULwBPqXeEGJg58HbAAeDlXYbIAUQgM/5aDHGVG8tW3dCZE+i3BpftAIqiwtXSd0WaxrUXjgwAE+3lFoTrC7wsXjDGxn4vSZ4tMBSuIUyx9+oIDTWmLKUQnMaU5DCbWQgSpq8MsUCi2xZHjmyzUAjwKqwJtokSJAFOrysjbOxKEROwulUDQtjpYNYrqHZad1aAuNjwVKXIpZ3Q26pYiBCTI61XdqpTJp3WpChimFHuKxnHYqJfAq7gq6XtETu6Ch1rJ7hkSC3GMO+W94YFV/FMb86gILLGALsHSZq3alwAIjoiy86Ml0zaAtCWx+unGbrUIeVHlyh7uyWCjvrkQKFGbyI02KKoAwV9EF9IXVspS7YjULBHzb922EQFQ1QOCuKINk665kKEExrsBLQk8EBqEqfKJVJFSjRYrgpoCeZQKqo64oZCZ5NiNEuHXr1jHe6B4thwDD3OUc4YBf8hK86Rj6j9iplLBAjHshVku48iCNT57CzoqAz5Zpo+BLCWI1KdzaScxdqMHCxEYQxVcp4aJfUYBPJNMcX4XBffklG+1SBQvDA9xRzCqQz4hB+EQwIHmysLlgOcXAojlTMUryFSYLLMais6ptfboiYFk48NNGAijhnhlJX0NGd/BHLI0CyFSAhZ2ZHKcHfzSk+1Beu8+PUA5Yf3Gk+2BU2fv43BUzQZWlMZtNBpu6q0YKH6oYwm/SzZPyGO9i8zMQqxhCSNZdgYtu4pu9zEy8qc2X3yyq6ttIZlWrqCKEDJTPPPMMWxhCs8px3VWJQY/xQufyWzJq9+/fTx5e+o4VDahindXB6mZ+c54PYfnyELlokSI/aN0msBxnwnItJPO9732P35Lj6Pzw3l26Yy2W0AfWoVk289dAsA37Ozo6PvrRj8LFLTIhpmO025AMCx8+ZdnGKovf59522238nIZaYIJSvdk6NCGA7QPfquATAx/84AcBUeUgWcXqFV6w/sxnPgPEd999NyzQ09/gTuDAb1S+a2wuL1/0wamDAQmgn6QoWA6tu8CiPB+zbG9vJ7N161bGm8KIsZgzFWB5lgYOoEevoSknCCoZKBRY5IMVVdGAJeY+9thjjAS6HjnMB4RgFegHRoENxsNPO9l9sBTQs6iSZ2WB4913330Eso997GP6Qw8koypW442oqmigMJOf/gFX3BXv4s92MP4RQhXsrrsiAVRJ8PIlBG75wbTKUQUQTlIQuAL1Aw88wCcqGDLMr5YSGsQaWiHmwOizn/0s/vmRj3wEB+B8kBK8l0mR7Qw600EBsEjX8VZFQM2kRZVFiuDg7DWCVdiJMQoZkQJwObZ49tlnCXgkapUWNDUQWCAI4XzEjSEBL3/GkrFKFXlKIEamDUAUEho4jCCo88UREtFXJUNJoiEw1YZg5C1ScIQLWEkIpIorZNRyxV24EvWhIYrzKRFWHxRq6/QKPkTr2peerfKvvO5WXOpShM6HB9aK5GsUxFY0J6n56IL5uCw00YDlk+i4HVFY13dIU9i5KrAgpgpEA5YZFVFoi6q4MsBqyLBGaSYPbHlcfGxFt+W5gQg3wBA6Gla0Il133XXEMvzEooqGxaiyGMFdVXm8C3dFlMpBIElxQyyFrDiYJlkv89kUVm0WVRQgr0l1RwheTaTgFgVUrApRsRSSgay7uxtGRsFDDz3Eb+FpjkQ5CVRLxV9gN9hqa5VdK4sUuWBEDwR1gmKtKzoAIr3uda9jLceq3hgif/pZtYOSvF6tvtCw9IWYjxTr4KQKIRivki0lkxLjGdwhY0XHqIaGWu17lcwthZzrQMaP0IGY8EETCNQqyEiUIJwpYu/evQwSdpiEDPauYA0lrkATmgBZea0aupQoAYZDFSIbAVhCJEHQBZaxxy1GRQYWiJgqeeUZY/W03wWWPPKpigwsz48AlgSwJFwFbFG7FLAhkCtHMimqmKPOgwIk3JWZmQcilFuXo1xRVWBte4CAu5I2bNiAIdBQpeBYXiWGkZiOxyKKz14AsqLKVRO8MJLwQz40i7uyMNRwAwtCuCKEpJIJZChJ9EEaIUO/YASSFlX0CUJVJAUNXFVzkmtlkaKMMOzEEmwmQQYElKAu2pNBdRYRVKkB5DEMOCBTmfCyQgMmVrx8gwwWreIKJezIUUpQYzyzOcTh6IC+vj78D3ZqqQJfxJKhIc6WmBu54gF4P0OLJSWRBWLEatJFI78fYSJlc84JE5sarjQKGU2QsZqrAs41BzudmXNKp65a2UBg1Sd8wNIi5kwFWHiZAEH74YcfZgxwBqTA4qBAAbBkaDoysOzYtSuRpgLdnnUQi+zPjoyyWXUwHJJIASHOQAkqWXfFWFxIk6KKqhCoVBwMx+N3HJzm8Ol9laZVYOgaBSWJZS9exO4Gj2UzC4zaqIKg44ISMGfpgbuyBwQr1rb4JF2ABGoRixAyzL4MFqo49IGMq2pL0xZVqyr0Tsp7rFMYKlu1SEFr3uiTZRgQYxgl5LUPuMUeyChhWYXNdIA6IoWMVfbeQMP37DBYO0xlwgUxorjVBAHHB7yRwVqOSYBaZJJolIDNLRntPOIuJUQBAAV9hgEBm45Req7oQIRGDi8LEJtZehD7OTGlHAnIAXE0L4G7iQ+vuFcHAKv6g4aqp8CiMDGOPPvVaMCCDBsQoMD5ODmywAI+edsKt9GAZZzoeo3+BVsEoj9qex1r//1VAIsVmtRzcCpUIu+iyi0aoieJDbKOcBQmVvK3ggCKD1W57govlGCFZDUGYjwQx+NQBr9ikEOAR2lDuBl5JCsIuDTTHo7KcCAScawGF52CKAjYbuiQYaVMmGCkoDANsb5gG2LVoHV0traoGt5VfiUWLVUzUqi1Ci664g2cJGMVpmI8ADFKocE2jNHAQV5L8EvQ5xshnPpCyeMPaKjC45i+t4gAACAASURBVBVZNY8SpLFChpiGuNWnKjZIq1jKSUjg80RoghptbW18pBPoEYhitAsLCXpdf7Lt5DNHjDRO3dgrcqVXGHI8xFIF4AqC2Ph0UEUVy7AFaRZYfAKfI2EFcwvqEWEhUJOnAizbGRbA4MbSjNkS84EIyWCuYm0r0YDlrzQgBy/Hj0nktZcRW5RecWBdVOlcNAFSQiSaMEpBlYUAea1S8/ElStCcPTJnh7grZ3AUMm/BThUyXXelhASquDcP0dg1w0Jc0MGPK9KVlhFK/uoHf0CM6QqfxCE5m1R3petJECMcz8dLWcjQBcQgnonu2bMHJUEVj0U3yDSgmMaLLxGBjRopiprDEszgCqaoq5EChyPDORb6kgcUsdjEacqhx9fVFN5rYqBiJEAwSrV7oAQpBFKOTCjpCTIATacyhtki8phQ26JWoVcFVKyygOYb3vAG3m9DDsQU0i6dwS3EzHK33nqrvrJBd9JbLP8ohxIF0JkMYwaVuLViJSPjV87oC0sLSCq+KZJFoy6wqIHauAjlGAUgTDUKLHlUJUUGFm0BFrg4KmIbiCiao1AbpV2asBaRrxRYoo9ijhDYSbr8KQWsbWuqmSBU6WLcAH2wTg0EVVyLr+DiYwxXRZU8NECh9GhCCXtYhjQluCtklCgxtRCTKCGPgZhGnlUtXs1bXldddRVtaS1VUCIZXmsgLIhlecuI0FqqoLQDAUe17kpH01NMq6oeYiGDmGCkHmLF5jL603N/aaj7SJGiCHdtikiGbWiPxqhOIkZQYjpC0CFBCRbQUA5AOmVRyLkDBmvggEApKVc0wc6WwMiSj6UXtZQrDVdSYKSgnH4FUEOSuyCWSEFCAtDzQotCjM5YwcfRLDGUOqOSsYWa4Z5xw39YlR9APqKKbv0t5JgtsCCD+Sipw5iMup2CwxVIpwIsf/AGH6VVhCDNxnHylGjPugZVCiw4WxjJgDky8WlXJnkLrK884m0QqrROkAJAEANVMiQCGR5LBnvteOa22F1ZnJ533nnF7oooPIqEBKst8xlPALn1oQo7lMWoQsYjGMtORrGiHHqawGPhJVEFO7cWVUoYUxSCrSvB5tVRI7hrxZEC2PU/27bNMCEz9tBSQwNXbFPEMQ/ssIcMV1xf0aQblJ1yK4eMWk4hBhMgVaAloBx2vXUxopDupyEr1mWxYjWDnmBqKWnCErsZVVg1d8vJs5wwUMTpsSBv9JFPchsSWLWuGFikU4XfVxFYBKrSgMCUyNXCZY2hkLztBTLlgVV61ZbOJdlW8jI9YG1J5EwpVNETd9V1rroopmlCH5TkqkZRq+7qeoi1QhWz5lM+qbtae+GCmFva9Rmo8q1YagHKXdjCRbJcVh8ylOPYbq0lw031oCKCu/pVzAstkSsVk7AKN8VL0FUTAtCYRIYSK488jk5E5CjRxcIS+DLao64EH4G9RSZohhFLuyQUZutIxkoozhjC3LfnimvNGJEnT3nzgojClFUFWMIECodBAJXCA4tMiMOIVbhCAosO4u/emCxESSQVlkS5K4Mqvgpc6qvqXSZwyVTsOht5yCjkGH5SlSBmR0YAciWU0ZuneGHEIgHfJqxM6q5QoiStM8QCtc2a7yVFcNeKI4WaHdiH6EfKEZhuLqFrbmXBqt7SK1fxFQl4ki60imuLSyAOI1YZaT0kcaCe0c+Ri/X2Sl61wDKjhsQKU15twP4qUQWo8O7KaiI8quF9O9Bd6ZepeGyUSEEw0HiA6uBC8vz8VfEvWr2iemAvTdAZXlSsWmunObDqTlUH9jRHFTwBlsQOZioeW2mkkBBBe/zHtoKXlNx3Uas2Yl7dgjCcReCpU7J1ql60mAZWnrDwxGF0dGRJ1YAVVEkME3YWuCvy8VgtPE2u6qInThyvnyGvCEW2utJIIes4/s+cOnv2HB4UM1r0JCKyBr9xjDg0j8cJ0uZQhp/8V+GQwoB6ugMLpAxjXqVde+mVuDTATjnl3BVp8+bN5506Xe1PWexvkgCiA7sh3hC58rd4pp7VL1REMKDSSCFNEPEnUpmrfvvaOfMW8vuNqgyUCF7hbj4jsCtYrpDw8K1ZuJiX7peuPCuVNG+R60APz1+CchrYeQvj5699zXIP2BI4VVocP5WYwF1nzpnPrDYrsq84zUaQ4XpaBHZt3BXiqDNpNn71Wasues268bHc77wjyKk4UhDp6+Kx8bH0zNlLL7/2Jl+TLgQmn1vumMdeOXuUxVKSocTeTmr01Ai0NU+GbdXoxEV186pzty5PjdGUElazifGJeDpTI9+9soIsa8WZaWCBDBwz2cypxLgHbMUw+hg8VFPxmYsuv+Ytvv71dZvZVYsA113NrRQqMVeE+Bil+pVK2qCRbls1ZnDxmaO3DoO86YOypoSvZiUnxpOcsUXTtLJIkcnGjiXTA8l0Lc2d5PHnmKOrk80hadePblVOz6z5qoZVWkEwV82KhbY2n+EhNzfyykleZn75LyDECwXnWSVXjFLGEeRlPdHev8JplckbRVFdTfxEmhfSAwQLU8gEFqcXsOBSjG0QsOrmIWEsIsNXjiUzh1Ih3ZVutL3sqidyA92VcofF8jp61Igc81zSFZibPo3TVNFdjZr5xlWfAlTZiRzhzyYyDoKUzbMG5SqIFPzY68SpsX989Inu0Zfrq/0BySDdfgPKADzD/4eOzjxjQWR1mcGmgfWh5wF7bNb8Fb6q8LdjE8l/fOSJH4+cnHbXPGhsCAZemOMGrnxduVwFkWLO7FlvuW5DovcnV2Z416jyoFROjd/UOgBvqInNXLFw3QXnR7aBF4CmgfWhp8DOWD7/8ksu8lWFv73pzTeO/OKJaXd1EWM1wZeOLrnicrcwTL746yxhuKZpphGYRuD0QqB443562T9t7TQC0wiEQWA6UoRBaZpmGoHTHYHpSHG6e8C0/dMIhEFgOlKEQWmaZhqB0x2B6UhxunvAtP3TCIRBYDpShEFpmmYagdMdgelIcbp7wLT90wiEQWA6UjgojQ0fGZUvdIVJo0eGw5CdNjSpI0dGQxs7Nhwa59Ay/+MQ8smsyo2pAP/UaBT4J48Uo4ee3nM/f67x/oeefPo/cP+OPb9n/axF3x8MGSnG/vV9iz7x+CsULEb37X2az/MfGi7wmCPP73v66b1PHwo/ICv3t4gch/7p7fW/t/Pfw3KP/eId8+/YW2BcWNaSdKlR0AE0IAK8QuRKMkWpwFH2PFld3a0aw0/e+/b18VlXfq5Cx6oM/8EHts3/4B7baNgMH5gonYbat7XEYi2t7R0dbduRuL1rqDTxq6kmOdDdM1CBQiNd2Lmz59DOTQ5um3YlsoldbolUbuqWv9SdTfbtjMW2DVbQRnjSoY7WLbTUvKPb8iT726Txli3tPa9Mm7YlLOvuNSbmi8rmEm2bYs3bO7OJbheqLe39cA107dooepNadnRIiaaubc0trfKHYKuXhtq2NtPMxq07tm8m09zWV4kRofXow6AtHZCP9PcOvAItdG5rjm3rDK0OhOXw7+9oxbEltWzp6LfqDuBe7QP5v48Vpjn5PmeJNGIGydY+T2DXtpZtXSMliF9VxYmdLbHNu8NHigS9b4bliOC6ubWzq5M/DNfVK2FxqK+7o6Ozs6u7e7fEypbtnTk8kn0MkM5XKHImOqV3t7R7fZtolftYW7/XGa8Y3v3tm2Mtu8I3M7Abr9sqWCe6CQqbW9u7OkGvsx9PGexkyG7c1tbb17NzC9kW6z4j3TuYd6oLXrKX2L2xR1Qf2CqRKR9nq4eWSJZeGOygBZ0zqiccSSOtzbEtFbhutgz+id5d+MymHe093bsF/tgWO5a7t1ccqUtGiqEuGRi7nMA8MtA/YjwoOdiza8f27a3t4g3MrkM9u3buptcT/V2tO9rEaZIDu3e27jYjbaC7fZeZTPo6d7Xuks4b6euEzPr8QPduhO3c3aveCf1OQ9/f1da6q8sbKtIQrJ27dnZKLBxCWFtXLhYU6IM2HXhMbAtShozXiPwdu3UqHulva0Vx404qErXVw6QliRSl5rquHUSRPNbaqdu7q+vtOZ3627e2bJLopdIHO6UvGAbdXqD2gdbX0Qbag91tO9t7EZEc6qWDAMgjF7GlgHVFDfYxHdDOju5+XbmMdLXt3LFjV58RNNTbQU9pt+YUzfYTJ7Z1GuJEN6ytznLEhINmVSLZK7Fuh2eAWSJtr+7qqJeZrblVutHELF3UGMMdBxBw+tpad+xo3dlhXKK89yKrp33n9h27dD4e6d4ea9k5PNTfsXOzLFu6BJiy4FuPHTQjQnDs7WAgWMce6sQjt7d2KsSJHqJtW27yL6zC6SvEv6cVYbllr65Jd/TkPKJnR0vz9i6vE0P9WypSjOyklZacp7qShrrp8pa2TplKaCzZ3y7RiumvfYfJbOrq66KK1LK9q6tVFqQbWzvatyNOct0dTCYknV6SHay1Nkk1RZjR1yasG1s7O3aYlaw3VIwCg9rAjo4O8WbTOuV+fQa6tm82zt66s6s/0bl9Y8vWnW20wgyW6NnMIGiV+cadDWS9t1XWkxopMGVgaHBgYEDDoikn9LXT4rYOd50i4f+ViRSJXZs3t+0WnI2efZtjm9plRaO97gdNMLSpZeehHgLl5vbd4NzcmXOMbAlgfaKGtL82b9vR1tHHLmRrc/P2NvYWsuCSmWPjth0SGPIelpDxvzk3U+n4bOsx4A3KiB3slF7fuL2bNYXsCPLr0+zgblc9BXlq16TxyK3t7TtpqXlr26CZeQocgHDZCSyb2jraxEV29pb3XqLK7i0tm3eIE2+TfXeybWNsa+fgQBdrVjpnS+uujm/9v2XAH9huKre37zYbI5xvd1vOd83ISvQC55ZdHaZQYEz2sQrYJMG2qCoC/r2yl96S2/KNyCp18y6ZSEgmUlS25ioZKWR2LV6/jcgKc6eZN3qJJc07BkcGOneZyLBx1+Cg7Pbpgq6BfvHrrqGh/h4TKxh9ff0dDFHppoE+ttwyPQ52bBM/E81lUceoGxno2WFCyuZdPX30fHOr5+rQJPq7pYNxg919/ewXNu3qyxbpQ3/KTnJTGwwjPfjxtqFskgU1S7phJgQFzvkLxlARgOh+0SJr4qM0Ick5JkjuRr/mwjkw2Us/2EnSsFfpwoafGJ2U6YXNZN/OjZva+sSoFkGjGLTBfvpd9O0eSiRHe7G1bSA5IktC43NGqUBgi0WZAdzSbcYY3dWyoyeb7EE2gYL1qu7PkwlTbcT24CWb23P3hecUJkjJts6mlm0dlnOkhxG7zY27U8ZuEIM3t+7ubCeAEynawcrnAEkJT7Hd0tWyUd/Zl0iW9V7WE6jf2iNBTzQX9s1m4I2g/Vaz8ywH/uhIX3e7emznwIBCsW03UVP8M6FuaY4kzIJL5s7+dvV547GFVRHwH+pCTbxgW1v7LryCxGJRce7aziSQj/haWP5aWaQwHbxJ9wky8LfsRnon4z22kWBlvJOlQZJdAkUddEmS+RB4hQwQ0BqgB9o2mxBgJgGdoEyXmPnZ0Buxsl/2DFMbEjLyWeviA+K+7IyC9BHvZLogspgWYy0tzVtajd+asILSpus9WMxM6J3uyO6jeXvHSGKEP6E+YofEUCfN2dVsjnOkqzmWW1p7sqrzLzAyDbNKlalsF261hREFGiZyBYFmYpaqZxb8THctLZu295jNl6dTMbABosymV6c7GSSMuJbmTbvMLs+ElVjLtt12tCO5YGoySG7n3GwE9GRB1m9WiK2dlPS3bRN528QnJJnTEHca0OIpXPVM2sxhCkJb33ChAxh7zeLR2W+W9V4OC80I29ElanfvaMntTKXrvRPBsuCbUMWUicf2iv0yEJJEMkK/hiGdaYxjtzB3dm6VdXpgVQT80bmvc+fmjTjvxm3bZfh5TyTMaYg5cg6PeLlIwaydd4uRnvbOfgmHZmZj1U8I3yiLGVkObDUeICHDDPJBycl5VUJWUwIBOqNpbgm3CRkwirq5WKDBfiBpVl9KLxtgd9OLCJk6N7eTMcjKsipAHxObzKpHFgubd3n7DGPJSI+sSjZJHPGS7K61RUrMOUVheKJUIr1zRqCcxh3NSZ4nqVr/dmxt2S6Q5RY4Zu4SW2QNFQiaPBbJ7ad0a9orgBekIGAD8Jfor1ON2R20m5MmBBnwkl07xdva7QmTiV/5Yx1zTuEushhaTAmeC0ngY/epapkhUdnqt8CeohuzD8r1o84oPMkqdACxd1MbXtMvg3bjzoQIKee9Up/ok0UuPm8OsDvMuZHb9Wb/XxJ8QWBTGwgYlcwUa1BqJ/abzG7zAEKW5y07R8yYkq4PqEKVivEX/b2UkEMDr+/yY8SrDvFvDfxBad4N790cu2f7d/aNmdojn/nt5geS9bMb5sUeeJ4H+sMPffYvYpv/57vWxo48/clY8w2XLY3Fjjz217Etb5ad2f6nHojF9nz23r0DT+2ONf/e+fNisUM//3Ss5caLG2Op5x+5J3Zs9z/cu/cklMfMx4Lv+9ObCDZvWVk38NSD0F88D6qffpqF4n//1N782wOjj/7LA5vfdAlc/d0Px2Kf/qtP7Kkt0ic1+NznYs2D92/98L29MxbHPrfveCx15L4/Wf++nd/48Cfui617539jlphbb4zSS/38WCz3xWKn1MmOPdH26djGd6GVm5647+7YlmtWukVVyaf2fuaTsRuksfq5y8VHt17dGBv9xRd6Yr99+Znagg+0wd5HYrG3N+X/XHaivn5s355PrH/7l7Tz4CoFbKGoxM+6YptiD971J/eOCiI9J5OxsUMP3Ra/7bvf/sz/2DNw5e130rtzZ+e/k9Z0ScuxcR94KQtD/fz5sZ73//39Tx4ZPvTQl/7pnljs4vNXSG1q3z2fjL3nhiZLOfVMfxcu8ZazgS116MsffT+zUsu6ma4D3PWtf3+6J3Z2rPczt93SLu113P3h+8fKee8j9374Ew+Nrtn819tix2LHO79wz6ZPXNMonP1P/DAWe+FTd3348dFYWfBHn/jCA5s3XgZe/d27YxtvWl0XG3uuh7Hx6Y//j6cBNxZ7/lgqltr7h3e0t+54x7zRA4/GYnv/6c+/9JNjvqqhPVHwj+EFex7nHZO9D33pyte+P7a57cZV0nejPf/2udimq87LewyFk6fS0STRsUPWXpu2yAkh04HE08EOycuqdEuXOTIyOw5z0qZLMplwEoRIVlqdA8Nmcy1TR7/sOMyy1qwSW7buYj3X184UhiyegbeZYC0bB52jdAG5ta0nr96IHK3rsxgJ1bFNHTx6KdJH55OWrW1Mq1165sFCh2cugx0Sw7BjizTtJJmuvTNheTTt2/KgO1qa7UyeSU+SdULIl049l+jVo6/mjduZ+3pbt3DohubMxiZt5B2BItCyu4HW23OaRZzQNm9udeb+YGCLRMmsS8dJzyb7VRNMb+8bMasqkbrdPFuxhsoqzx5wmt0HJxq2FiGtxndEIXqhtdNM41k53Sg4q85zRMt1tZpNgrjlxpbm5s3bc08PChzAezVmV8+AnDqJfybKeu9heXRAat7c0X+YFbTnJGZty9rLPKErB74ZEcZjzVrVvD+ijr19N8vDQT3Ck4U158ckMzQ2btuNW/uqouFvNlnGBHrRjDgD7yAL/k3e0WZ4wEvtPnISkokh/goOW/a8xMQI9/nbZMLbzpPzuEZyDAmPMZmwTxKSXqUQJ+Q8wFufcuvRm2y+3Mh15Q95TQlhgT7ZAvnsmD31qJCzh5yKzj9yulO043Dqi7OyZN3MVvPXlIpBc5EKNLMUsEWinM6Qzsl39MjQYDF4ZlOztTDy+kGh20bock9FE8uavfMKP3HV710HwFXUhLyLlPVecc9Bc9iTHGhrbc+HQE8O2gKsZ5noXgh+0lbm8Xd4IUe+w590/NNXlY2KPyPPaiEayiybO0CQ2/BpkkgRXtBvMKXE/o09ATEk0CZ59LVxR2XnxoGC/kMUymplS8HD43JmDckT3Ngu76l+OdLpulAIVIa/LLKatzmLzVBtKNH0F3dleTZ66FBs2cp5sombLPH7gufH1qzhXGY6GQTGjjw/Om/V0lCbXmhfqjtzVWMYoKfhDYdAJfgf2bdv5po1hQdu4VrhL5sQMMLSTtNNIzCNwOmKQKlnH6crHtN2TyMwjUAQAtORIgiV6bJpBKYRKERgOlIU4jF9N43ANAJBCExHiiBUpsumEZhGoBCB6UhRiMf03TQC0wgEITAdKYJQmS6bRmAagUIEpiNFIR7Td9MITCMQhMB0pAhCZbpsGoFpBAoRmI4UhXhM300jMI1AEALTkSIIlemyaQSmEShEoII38PmDJT/+SXdtXX1tPBaPx/NyuOV/1U3ZmPzPpPz75vlcxY15r6x7/wYJUBtKUVBbXEVhJhvLZLLnnH3WqnPODpI6eVkymXzs8R9PA+si5QGbOXPlynObVrtV4fOPPNaFp9birL8md0XVYp8Jo7/D5WQLOaO5Kz/eyGSzixY1Xrx2baG8Se4q+N3HwKFDv3vb7ZddccXcmhoTKjz8JU5Qoi3l/ilu1q0ott7WZrMZ4cUe/q/RIsNIFA7vPvf71+ImCkpgcfyjuMUCYnPD+goyS6kq+W5dLiUYyWT6Dw6866Yb33f7H7i14fPDx4/f/I53/cYAKwjZ7srDVcbeyMA+/8LBt264essf8mWaKGnDW26++NJL5wW4q8x1RmLeEF8DboX1AUtja6274px4nFBmxV/lX/M/yZhkeUtmHI8tbrGYq1JUkYDa49nsC8PHL1i5/FOf+HixzDIlFawpCAwLFyz4+Cf+pj6VltAAEAYwi1q+Gc/QrFtnRrtH41ZImYJMhgqP22TMjS4myMqd/GOiifCVTVAWthOvwWtwkhoJcoVVriDjRaWrlVRUibG8+snLY//7nnsm4giOmFDlNAEWzA2sZbF1gf3qPeNxcx8J2pkzZuCuDb+57oq/Skwj2Zk4CIjQqOLYL02k/vGxJxIP/yBIULmySiJFLD6jpmZ2NnZ4ZNxsQPLjMKDnTf8WRoqSevh8QW+JBiaTW0+QT6eRIGW54J2TJ8sPL2s40MZEJS/6yH0ObyJFjYQLwd70gsdoPBhCsUTWWel0WsOTJ1oqSPoP7LW1srBqiMWfHx0/cGriivmhfnatQoqvpw+wTLgkB4ECYMG3rqY2VuMBmxi/qN79lKHDFyLbUFPDL6wHjLsiObeM8DqxQIBxnOq4K3KN62TSuN3U3BUnZe+Ex0rIkP8ZecadacXzRVrJprNp2sslGs3PW0IFqvFapjXyRybSPx89dVbBtO3xlf23gkiBHFRgkNQxRlBbslIgGkvDqnjp1lS5HFUxMRJ0gOf+zWCsBIu4LOUM5LiQuWXF5xhK99aaRkUAUBo5XpT1RrsXkpEjvFn0R3frOo7ulGcTp04OHzs6NpYwcnPCESlayD/Z2vqGxoWL5i1srK2ro/skbuZJo+RQ+lUHLDbJAkzNrw6wyeTE8NHBkyfzH0dFejxrgBUE+K9m3rz5i5et8ICdEq7GI34d7mpGSk0dzoj3irtipvxfUiWowpXGv+PZmqyA44lwvI3ibDqVHj760sjICW1Ary6qNDpnztyly8+oq6/HXcVlK0+VRQrkSyM1ZmyiP1EK7WWcoDC6MVfkR1+RMgH6WdtjWYmCctqiorKxGiDm/9yaGUgQNxSMKBQAwbz8XBb5Qm76xOhFRwm8JjSY+UKWH/E4cxpxLp2J1RIvkEXLSPC0y2QzBw88d3z/07Pj2dq6WgmKtIR9XLTT0+mxZPrkGaua1l0+Z/6CvBpTy0krrwZg6QEHWgWzWsAeG3xx/5OPzo+n62rrWDiI2yCaMJ6RYzZOhlOp9NCsebPfeH21gC1AVZaSxhTpUulMnEEIglNwTQ6bSt11aqiy/mXJUCurYDPnGSvUY+mtkePDvT9+qDGerKupNwsH0TyHKv2XzmTSmSMc7L5+w9krz+KTxMHmTlZacaRAPzlMrqFlGdvpsaGjx44uPOv82pFD+w4mz7xw1cIG4iiDW2pzKe95NmczmGI8pgaTGdU1Ey8P9w9MnH3+sgaWFBnTszUE5XgNzmTcVjkBTc+NoDAhhKZMDRfBUfLG5bkxQkwtHik1tYThGEEgnampQ67pdcMuEAPsy6Mjqxoyly2ag2vVSLCQcrnizvRYKv3LxERfMnHq1KnYgoVSVZUUFlixKNegsdhrXG/yRRGBJZIa5GhDoqvIMzK5yK3e603FwJ58+eSc1Kk3n70kjt831LvAIjk9kRpOpnsm0tUEVlFlt2jONfky5ouDLy1adVHDyMGn+8fPWtvUOEPdFdv4zyRjbi6vtueuUmZQxbvF7bKx2vTY8HMHxlatXR7grtQzpRlpGqK8vIeiETcJqiiF/6diGIBnspyXkaWdYBRG5uipkzWJkRvPXV4DqvWEYDP06BzqGDXJ5MupTPfJ1LGhY2efdY7YECk54zkcvyBqdk+Qs4wZf+Gx73yz9eDoiZ7v3/Plbz06nGJlXlsv/7GTj9XVxRlo7Bpq6+OSr6/hP1ZAELDPZ8Ym00BhXay2Nl5bF59Rlxkf6Pn//qHjWCbWIL0rCLO3EC3FLaUvzT9mNqJEw4RUaaKEIoqVuMC6HDP4SbzIptIEtHTKrA4FeoaF5yJsrcB3YvjI+EuHRg8PDB88ePzQwPGBF0YOHxwbHJg4ejg7NlZTW2vWOl7LU/5XNA4FLC0XAyvYVg1Yg58JEwZIMa06wIqN2djEiaHxwYFTLx4aAtiBgycOHRw+9ELipUMTRw+lR47ztLiKwEqL8RocCRvq6urSh5/4v7t2DCQSP//BVz7/tc5jqSwP/Y27VoSq+HZtXc2M+nj86M/+7pN7jhh3ZTjgfSXd1fNKs9JVdwmHKjMeYTQl5ztcjPuaHhGnVTkErprkyPHxwYOJlw5bVIcOvpDAXY8cSg4fY98xRVSjrClq2GeYRbngn0mPDx/9Jh8iHgAAIABJREFUxeMPP/ts5t0ffMdrFtWzZRo8drymYcbiJStOHT8+c+GSeTMyL790JDlrViYxMjaeGU8mZ81fsWzpnFPHDx0Zermmtn7BsnMWzMyMHBk4emL01OGXRvlrE4iWVogR8YzZbci2xIxl2U4YfCQ+yJZHb8g7yIlrK5lWy1rM8im6gn4G+ZwDyQQhJ5TC5KXkRE167OR4si9VN2RCOQrMjGfW1KWWNWRYkPAszCOt0r+YGQJYQsKS5WeeGhqa0bhkwcz4yZcOJ2fNyY6dSIxlxyfGZsw/44xl818+PlAFYDErh624qjVyqsCm0/GxsdSpRH869XyaGVBk18azZ9SkLpiZllOpWRGXx1ZDX6aGTb7nrvFsJjky3PvYj37207FNf/LuS5c0HD/60uGjwwSTZWeec/LI0RmNSxvn1I4eGkjOnhcbP87n5hMTiRlzz1h5xsKxkUMvHhll/lqwYnXjrCzueuTEy7GXDo+MTMg0LltvwkTcPBeUowlxV+8qKuU82qzU5LZCVDlhkyNSaYXFLTOt1z0iW5bfY6eypxK/zKSfTdXVy96dBXl8aXxs3Sw8PJltmCqqFUcKHAVUZFku8BNZa8eff/p/f/HhP9/6F1evnvfykRc6vvbVPT87MGfmrKtu/P2RXzy0ZMM737qm7of33NNw0ZrBn+z+5fiqRGZo4eLLfu/Otw//dM+Xv/XERDy7fuN/ffdrRnbf+42fHs3OPTWcmLiCrU0t2wv2AkRgGpMdpYx0QTsXKAxABffcGL8zvoxrSyjx4gVxQQuEPS+C8V6TybJtrmWBIae0JoEyrsxa+OhI4sC8VTXnXVJXW5PKpF8aeKHu8NONc2ITc+LZBXQAylQthQR2Rm3N1bdsPvHUnnkb3v176+d2fPkrM9dfcvTH/3JgbE0i89LsOc23/dF7hp+qNrBYqbYa6KIDS4eOj09MjJw6cXxfrHH4gouXLlpw4sRobWbi2JOPntuYGW+Yk5nNXw+qGrAWVXTGY2tnNMQGnv2fn93zF3/11y1r5k8cf/FHX//yv+7dX5sab/lPf37isftmbLjtzjcu+5cv7px15RXHHv3a/vG1p1IDtfUXve8v3p/s7fhf9zyWGD958e989H1Xjn3vnq8+cSS2eOJoYmI9+3E8lqUqM355dzU+rB5svLMiVCFO16SyaWY1Qp51VzonnUyOHx/hU//Pjc9+8cLXn3XGsqNHh2bPqn++84cXLUlP1DakZ/CNaGkxsscWrM9DeT3NyX+0KGMPgE6eTIzPn7FwMcdRyZd+3rHr6z1rLl7bGE9977vPnHf26BM//flLB59+PNY4b178hecOrr7xXXe/73dnvdD16I8PLV66dt35Fy6OJTq+/sRPv/+NX8Rf84d/+kc3vXZVfWbcxASxi7go9hEE5J8gQ018MDppLZFcOQx94SUPE5GDJEs52ZWDPss6/m9sivOM9MTQkReeefZE/76TB56dODG8bu2a2bW1o/v7Jgb6n3+m99ihgYnxsZxKhU1EvxNU+a8ssK+5ZMWM7P3391587suP//vPj/7yZw9nGhsX1+/f23fm9e/8r390+/xDjz74yC+rDyxWgeqUgWWSTZwcOdj33IvPPps6dGD4+f7VZ624sOmc5/f+bNaxgQO9vS/2Hxg7dbKawAahOjaXpQNr+eyxp3/whS//ZM26davm137zGz+7bG3i0ad6h/uf/GF68dLlM5/7yc+WXHvrR/7iD5e++Mj3H9i3YPGFl65dt2LGxA++9mTP7i8/MXbBh/7bn91yZVM5dxXcCj1CfFPcOVdaKarsnDNMn5xRyomZcVeRN5F4+dD+fb/sfTr+0vMvPvP0ymWLX3/pJU93/3ThicMHen8xsG8fsE8R1YrXFCiXi4PSMhv9iSXrL7mtcdb/+dpXlt9xR/Lk4YG52cxEesHqi952wUXnnXvW9/7Xg7tHZzads/7cZTX/3nTOhZesXjJj3jkrm44N9HY+1PVszdyGNMv80eNPn1i19uwVixdnzl5b28DzHvNwmI2HQVoWBPznwZtD2f6j5bZL0M/mPSZ5yiRSSKI3FCpaSlmnoUMNZ8us6NLybnYmkzgxcvTwoQR/DLFpSSqdPnJsmKmQ04uTg0dqx44nGuZnUvy1ONMwF/OvVSdiJgywYxOzz7po4wUXXrDu7IZPdXz7VH3TqsvWLJ29YPU5F75m9ZLGk6vPueDIS892PvLwqxNYnjdMnOJQ8fDY0aGJMxrq6mqPDB3PplI8uxsbGjp6/ND4eCo5xt9I9ICNCKXD5qGqi9LURGLBuks+sKSx7StfWPnBP5oxOvDC3NjrTyVmnnHRrVefd+FvrZr78T1fn4g3rX7deUtmz1t9zkXrmhYvmTi36eIXh/f/6As/2Fu/bF4aL3j52N5jq9acc8aixuOrLq5teJGBID5V7K6OH+Z1Um+xVZW6K82kajK1abY8tXHcVZ7rp8bHQXX88OFTS2OzVjUcGT4+Z8aMhvra5PHjR44eTC5YMHFeYqaGiqi+WvGaguFmUGGoYSv9EK+bvXzDnXddNfPgV7/y3VTj+jevPfOKDTdef+P1l19z6fLla1+7YO9Xf9R/0RVXzounjv3i+R999+HHnnjwmeTLi8+cf3xk9mU3tlzSNGv27FmLX7vmuZ4nHnzwoe/+6wOJRAq1ZO/BOJaRzFg2jRpwLcJ56P1DFTCKXQ1VKZZobqZG4aaA/aRMLqwuCNXyWEN2mKSG+rq5HKzMntuw4pwly5adGDzCy1Hzm84bn79ozuzZvPwnh1oae0xTwjO1FAbY11174w1vftPrNjQvWb7+mmV7/2nPM5dc9cYFtZnjz/zyR3seebTrhz9LjC5fveDVDCwrZ3amDXNmJxcuX7G6KfvyqaHBI2suvnh4wbI5c2bNnjmLNykssIF9XRHMSKBDuRp3NS5V37jhri3XLTz8xc+1n1pw2U0XrnitoHrjldc3L1x2xc1n7/2Hb/e85o3XNs7Ijj47AKqPPPz9p14+sXLNwkOH4pff/JbmNbNnNTQse8NF+/b+pPOhh//vt77PH9FTd8W5zFn55O6KCY7XiF+KUU6RGVmUlHBXbJIZLZPk/9jE07saQXXWnFmn5i4+4/wLG5KpX+47sG79usGFy+fOmQ2uoCpDybQSDdUoawpWPuz5atKxJMcHC5suWv+GeXMab/7d24a+9MDIzDfeeMOB++/72swFiy/e+AfvaJq95LzmJcfmXLhq7nhvZu6i2IFnHh/bV3Ph5e960w2rn5k98q3v/ls8tvTqay5Ze+N11x2455EfPbr6kqtuunjtrEwsSaiUWC1PQ4FF/iebg5yZ/CPVIGmugoDE1lytPizJ0UoHyMmnVye30gc53IRKwoOcSNVwakG8oLJh1uy5jY01qXRy+NBL3/t2LQ3HY7PimbPnz5w7Y1F6ztwxOQGVBJsjWcsiXeXJ92TAfuvehlnzL7j1zlUXNy49b/2i/fGLm+aN7U/PX1bf19e1e196zaX/6YYNa3trj1UTWDC28554tcRvSZUDyxiqb5gxp3FhfTyWrEn2d/7bSZ5Ug2QmfcG82rmZxbXz578sp5ySzLAuHD5aUdEVVOloXqDJ8neqs9l551x8+TWz6ufc8p73vvjZfztae93GW/ru+9a9tXUz1rzz/eddvnLJ+esbzxhvPm/+qYOpxpUze/d33b8vcU7ze264ev35M4a/3P71WHrJNddccMFb3nzzc1988Lsda9ZedcuqC2dlsilODlx3lRkInPKuoe5KAfiZ5Disokop5OFRZXXDIRvTXDZTV1c/u3FhQ2q8aU7ds49+97lkmmdho6n0JXPicxcvGp81b7ShXlXhmmukIhh5clQhvfQfusm4NZuthuXNv/3WS2M8w1lx+Xs/+rpMMp296ANX3CQGpxMvP/Pc3r7DEzds/IMFscxgKjuj6fz/8sd/dfn8+AQ/n0zHLnrj73z82ndAySOgiVSs5c8+fAOrfwJDLJOaIF4ao1hZGQS5U9xpnP9Jt5jy/NX6sIJh6gV3gV4iioYKeUYlTVq4uBcKOdGUhuOyA4xlG+bMnbV8+ZxE4sw6Arb8+AA6+iQ1c3YqPnd8wQKOXBGBWAKG8OtFMhFTaGDj2fFTzz378739o295x12NNZnhiUz8zHPu+LO/uqIxPjGRSqYyUwLWRU8slISBAhvJ1nIrJZUBm8pmamfMmL10mUzL9TWXxuWsR7sixVndrJXxWXN52GuBZVjxn2k44iWHqsadVKpmySXX3rIOd002Nt+17VJx17V3rX8TdhC6xvqe+9lPeo/e/O4PLarJnBpPTSw94z//+UfesCg+nmRPlDn7sps+fsXNqMMx1kQqc/Wfbt1g3BVQkhPpifLuanHDDg9Vsrmoa2vVVkrlKZhQlnNXKJJxvJaVBe8gzFm6NF1Ts6Sh9uJ4wnSLdBm/SUiuWFlXP7O2oSFJK+LrFOtQoIEKUsWRguZkxSOPPiSl4yl5jCk6pBI8ICJxTCFb+Gzq5LGHfvRg/+zLNr/x7OT4RHzWohXnrK3jPZBENiXeIYIIEJrAJDmelgFpEJdWPEiFVsjN/+UiCTAFR1OqmuTKFSTKqdOKXEZAEuDNgBestJyrl3RJIs9OeTdr7rza+TPi6SRverDWMFQSa+TMmUhZO0uep4sSVUs0EQJYMaB2fKTzB9/9Rf3lH2xZlUykszMXrlx9SV0qdepUhr+mKwplstGBhR2IAoGl2FTlbIZIAKgEWN66nTGzZuGZsYWLAJBe9AJBFlR5HSte05Cp4dSimsDKQbV1V6aCAHcF1ZqZ2VMP7m7vjr/27jc1JROpdMOCM89d15BKvZzQSYuXG32omvkjnLsKTMamImDFHw2MPo811CZeiFuWc1fmN9bADbHGlXVzF8gLhfIIDwaSeGxNOsVrkumaBn2pRIojpYojBQahee4hAU0CMobI8JMbV4f4zKUbN30gW9Mwk/fEMrVzznzddRsvY4E/bg4robRe9/+zdx9wt11lnfhvb7n3JjeFhNR7b0IPAQKhJZCCiIBIFaWIBBBFHNuMUz468/fj6BRnRhR0msCggDSpAgoklBSISgmI9CSQBBISUm9ub//v3r/3rLPefcp7znlfHJyZRdh37bWf+lvPevbaa++z3rAau3MyWvScQqsV79hemuNpB3mrqRtQ6Y1WcFtt7ZlHlA5oH2wCZvsavO2s5uFF8fXnuo1H3n3Uva9Zt9pHx73PLBpG4hrfDx68e+/+FZu3rFu/Fn3b2lqzyEOjfBJgD+9fuflHn//Kp64E7OF9B5etvddDfug5Z4qIPf8wwDZuzgrs+iPuOPqEbwB2tQ/xmu9kmiiYE+cGeGjP/gP7Vq7rA9voWlyZFNWDuw+vf/LzXvmklWvXLz+8b/+hFVse+KTn369BtXczmzpc21hr4qNFK260bT2PqnDV1KTNLlFL3jxW98Z+J1yNkeUr1q9bt6JBddXq41YPonrooCA5sHP/4VO2bPFdd21Mz46J/p06U7D5wMFlq5tPnL0WhWLjbs/FrsrmHbYniX3aG1+b46HmpFdq3JrJhMhpphJqPaENRlVx1oynKGwvtSDOUcyJ60md10l9Of1az+65lvDJfPc+5dQ7Nm3asWc3e9rPJtvbZjFj+bINq9cce+yxmzdsNAGpxBWKWSrkTAGsm+Q/QmCPPuboFQ88+25v7Jof7Fvr8mlOhZXvHVasPPmoowqwLtbXK9JJq1D1E+T2h5SH9sN37NzbdG3lHKrkY7VEWYerxmLOROGKoXlUnzRcESJuS+/fOd55jXPXYsrh5Qc2b960/cGPuP3uO4Vr80sL3jYpuFcE7/IVp2zadO/j7nXIin3bXNzoES3879SZgkhqfHl91y03f/2rX/GVaM8pzb3qCGvmXe7YNu9a/6Rfa6T3s0SHe9RpYa+M67X1/u2YTRRkm9+ILm++1z7cnwrrg4TPsp2HDq8+vO+I9WvWbthU7gSjbJi8/f8CYI1F6/TW4ZcdaD/eCzjN4l4bVwL5jr33HH3UpgJsv5cmx3GA0vfaO2696ctf/tLqf9BwbeN1GgcK7XTh6nnDb/WbhTNrAb0HrSaM51CVHm/beeeRG71muNfy/c34LYoGoBrZMF2miA6PHmtXrbzy45d86MMffsADHuCDq1a8i0tS5rxIem1yQ5sf5okuqXde6xKfjELTh7S33XbbMccc86zn/sT9H/CQUWRTWfP/gAWXFGIHRj8P+5lX/PySADuH6uHDR6xf++HLP/be973vzDPP/D81XAE4NBTlC+tfN91009Of/vSnPOsnDu/MaJ0qPBvi6TIFU9p8sPyAu+3y5RdffPHjH/94vTu12n/MDO5L119//d/93d95y9C8qFmK8v+AhaJMIU1cddVVNbCLuf/UqHrd9tM//dM/9EM/tHt3te3IUvTdD7iMZmZx+PDll1++a88er0KamfncKJ7O8OkyRZHtJaVZpHWKO+/0K5r/u6CXKZqfRYtsK8xLkygKrtZo/u8FVqbYt2+f7LvkwAZV+5gJ1/RdH/H/02syBWD5bmFoMeE6baZoXnJ4+imZnh3K/y60J1S8tMP5++PyDxawE3bo0uL/fQD2HyWqE4KPbAj+w5qWZIROmyl6g26+QTfffPMtt9zibjDKJpc4tmHDBhOQUTQITJMkvyOOOGLv3r3j8Dp8eP/h5fcc3nzH/rV2SRqdqSS1Q1vW7Dlx0zKPSOP1snD9+vXuaTEj2mN2jlo2b9584oknbtmyZZxtM16bEViIMQ9iSwIsacqaNfYG8RHXvjGIeezadWj1ncuP2bV7/yD+TWenHDi8YeXebVt86tR0KOFpDqSttuYA+Xv7ufy97jXHtWT/DEGVU9/97ndFLBtGOcgkcbhp0yYTkFE0sdEnhBs3blwgXJv3LwfX+gXAQqjSSyw0FuxND2h3rTr+jl0YWh8P+vTHjje+YvJ6sdmTb/nBg6vX7L/fto1nPeDe412YEOxpM0WzPNF+5zAnnxF33333l770pXvuuce03DxnqGJI7dy585RTTjH9G2M3pO64446TTz4ZUkFtqDRz9Lt2HfzS3u1fuXvzHgE9nKhZ4VlxePcDN93+1PsfvvNuOwsMJ9Suv8XE8ccfnzUXLQwWSWwwYDxkIVB0tpgwLCOqF4aj1E/ZPhOwjIT/1q1b4TbKQXZMCuyyZZDnoGQxPlj37Dtw3V3rvnz4pJvv8HZowNNm3knr8oN79524+q7nPGzv4X33CJ1Mg2HrIjxhq56UxH5DzmYzDd+AvNkb5qPKAIH693//90Dj46hwDVynn3767bffPgZVVn3ve9877bTTBM+4cG1RdZtct27d+NSjN5k3yTC5+ba7v7ryhC/f2uzVuWLFGt/S7N+7/MA+n48dOrRn77K9Bw7vPbTy8J6H3PeeX33Zpm2nze3Mthhgp88U7ZynVgl0OeL+97+/HAzWocgKC1n8fve7HyBGdQ/cIfXtb38bUoQE+kFp2v3o9uY7dt92y8l3bj51z758Gdq8E+rHU8ss3644eM/xG9c/6MHr/TR+qF5cilHhdcZJJ51Ewl133eWec8IJJ+hUFd9N8EuCkOnEjav1EGrvATUYfRNmqHGgljUJsEbaDTfc8KAHPWjHjh1DHYwZkwJ7+DAHDSHzpvo+CaLISaeo37Nz9/7rl9128H7Ljjg4mCkaap4cWrZvz+7jVh5xv/sdXrfywF133W0l+NRTTxUt3/rWt4wcINMCZ0rZ73jccbZRaMoSAlujyhFaAOWdncSkUlyL3hy5ed111z3wgQ8cjypijsgUhASZQWlpd4OUBMVSvfxfiAuqetNLivve976jhklYkB3xzZvvOHD6HWs2Hjqw545v/d2mLdtXrdz8vRuvXb5mxbotDzy4+9De3ft33bXrC9fe8rUbDt739Lnua8OrDrHa6QXqs2SKRmRPtSoI3NPckEUAT7xE5AnndYO6G7K6TCEmvFnUPWMsQgnKo48+WrASglep6cl3YzenOLTynuP2rN+xaq0vx9mipw7stbS71yLjipVr/V5GY/Ne4sCh447YeOwxR2/c2DxWBOh0jDqrDHv2J8fRq65Tv/rVr27fvt3tws3n7LPP1nOi2a3PzXZebDWYz83+aiMXVR8LrAEPFqgWYHMXYjnbxuidEFiYQN7RiOUvgfzVI+ok6F8TY1dZse6e3cfs2HPi3rVr2h1i5uKhF4R+lLt/744Vy1YdWrf+GJ/xH+1ndYfvvPMu7zV+/Md/3K3VmyNp4uEPf7ihqBc81knEJM+5sOTAFsE+xF+5Urh62CnhOogqM4TBgqgCx5CWVcUkIRwZDFd40uiIQKYIqloEXlAVcpJmiyqSQ9AuwySAlHDV9VCiVC/ccc++e+1Yt3P/+j07dt7wxT87+byfO2Lzptu/+8EVK7acdMaD9969bO/+ZXcdsWnXXUfuPHDbCj9OT+k9rMydTvPPjJmih3yjCgqsV+GJ43e+8x0zSUDw0FM9uHUJUFx1hGZ6qOGcX4J1gRtkl1xyyY033lgCSEWQPeIRj3jQAx+wzwd3ew8d3LXsgHg+vPfuW756y3VX7PzetTbt3HDkyceffv6m4++/YuWaZfsOH1xzyDSXWNpiob5RN/j/5m/+xnMTgWeddVablJrXnvrebQelIOZILOcLHwUE3jhLgiThNyJLmyrGAyt8mc020x/xVIDlHTszyOeD2pxNDmz7uYGPd5ocquCF/6c+9Sk3WI268pGPfKQ7bZOnjIrmd1PLDuyUTZoNSaVhn1RhObBvxy3fuOz2Gz9z3NbHH3XSOQdXL2se3lYsA6w5GmPEhhncUUcdBXPAkswRoyX9QsKSA1ujShcVChipdg+HqhHIGOEqRSJwySmrx6DK8sQzYhX0H/7wh02ayIz8+CUbutkQhT4ytZsGXnnllddccw1KOED1wQ9+MPeRoVEIFGYqCKCNRf0zn/mMVPuQhzzkcY87z2/UDu49fGD3sv07997zvesP7l/pF0B77/ze6g1rdYWwtJYri+9ft3bZiuaj/5jkBt7+DiNn0x1nyhSs6GHPhwIrZ/72b/+WP54yBMSXv/xlYW0cPuYxj4GCOYVi7F199dUQ6ZhJjrsiFNDIEdAx1X/Xu95FZn9ktutMrt7vvvfZu9vzwMGddyzbs3vX7d++8vqr33TXd79qLNsu49Dhy797zadPefDzj916kaWdPasO7jHF3b1HpH7lK1+Rj40Hhn3yk598//vfb7w96lGPckos1cxwZC37ldxCWauup1nFGDTq7G8SdLOe6Kx3M+14Ne3pBMDSnsdsIXjeeedJnUFMXvv0pz+9SGDNyeHAx9zxpNF3vvOdX/va1zguDRlO+u4pT3mKj2jscbdn54E9dy3bdZet2e6886bPrlqzYcu9H71fmrjmA9d//q1r1t37yHsfsWfHsj1rbIjnB9KODbCEqzCbQONB8EBPY8ZDB9g8hEyLYpd+Pqo6TFABii7hauzxmnaomkVC9YILLpC2GKkIjI9//OPs7MjUC24b55xzDpqEq+Of//mfd8IVo6hzH3IVC2kI4Pn2t78dttAgRMd99rOffepTn3rhhRfSQiDwg7+ZFy4msdawetvb3obegHJ11569u3csE//7dhiK6w/s37T7bguIJuyb9+5atr/JwM1ugM2OmtX8vwlV8TrTR0AzZopeomgABH0D6t697j+vf/3reQ5r80novPa1rzU4pQCDE0Hj4a5dViK+8IUvyCMFfUEDzYc+9KFlxLokLgH9uMc9LmQgo0jO9pJl9x6S9uzZeXDXXQduv/mab37mz3bv+O5x239i07Fn+h3d3bd88c7vXH7NX//JwQPHHXXsGXvWH/A3ftAzzA2EMea90sRf/uVfukk+61nPsnAVvQyOL6ZFYsjR2go79a5bjZyia5lRzG5gb/7rr/SXSzNW5v++ZBDY888/31yXPX/0R3/0xS9+0aPcwx72MMCynAusBaz2on1aYCMHlwqs3vGOd5hNPPaxjzWPEKPugZLRW9/61mOOOfrkk07ztLfz7mU77zx0YPf+u26+ddWaI1esuuu2a//i21958+p1J5/0oFeu2/TAnXftPmL9wT27Dhxe3USIyZqIlx3ypowvRx55ZB4EOFvMLsAuTQIehqrQuvXWW1/3utcBTbjqXz37e7/3e5///Oeh+uhHPzqoihumQlV7MU9aEa7uanW4ohSxF110UcgSJ1YxyCcKpeBRMZkCoEFBhXmEW9G1114r2N785jd7BC53yja+my4gx3IVAinbZOcnfuIn9IXe2SP+7zm0685De3cc3r/nnluv/dvlKzbsuuvb+3bvu/2Gy1auOWbTljP8wN8duawiAVOw9rZqKt5MWpkpU5hoVvL1MdylPXHAN3HMEcNPEBtd0kcm8+JDgde5555rEAKxyNA3cirsiAqZWFGBlyWDgO7oKlHbtm2jy+5UpmZyz503f2n/3p2nPuSXjjzhUQf23b3s8IGNR5+9ccv9b/raW2+57qNHbN7qpsUkRa/oGxXT6b/4i7/w0Pic5zzHIyvjozRHwk2S3WpYGL/YYNXqSU96kshGE3tifJsrzJaXqiwArIA744wz3GS8UGSVaXOxnAWyqrD+wAc+UKyZFtgChZh269NNlhXcOd0YweIDx/vc5z4men/913993NPufejAyoMHbM3gqePIzSecd+jA3luu+ciNX3rz+g0nnHLWz2/YcqYHQ78j95/tBVetsCmsucedRp0gUSxtmmCK/h/7sR/j1FBgiyOLqwxBVRgYgRx05B2/uClnfe5zn2NVQRWZ7Gx4v+997ys2yKQ/8iM/YkLXCVfolXBFLE6yTB5UnZKGQPKFqom2zAJnycXbgLe85S2XXnqpybjIRwYrI8X9lQozjswmnve851kyc4l5Bsr+Ax70yDy0b8+OO77z6T07brjnti8eccz9br3unQfUnnQ4AAAgAElEQVT33XPaQ15+5EmP2i1TGOIlQEmfdf47Q6bo7WDdIkcxZ/gGDrfoJz/5yW4aPh2VLADhcdrgtDIvIBT3JcRGbDqmDDmTPSuIxqHUgExPuBRiE4HSQyohMHddu3bP2rWmrDsO7rvp+O0XnPSAi3bfffMNX3mDXdq3PfwVJ5zxWLn4ju98ZsWyu9Y281x/VaURY5br+fAjH/mIkW8WbbwJC/cTlxAp3KH35JNP1k9GnUucMgmUoSQ4z7G6thFUSvMAslQrFQsDe9lllwkUNpgWGV3ubC2uDbC6wE1Jo4hfHLDNWgwJRpGJ7hOf+ET9+KEPfQgaPt7PRNotbtfuXRYr165ftn4DVNccWLvpu9+48rtff8vmY7ee8qAXrjni2EP7b1y3+UR/0mbNuuVr16zyZ4AY6c7hxZZkIeUBkwp3VE/p7qXiR+/043gO2BLjBfFpK/NQxZxwFZ+mvT/6oz9qdvmJT3yCXgC6eTztaU9zh4NA4kGkCVe3vRpVV+EsMAgp4UoCyXW4wrAKV5srNk9Ybj+WLQwT/fjud7/bHPllL3uZjPCMZzzjPe95D3YoKcmbehnUUjPcnvnMZwpLz0d5dbBmzep165avs4p9eMW69Zu2nPSA66++av+emzcf9+R9u269/Ya/Ov4+jzl+06PW+GSk+Rud/dI8esyULGbIFH2tpcaxRCrozY4sMWiBNfdMAXSA4OY/0AEKQUsDIqYENATlFB2QjkGpBTFQXv7yl4M4ivSE52TTuQ0bbBq42/ZIG7esPva0MzYes33TMWv80aHN99qkwzces3LdERuXrzpn3aaV6488tO4Iotb5tZ1uc8f44Ac/KEG86EUvkgVkDTawRH+LXXrpolfUGh6UapcjtOjLTJLThXOOewCeCfSC24KVDrDuUVoY6T4sfLkg4ICmAEe76QbQZgbWoxlnA4J7vsFsvY2RepCnrkpGHhL19tq1xtDqDUct9/cMDh24544vf+Smr/3JxqNPuO/jXrl+4wk3ffXjZr1Hn/JjwpK4devXbVjb3CEIgacBRhTA9Yi7iFGn60FN7z8MsEEVaGaybuMeQ0SvRmmCMcJDPeEKVaHIZXmhoKpi0GongVMJV5ajecUrXtH3Ytkyzyzf+MY3gioulBjlX6gKMN0HAfM+d0q5UucCgRwyETPJbMIDIK6XvvSlultGMwPS9c3oWLd2/eblG/Y2v+pevnrFgb237t97x5oNR/kDePt2fffoU88+9rQHr9mwfM2+ZSu9nUqqWFy4Tp8pmgeP+uFjbrTwTQGWqFLhjMJJ+QLceFQAAVxXDU5FRbuS8RaukDnC16wMrKFxVf+hJHb16lVr1q5dvWHlpuO2rNhw7qo1tmldvmr98RuPfgldq9cfRf+aI07adK8t/pjg2nW7mXH3jp3mzHnokCakM5EaG3SM1CBYkbVWr7TapBdlBzHkXupB3U1AH2fi1w+Fdgufam4XS2c9TgYs7TE1wDqFauogknCVmYGNZA7ICKbHOot8c71nP/vZAteaglMD6fzzLzADvmnXsrUbl63cdbeHjuv/7k0bjz7u/he+8phTzjyw956jTj6RDeuP1GX+avmK1c0NsFnDt0QFduDLF55uDA+D0ymNwCd8DrslBHY0qnTxKJMFqpnH3yApzKCqJFzdJJQOqtgRK8gcnUo6JVydoidWWgyqIlNIQ1W8aZcg3EcFnqzh1KzBEw05nnwdcckyHknUTTqkKvjrWWTYCW+mkUcsW79Hnj68b8d3br3uL4/b9uC999x5x42fOuaUs7Y98gUn3OdhhulaPyNa3ZtDLA7VqTMF5M3nemO8gSNAOMKazyrwVYegU4VjjW9t0QcF8bTXx3BBR4Gg5UZMhcBVy9RGrC1QVq9ZtdpHJptXLV+/pTGmyZpeJjXfWTdV/1++dt3htbboW72meQlHryxu8HsshDsSUWJqoxIL0VCqLtlJDW7O+lVv6RtL/e6uLjEg3U8axrZQ3gTj4svkwBaoKQ1iWhi/eGBJCOB6UK4sTgHBpeK1YN2xc+eqNbupXLl6z7JDdx53+oNPfejTjtt2doP7hk3rj3oMVPwkyfrVasmiGU1zL1llf6nB3VLK8GjjOZQLRpH7KoSLimagLQWwHVR5lPh0pE5RMegcFZZoQcMMFisMG4Nq4EIGfLyWG9ULaCqWFdw4VRC4zznKs4Ug85TiMlTRmFkgY4bn4m3btlkbSpSSLKkhpgiZ5Ouxbs0RIn3diQ947OYT7nvv+59367Wf3nHb9dsf8awtpzzU+BOjR640kellikbx7KhOnSlabX30QMlDCU9scY8/EM/NWR0dx7DkUtobg0cUQIAJI2mKJ0aSa1qjl6h9+/auW7N29boVbkPL90k9NUm/3jyQ7ZV9G3v0kIUJtumePkVbYyS9aKhGoHt+/ud/XgebQVhk8TQr/XMTLdUqjpFAbfPK1NkIAzqKFjwlrPgyFNhYWAMLn8AVnEepmBBY0qggBPjjBfqeZe2a/WtXLdt8zFFnPOZHvJ9et/E4m6gkher2WOIvqKzZv4JM8gKshyOnW7duBTiQBT1KzpaK0z6wkbK44yCq7uQc1I+6G3pBVV1LvAaXdhaWvh5qAsl4FdKwGMlipqaU/kwEmoFtL532gXo8qulNAt3GnvCEJ8ikcjQbCK/FgmutDQbXrFq3wVxs89nP+KUjtpxkV6Wjjm/uZxuOOhExBgsUm9ftP3bd3EZXUJV8ez1Ty5uoPkumYEUZGsACKE8CKyAgrqgwWmn7qZl3GOTqY5ByFabARYyx8bbNoIN+kG6eeK/NvvLZa4/vUaWBd/+h41a7t60glgEoodyhp1dHyneUMk9ekB2o1v0qiGOGYxjRz0kI9k2eXqIyPbAULyGw3NePIBrfU5S6pW3ZtPqkZfs2N6PJyghg7ZLfxcF2bOv8rbsmHPrAQtLEEGmAVUmnDALbFTfbeYUqARz0bGU0Nja14ZojNxQ2KAwTBioujdGJoA5XXgzSx0exJIksKJCuRCl6Kcbp0HCVV4/YeMTxq/cvX9OM3+X3Ot2AtKC6zJZWzWLEvqYjDi9btfzg0at2H79538FDPS+ajytmjNZZMkUzMip1oAeQAmh2O0JHdoRL40Z71AIC6zcqGkeVkOFdkGztmhX3OebgqYfvIK+yZb7gZlJxcN3yVTttBz5Wr/6QKbIMMV9E/4wEhjXRVOYU7YfMrX99ssXUZgCWOnFvJj/eQVfhvyCwpOlHXbagQJ+nnnT02mOW3emPxY/E33eQ/ubrIQ8XXmfPTcSG4pNooTozCzj4CsAxwTOUZfLGDqpyhB6sw5WoGKBSNLqrLwzCsmUSyiSo0uhu5Pl3km6aZJgctWnDAzbu2n5wzxjwJY0Nq/ZuWt3sTZsicltgxzD1SAf+nTpT0NQoa3JWU3gOXOin7jiYBRu69lHNrC/1MUeAkjBKSGEUd8esY8LCm+gcXr5yEr0mMsI0kVq0DFZKJLkEhuYmNEg0U8vMwMrUkzg4IbCNX+2Poxd0YtO6lUcua3b0WaC0U0UroOPJvk/AJumIlmnDdUJURf4k4cr3CVElcJLe9KcE1y3zK+px911K3UabO2mPqrkJzBqwU2eKpr/nKyu6S6WhGVY6BE6HptgO2TBJTVubKScYp6CabzDeoaoHyYaqRlYom2TRnExgxlBZncb5dva1zG/vMDktlLnkdDHADsof1XJo3ibQDdUQ1Q3+owTMa3fjLY4E2HmXZz6Zr76vYn77oPhCmUtDXGsvdMgG5UzbMihwqOq5LLCQdLxlFqx/ehBP1iWV8GkzRYOuDE0hIbKpFVrFvJ01CrMyfVVRiiKBm+KmnYrEaXbn2xIvhMhBHMYip+ZVx5XkrWK+lw80PCWaqrka9lGqEeDFGO2sNQ/08o8udVfDOMiOJaoLLzlYMi/lXwND/kO3qLJkwMa72YDlHdfc1vJEw6EAWzql06cIZgMWI0hTSIgQ3ao31fvALgrS1vwqXKlLuIq9xKrjYKePss0Hpr4xgU9r4RThSq94M2nNZxStWQ37GFSx0JJwVWG2pU2zQoNlcKQM7RRcSuTEZnrnnpv741LbpGXaTNHI7aWlJkq8/vWdlQ9CeM4TQWbappSeUGGuUkapUPYtGkbfUHkBqS4+MGLHmEpAdKQOryN26vQxdp854DXUfWqp/0QYxsKeBdEYEPZoxy6/wJpqP+bzzY9Hd9pRYrGGRLWSLoS+9sbuXp/Ri52nviy0qNG+RHTnawjbbEHVYsuCwMa82FabxzXmwYE7PgBh4WzAAtNHhNZxvd4TndBOj7TANB0UVB25GnDSLxMC27GcBOwsp8hYYjl4qW7wDLAzxXSnGwqq2hOuvubgQpxy5GPyhUYlfoFUASnzYtvXv/51n9XgTbiWmFEpwz6wOOLlGr9IwOILbsHm9bDBElTrcC3aY3l4mRFUdYQPfHwdK+B1EGCK6mK5RkKwFNX0UsRUg8W38z5dyT2tCdeZUJ02UzRPPf5rIqUtDGI3uJ2p8N+QiwNBsEYhkcF6xcf2ihajDqbIanYdFnaVhBf5iKkTTNIEXtC7Sh1AsVPNjAx4p5EQdhKw6wCUYsUReyxnKrF4lfCqxBhHXCQgUIlq2vHmUnvrc5gJeBLnlSmALebVyPAOqnFtZmDFMV6YkAwNBkZXAbb06WzAplMIIZkKBbZ6P5YbkCrtpdyN2m6bh9K0J0NQ5REHwcUMRfjxTmUUqiD1wRjbZGGmmsaWcMUFJdL4FfbA4sjQuIbL8HZErJE6RwRtxM2FnEug0OIYCWE31I1zEYtdwiqWF16qO5Y3mLaoJtrdM0woGE9gItW3SLPF67SZohkWdVJiPbsz2lUK3HEgp0zPaevF3LQteMHFJYPQpcLuEkaXOuytt83WCboKvauKngu9eiTkErEq0RtRyMSEDJ2e1ugUoEkZ2LUoRXJaSEijjtdzrqY0xjTTq6YDlqRMCCyr4lRxsLW6OaSFMWlxOgisS+xHAyuViHKqXoBFQwtguZw64gjXjlJjGHMV+4TARgguJRJiTFpiRnNcOmA7qFLEVAGgMCA21Me602OVSajxxiqnrDU4hYF6Ha5OMSpEoXEMsWN0BTQEJdGoF1SRhSXHRlB7l5KG3JlIcEoCegMtKUMLLkV76lGtnko6BUE60amychHhWiYHEbXwUZgZHnMPPL1Hg7AZdSosk8PEaOqlMZXSiIyTTjlTaDSWeii1pBR27bBzLAVB6j3a5t8ipzSGBm8tqmZUL8SpaEGsXsjqU+b3FojmCEI223ESYN3w2R/bOg5Sqj3mjQf2W9d980t///ehD0sxOL1WTmvHUxemX/77L7nLGRlaUkK/ILDIPCB9+8YbTQkTwXFBOzkjgC22zFhpMoVXg70wp6gIKsZnspDTzrG2raBa05ReCGV9ST26OqiGshyJDVfkFwnhJb8T7WGM8BCnpViSSmkMZaQtb/7EY6p9HHK+4LEH4YKEhaAs4/Va4mHO1JX3vve9H/3oR6W3HskU/0aCY/JlKh1RoakhKApcSooNy1D2EI9ip7eUsBfhqWgsLVJ6M60o54upTAbsX/3VX7lpDNXDsKFO1cT2Nbjiiiv+6oN/2YE0NCSMESIEv/Ptb//pn7zhsk98wtIClGrJpT7KBijdeMMN73vPex1pKfR1pbQH2HZ6UV+fvj4WVeLMEYSrHwQtBtXxZjWYDusajZ62LAwl3uRfn3JPi+p41blKkYrc4Gmg7bTh4I8XNTzmxvC0Smgel5NsefKxj33M+vlFF10UK2uBoyIpNB6r7AgkDQc+7CqWD1/60pcWIRqHChHKNp6xSZk5Hi5kiimc3/n+8A//sPshCWksokoFvVml/fL81sMEFZkW6dwq1IUXXsiApHbthUWGaDK0lqqtf3XK2iTAiireWXG0WcY8S1pdQzEpVoT+61//qt1oLjj/8UOJ0QxtJyTsV33yk9/85vW+d338+edv277d/a6WP2hSuapim6wbrr/hrrvu9Guruj31ebwF2Da+B4knb+mhOpJDL1uGsPuZT638tHSeGS3TKEAiEXuKU7zy76AELaOEWMT9+Mc/7udIQtfmBr7j8mlmPQeJtEGZI/2Zf6HD2P5iq4ngcaN3voRyNnWmwLnSrrZFwECFcVyVLN7whjd4rLLhx1CY4sPgJeP5xhtvfMELXpCFIt3gUU1HdvR0IMhVgxmx3vILRdCjMfjtL3Tttde6YyRTdOTUp4itYnifIrNoly94YWrqYar+YU+tGuhtLNZiZq8vCCynJAsbi0mFF1xwwSB6dI8CNmbtuGen1yTnnX8+UUMNrb0rBGm85bvf/fRnPmsLFU8Qn/6bv/HKUO8UmgUrK1atPO64Y7dv3+5JmuWDiuqWJQR2QVQZ4+3AH//xHwtXd5TB2T7XYlsHcI1iQ9joDvcSkHqnZrQP/W3RUHzwmkpEuIXPBG2H0tWO3g7B+NMID039N73Gcw1enTpTtF3YGB9ZfBt0w2Vw297nf/yP/2F8PuEJT6gVx3RcKfWl1I1qPzE0FzDmFcu/HZoeazczakfp5uAHi/rACpCF67wlKhKK0hCX9saldgHPHc/Ph/klbqQ8P46uQ6ewY2zXazz6Lc2kYkJgGSDx/bf/9t846HfKxX6VBYHFe5/TT3/UuY+95bu35JcXNbt6vHMcbPd62a4q377hRq+YwPI3f/03tjOEc6EMb4SUxrpilW/T5s37Dx664VvXu3NmHlwICruWAuzi03AP1Tk9o8LVZYP8v/7X/wpVt5lilcoYVF2SYvw23N3lZ37mZ+xL+OY3v9mOR35UWj/LjEGV/KAdLY4pxQBXkz5CVtonrER1iEEhsa9sp9oTstdkU9wT5vSZa6/svyXVyLdaYqnLEd4Di2k7VsbbXKqhKcSdSi1z8MaVq6Owy9UiocOuvVzqKHVaLrVUjV+D7DXX3NNH3TRrvck3kwErc8lfwtqWbVMBK0iOOvpoGfDjl16KcdDS4v4gtm6eltWf9ZxnnfmgM3/251/x6Mc82uu7WkJBrG6s65Yz5Yjrv3nd5qOafS4Mkfpq2IveADs8sGq2BeseZCZDlWpfPdig1Ma5E6KKBaVbmhxhrufxwZ5U5sKMKo6oj0HVJTkFthYsiJKnLFo7FrcQwKqWVi5NUumg2ozUYs0k/BXNFHMKHeu/6Bq/ThH5Zu+C0h3ersd+kFueTmPqzM5H+GLY8S6SPTaAwthr3jw15/PiPgSTH6cC1lxJdPpoT2jafNTsoAx72I5xzSWriZ/7zGdOGfvgMFTCERs32rbD+i1dZtdnP/zhRoOcZdJX3MQ4lBcBMpNPb0yOOfoYE3Xh34JWWJtK4S3ApnUe0TQnFaoLs0FV8aN4qHpk9mw1CarAt9OMj7JsuegDn3//7/89cDp3l+gu3hVTMhA8fVj+l/oJwWvlAlY22vSVbSazDabzs2qRMEml5gV6M+DhO320TjmnaBUsONsGgccHWwOKZrOyn/qpn/Ida8F9QfewK/BSVIbirn2UHPRhV0kZRTm0ndIeX/OSfFCRq/MYR1syj2z8yWTAwnDbtm3Pfe5zrRYLUKu8Yqt+OFpQiU8D7rz9zgvaDeOHEg/6GzJ5/6gtR8lQt33ve1/+0petqm4+8sihEjqNBLLQm9Hbv/e9bdu2nnLaqZ6err3mGrN98NbEKJV+S13vt05TmwxV5tn97PnPfz7voPpzP/dz4nZCVE0BDHL3QinDlxef/OQneVoPzpg7z6/KAx0qnDy8mJKYgKtIo3bBsz8bqlFclYCFqw2mNZJ1fWHuPsUUc4o+U1UbBEWLnamsDJ1++un8t3Wle5FGpeJrUBhsDAH0v/nNb2ZFUzBZZbTcMM/blq4jMLweoS1MmEaq4DWRk7M7vZ6hPpQ9n9lg14Xihv2Mqc1WL4xNUFeB3SFb5GnRUuRo8aXzBRdcYM8ua0BWDWzGrVGpwRkDLFEnnXzSGfc9w1yviB2sEDjYqEW7jzhvveV7jzv//NDUehGMAfa2W7935ZVXEHHHHXfuv/zy7Wec8eQnPyWm1rrmxGr6/gAb+bVGsSH5ClHrC2YTV155pc24kSm1d0NR1Sg47covVMwCPvWpT/3pn/6pEHKbrHmjjsBab+rITLrRS/1i1cCxu5qdeAWtAC400T7IPmFLUb2YiJ0lU9RZqeNDA/Dhw7b04jn4zI0lSJtN6YxBr/AqnXbD2wzQvrgqIg8BgR12LbhyqWZHT69HPtsZhyBX7Z1VJ4vMbjqqyXTbdKcULm68rpImQ8l3VrOjMdJqxsVAX1vek9xv63jHACXAMtKLW4sUT3/605nX5+nV8Cq9s7l/sfPo5FNO9d738ssuP2N0NONF3GF3qnHd2nX3PvHe1iPVB1WMAtaj+PEnHO+Vqk3x/HUUm9Se9ZCHnbr1NJ3CpFpRkTkHbNeJmnbSeo3EoGvGp62lhI3ZmZ91vPGNbzRHaH970pWPV+m0ihkpxqsxQWsbO+8vgNOhCZh4O6gGQxK8t7ZfuSBHY7xIFvpX/CdokYWyI3by02L2YlCdOlMcOLRs7z6b+8zZWYwodvPKT1kEhyI9S7Qe4X7hF36hrNMgKMQqnVMvnDytECuGgJXiHjgUrI52xNKz5x2qw+6oJ5Kwi9IOV9rJRym1ZRN3oiJBmpD1MwaKhFT8ZYDdew/adWvmv+BWC5wEWNHMMFwXXXSRh1t/2uPXfu3XpLMipwazriPgtZbbb7vt6s9e3b6w6QZ9EVKI65Y02mppw/r1n7/66hNPOnlwqWEosBHiUeVRj37Ml/7+y15jn7b1tHMff545Y8fCoq4A22w5P87MwjGyQtSefYdWjQ5XPQtVAWMBXsoAqQ+xfuM3fmMSVNlvVFtQcFNkgbo/yWGxQx+5NIhGuqDYGgLTQ1BgNBlxh/Mc9JKXvETWqO9tg6KKkKkqu/cd9he/DwFlelSnyBSES6l2o7t7z8ENa+dWpIYiojFDyyrmK1/5SuNcNxSXarcH2Y1Pj2rgbjJNO+AzYmvKWkIRq6Id6NZEMOqtFOxKhx2llprXKbLcW6SMwqtSk6kXxn0HD+/Yc3AX6NspTodsqtPJgaUdth6kf/EXf5GdJf9GXUEGWanXlnzj69/4xrXfuPilL6sbSz2wDGVEo100X3PdtSedfLL+EcodSqdKwaeI1aJDt23fduZZZ1792c+d/fCzjYehFoa3AKuLFvNZG1Tl37t3H1yxem5jrlFKtUPVXeFXfuVX9PiEqOLSBQk2dRXTvYBQfA9uQ/W6RJeoc0P1R0/cUIWupxhposNOphZC6vbJ62HEfM/egzt2N9tqTp8o2qXQyVVSYAXblGLNwblJIyNix1AhgDDXhYVuiLchqz3vsDtFXKIQ+lrQE1JUqIerwxsCD3i1rjR2BnxkFoGlEtXlEXEob5/48DKo+x3JUDMK2SSVaYElc1pgY8aRmza69Z126ilDrQrI3Bnqkcb9+/b7JuLhjzxnKMhkohkEP7ownvPIR/qbfA8/5xw34TGUMm8P2KFmTtpYUD3Q+5SUUmUUv96HKvsnD1eURaZ6HaVFyxhUTVf9TQnTWBnH9s60W9RkAJkFxthDWmkpkqeqcNsntQeE65D34wtLmmJOQRhlcnz9W9LihqvxxDElLYa6U57XIMLFqfaOgXVL6o6lhNgp9jTWvV7ISiUG1Kda3Nywp4MdiwHICn1tW222dMMdLbXeImExlX8wYE+/z32e/dznHrml+XMHHWScZhbdcbAmO+bYY3zyfOwxzR8KCkrBjbTxwCIA3QMe+EBP9HmtC8zCS5SrWpYW2BlQZUPcdywdushwrVEtLqciU1jd4LvMK4OrRGkhYw/2BOrg8wiyuuDNaRFCoLIkqE6XKWKBDijTlwDq4SKdLVwSAY6pxEpAKBx2NLULGTFo8GpXiVe5pF7YSchDI6RQYk+maKxo58ORg4UNCsZUtOOlMTZgjy4qEODNVWRRXSTkKgLqqFbBq8Ryp1ia4t9eNQ2LPE4CLNvYGeOpa2BtgY15cUT7ILAuabTduHtX2McDy3EEWAosKqC7/wMe4K7k72rTOxWwRFnAylILYBnMjFToinlzABZglwLeUaiyJykg0cKAoaiKGV67WlBleWAJIKk7DqIKH89rnohdwu4ohLhML3olkhmg7qoK4YBFjKwTrhq1kBmuGFwYox1B+sVRHY2SbsI+F7EzoTpdpqDCfteNyl7Rx7b0cWQxFLgKl4zk+BBC/jM3KDiCDw0s/B5MnVdKGv3OAhDBLrwYUaZwXqEODXU+bstbzNSpDjSOhVeFxlKwE0U+IXQ5qmP3xoRMxWlhx4u48DIyZGga+fOQaBpmLosHlpHM486CwJbQGQQ2YR00LD0iABeQAQsZjPqU79oVzhZkVCYENgGNl4TYDOFYTgX5DYZLBOwgqlwTrtykCFbFNU51wpUVrIqFXIMqgzEKgLSrM1j4JWbmLG/9SqzGLxoV8wJHLLSTQwIcyFSCqtPG8R4s4Y12RzSspct4oYg9KvRiry0nBCP6UnAhwx7hiwG2J2JO0nT/cN4fCvWOnX1x1VFhvWPcLhITW45KgPBKyZcq3A4xysI7lB1jZAJCh6Hx1b16UUGvEjkhzqXCqKJgoTqDKi1RN5QdQYSwOcTY8zA5N6GY6+JixRJUZgaWhaLQS/7ZgOUjYDmoT8kpnkAGRCkFEFdTDyyOswGLsWDrM0davk/A0uK3wn7ZrdJoaeNNJd4Vd+J1xzUs7iu+tgCLS4W9IDPIXkswsDFKvno2vOgLr5YQR3VEaUlxqjt8MC5fpyUSRrGjiYSgqo5eaVo5PWu4zpIpGlPa4SNX+TGV2AIEu2U7LfKcSu1GLMYlkuClqIhmv9Q0E3YKPoy4FHCEN8dAE15ycuOiUY7AcsYZZ+g/CIQ9qgkJNA06bRQioAV7jtnX0HsZutxVKMJeCvaAW1SrxGZmMxU7Fo3IUhaBfzhMm5UAACAASURBVE9E+28jc1Zg2QYcR4B48TYbsCTceOONhPgdNDcZBQ3I5L7EayXYMhWeCKYCNj3imJAIO3WEKPqCWKUFY8kOjcBWJL0JVzdnfnVci1/FNlwJmIQc2wBiM0unCVdQQGZ8uHKKd8r111+PyydzblEci/ZMKFpQ+6g2/vcemaPaTETFZxpezbAhvHpEJUc2YymWk09jVDsaLEICgYRRMO3XStNClekyBcAl/Cbnt6oYZxmGuaBniimWuttCgYAziS1mIGhBO+hm7jNK0YzezRmxbgjocPdKlRAFi0YqUnRb2GUlKYbzgPP1BCDgiJ60FEox0qtCCHaqFRKArquuvfZa31Z5F+tdIzlo2BBeBuDFqBTLi2pu+nhOl2Ppl6UI7KmA5VEcVGFGXBMTDPMLJT8f4MtswEoT8CFWCoaVUgNLqRLt9Kq0uE4HbPollgM22FIkJHwR6667hMB2UCXZtw+6OCNHRb/7fiedHr9KpxdUAQtVIYfYWqz4TKIBcthBVGAhJCWuZaC6q5kUiN7TTz9d8AvgxBu9pOFNsKkUVFXQ61CpQaf4GMxfZvRxF8tJDnsd7ZTGBowsx4uMLhOo7nfGs4brdJmCHUobnqk2MyjeOmEZW1mfDgh8WhIZOYYH0MmsacwraHUsgR5wGFO0K+qlA0xG1Bsz2q8nsIAeQXBPr0dCjshUHCEI+uTpNLJcRXdiD+6OiFniqES7I7I4CPqoji/NsU2a/dNF1CYHNubFQsfolDQzEWCwxhmAtadL41C7ZSMko6UAW2BJ1wRDx8mBxUimY3jZGctzx47qtDTHJQK2g6ouJlunc4drToUQk4p3LEy/M1KRxZK/1IMqdgRYgoxKSuDKpZa1QUao+yVI4007mKlDgJJS4ee01ktOriIuA14lGhOuYhgZxpSoxkUOrrBHHcuNtdQd58qsqPZfBfUkjfuXFjO5Q35J2tMX/3muovAqR5UU4owxjSqOQVOLoqXgEq0IcqnH3fwbxhDARUXKRJlCgpKrhcslLU6jJafBtMMeIWHPpWJAaYwKlqvkarnUq/Tg6J1P+y/+HxBgWc5NsMTrOJJeKGDODGzpoIilJfFAl0u6dVrcxtOPQjWu0U5pjuSUSnGzmFc6PS2Oxf5cil8axVhkhsApYlkp8qPXMVcdERd1dd0lyBj8KtjDQpRSs+MFWrQ7RiyaxKqjxhGoTh2xfaOjZsJj0cPWGIoxthaLS0tdSR0Xf9TDrpJS8/baGrGD7WGv21NvSNtSC9TgtG4Pe1GRq+W0Fq4e9kJTd1VhWarKhMAWY4ptaVkksNjjXUdshKdx8FiMUVkMsHgH2clcfFkQVTNNzwh8L47XlQVRxchyUw8/Kk2yqG0ej2ooa3WljjFXB2EpNAhyNS3q5VJpGWSvzZuwPl2mMODadYq+cEYsxo7ZeEGQ0rdj4lqPdS4Bd/hab5r97LXHNhm9dJjGYXpLHHaETXE6G7ACNPfkzDxrfYPAxrWaZrDOO421v4M0gy3gyo1rGDhz5NHuydl56oCtb3fDeBcL7ISosscjre2qPBEMele3oKxPU9cLfnys2FrCz/byMF6TBdVhDjZUZFqz8+Q4VHi4IqGWWeoCwFNG5JAA0kxhQjBM6RAXirQxlekyRV/Q8IHWvz6mNhSRMfSDl0gAwVA5GmGny5U8AXbYEaR02nMKaD+T99s+3a/4hd8ll1xibYLMEODtMwaEZnQtAo6+uLY2sSTmiTILgRbbrFoJkHm2zRcLCvRAy3x4/sX+GQmjgO0Tza995zs3feTDHynPw6NsCLDvec97GlhXrDCo1JnNnsibx9gHdr6ymc8WQlUKM1yhZOlBAUJRNc+w0tqruKqYStiulV8Wyy1/1hkQIYIIVOnxzf3bMC9f7odhAFHpXA1vSzLkUq4y20/dG0xXrLBg97a3vc2SNkciqiuTW3Ou9R0cVDq0ZboVTfY2b5yqFy41ph0Fud11GutTvGPYxwBEiKuDvBrd32R3HQYs2f0Rj3iE5e5JlALavfSqq656wxveYB9Ep1dcccXrX//6bdu2ZQPeCKG0j36v+xr8ax3T16cCNuItp//Fe9935RVX3HXHHdbQX/6zL7dtRGxrYK1i3Vd7V1x22Ve+8lXZ5CEPfchF7Z4AfS/mW6u95i0XtSvlVAVEd+/Y8akrLr97xz2bLrzQ0t1QxhpYL19FhVeGNqGzzuelY5GJt9SXcC1zwnCNdm8ZLr30Uga/+MUvzryy9heNUrekjl5qkCwg4HuN//k//6dfRZaxGhquDeXNVS/UqOu7X+lodQ5RihiS7mS///u/7zfvEq7FbHW7luQb3MjAPk9srwOHSKyUDq1OlykoaJ8+GvyLKUMh8Mz2zne+063mn/yTf2IRflD3UK6ajARvsAbnckVvTVzqug3ueku3+YmeTFEu1ZVOB+AyZ/vMZz4jNZiI6mYpQ11PeDFWM6r3Le+B0CGY4XRyYCNcaL7jbW97+1veunPXbpuaHj5w6O+++MXHnnfePPN6+fTd73rXFR//xO133uET7K997at2pjj5lFPElh8dcLzvTivaaR1b6hkJujLTtMSouu8KvnD11V/+ylee+5M/uWr13CfDCwLr/bQdQG1dv3XrVqJq7f36EgE7OarmEfbO+Mmf/EnmXXjhhTYu6GSKvm3ze1e7ePMzUB9l+T4ASrbVU9FBNYyj2COsQFo/ONR6sNcS0Cs2UvnDP/xDBgtRel/96lfbsDafrtXEdb0M21r4hPXpMkVufX7dXnclozvKtHiXY14kz3VmYiiZ3jg6wFWECM0dd9/9h3/0R5Llv/gX/8IjXLlUKtgHH6dJNsh9SuD3BfrPRwEmFAwozw7YW82NwQVBLSaf0sQ73vEOk3ljwAeOoHeXiIra1LreN6ZJoIsqEwJbdBzYf+CSSy+9x8cgfly0d99x9zpOTmQ5gmKhCt/tJXHFxz5+m1fL3hkdOuAV5e233/GmN74RJuec88gf+uEn+gKtjAosSg0slPxQ/aqrPnXzt7+zectRz372sx905pne6n/3Jjv6f/qG67/1w096kn1fhHh4GTAGWFuZ2a5dmigqcMWpsBfe4uliKpOjmowpDKQJoVusijvFtUFjOGLvGQEj6syYIPPMZz6zE/PFtVHeoTcLlrtlz86tsaiuedXlNZNf8zL96HnHvtZ21pgc1TnQB/0Z3TJdppiTU+eJKjKKFp7wEPrF9HJJxSUEKXV7qRP/9W9eu3f/Xn/ZyccqfrE/mGuxk19YSkW7KYxf+3tm80mc03KpVKKaGaVFV6GX1xjsqjShXsZPR0jntAhZgsp8Y0cpYrmoeshZZxm9Jl1nnnXW05/xjHPPOw9KWFJiDHn3+Asfe3ZbpVyxcvV973+f5z3vBR5Ajty8+Zbv3frFz3/h91/1qhe+4IVnPfQhQTi8BVi/MfL4/fa3vvWm79zkduRjCNhC5j3vfveeXbtPv88ZT3nqUx9xzjmCtWYfA6yh6KHJkf0spK4GrXNaX1pUfZ6SrtJIZpL7yu/+7u/6suM1r3lNra6Eq8ZBC2Hl4VQC9fWnvyf+ute9zgeBneXJoEqOUksudVFnnNP+8Ic//Hd+53c6c/DCXui1CFeTX4wMAL5kYV0zt4qOkZ3TImTaykyZYr6SQf+1sI8DCYj55A3cCHg4yIiS85YZ/u7qLzzj6c9cu3ot+ABnV07ttRy8nZZcJVxXucHCzq/9jXZxXDOqR3VBUEUityclgX/2Z3/mqO7B50/+5E8suXV4w14a282DdP/wCChks1UG8dGiXPONa7zSe9nLXy5B+FjtXscdd/wJJ5hM5WZYA8ssecGG2nfcfrvtZ6wL2JWbs2ee9WAmCfErL7/87W9/21FHb8lDVuQHWPW9+/Z9+K8+dP1131qxeuXBfftXrt7opudn47aZMLPYvm3bsccdp4sLkgsCK++75Xqu9FjHACoKb061BKsesDlbymNRUQvlsjBza/EQUZuExikWrqkP8mqRYkSamw1KMW8A+yaqFo5GcVWp20tdiD7rWc+i/VWvepW/4fKjP/qjNWUHVVxabHbPZk/ZEoSp9yte8YqskrgaXUV4q3wOVQuM/msvzbUUsgUrM2aK4nHtUlHWQNJ+UiLzlcZOJTQaeVJfMrbNUR/20Ifa3uOUk0/2I2V/QNDQ7aBfs9R1YuFuSyXTCs9sTuurqXcaY4lA0Uni3gaqjrZU1C5Z1EAPYyefjmFqBhVP0FLM7RhZWMXiVZ/61MmgOflkz1acVYROoY87DX0b30ceddTjHv/4VStXbdy0EYZuOwg4hcX37E980pPkl7/8wAcurv6YY9GFbNOmjctWrVh28PDJp576+AvOP/+CC/SI3asiiupIC0uxoZxqqYEV3Kbov/zLv2xIZMpGRVGnUklogK0vLaZeBFXy58njiPxlRdCrLhtPzbvWnoTRsWOwixzxFGA3basVlrf+3b/7d//6X/9rCx8dIUN5Q4PYl9qe1gVeZykUQcdmpwr8L7jgAsSeOxhgceRf/st/6W8IWM7H0jESfc8YlabeX2jsXVjw3xkzRelENlV29NXZZs4bBGHdeeeEorDEnw67UH784x8PghXLV/hRiQ04xXSJ7yjosPS19mqi2QYhyDqQua5RUSmXUhHEbJYsGEw7jbZsUTE34UVPcLfbls2b6BSqRVR6fcqq2BlZ5gVNOli27NJLLrn5pu8845nPiFU+qKgdqV3z9V94446j0xA4pmIYexXyhte/3qs1vywAQm26cHzWj//4w84+2+rGtm3bzQikG+q0MybSivYis7SkUgPra3GNpjb/7J/9M3+KWZIq6sJeeJcY2BGoFu063atxv9cUcoKntKswKVjFttQLAe/kCH9GzGvObdu2Sb4CrxOuQbXIKbylQqaHsssvv9w7F+O/VqGe04JMKmQmWchxVknQmO79+q//+v/6X//Lk1Qt2aXC2wzbHhSFZsLKbJmir61vxHyF3HjMYx7DjXp2GpKYPopRuyhsblY+GV/e/IY/QVmLD+8oCShpN6GoWUo98stpXWGYZCFBGITpCU89cDecyhoVY7p6+2DUwmar92UVLTQybOc9O/2JwKs++alvffObz3/hC80UAmOTDnqPV+OBHTQIPeHmruZflpBlikAd1bmq8cSTTvL7hLXr1pqYFKsGpbkU9sFLRAXY/MBJSHiTl3cEmVlgGcIOjD4eg1Inb+lLGWO/Jwhbn9tH3467tejxqLrKKTMCq2kyoEVx8VOzq9eodi7l1LrYZZddZr9fQjJeip0FFhW6ananRscTnvAE6yPikxbJ4pd+6Zc8OJcUXNj7jLOiOkumqO0Njn075tdGhQ6qjtvz+fpXkY2iHNU+ofBR7G4vVjoixCO9jKPzinmNNfM7rFxafGUosDC8ytPzJz956MDBrdu3vexnXnbq1q0SmSBQBpVOZR5i8h9/wQVSswfdSOtIkBq1ezveaR+lehQZYEv6plQOorQWgnEUb002bX0oqrUQSr0sczeWzm644YYyzDo0yAYB54j8YkYgZixYmJJw091lkHKMa15X+1mzd7TizZiv440NYUyP1yalDsOsMeUUqoPsY1QPChzV0h8DoyiGttfo82EojUaXQDl4VSMo48AMbjQzjrbbchyUP76F9vGq083FsFpLHQENCJP82cXx1sy/2gGWOhOcdRs2POIR5/gO4ozTt2855pjahvnc8xZri/0dms4paWXiVgNbyNK/k0hbENgEQxFVKtFV/FpyYDuoFtdKhWEeOjygSRkefstMJwSuxjYGD9oMvW3bthmfVsd++qd/2ouPuFmED0U1V0kDrz9cZvsJcjrCi3btDBg10CZElTQ/7KyhKBZOUpkxU9Q3s+IeizsFRozQ2A+C9obs6SCXiokIOrz1aWFP6sGOUSPV0R726Iq6tERL2EMpGrCrhz0GRFfNXreEhmrRkEEVUWlf2mMH2ATHg886y91mwxFH2FAhfsXHHGMAkxRkiwHWxJUQYlth7YDtPVPQW3oTwWzAMrXmTb+kT92KyaR3afGMtA6qaWRJp2i30GB9rUwrgsMYVBNF3rWJK8WnJdwpXaCOICvroYyD6lRTl4ptVvCm7qi4FEqisEdOASdmo6krpUdqdqiSjB3xIsuMmaJoZZ+bnlc1DIrd8cdRyeM9QxFgQalFN7hk1HFJxVRNSwY/CVpQ5ii1a0HmHYoWcrSg10ivFkUK1160F8M0uuqYok47doVqEmJPpDlVYk+AZidGNCwPrxZ1ZLG8KPr+vCFtfnTMYOZxbc3a5jcswoclKT235gHLNVcXCSx2ngZzBhgkLTb9iSEV2osBOW1xnQhYjIihp9PV6VIyMhsf6zE95NGqj/psNahSpx8TA1xjP1GOCnvUuWzhQAUlT+Ms27SgxzsYrnlERU8CF8RkpOFNgFGXiu81NOZOiVKJdoytCc0h0U4aoOhis4IMDe1Y0iMqiIsElNodkSm0JB5Yrh37XJkV1ZkyRW8Ow1CfQnKDV7GbTe66Cdb4EPsaANrEETfSB9zGnu+dQoaRtKHsGHFFSHrCc7VPWdMYLDAm2ghB2cOmgTiMIbYEpZKXGgANGQnYFRWWx3hcSmyOARiVXMXYKOnrKQpnrSwaWEbyaGZgM4a9LwQsOXyHhiNUg8zigQVN0CudQj5dTmlPPy4xsD1UifWGohOuXFOa/q6SFJMUHZ1jUGWecAWO03QwTCYJV3L4NTmqlFLRxFlrgBSjxc8UWZgOCobMpl2J5TkW3lhOQjJIDF5MuM6UKTI2/IGmAwc+//nPZ+AVczsVJjJa6dk6V8frGxW/wgoBrsKopZy2rP2xGDlwlHehAD5yCmMq2EvAqZd+TR0NuKUniQbKhHTYixD0UZdjOVWxdjVH1jdN86LLIoClO57yaGZgeQpYsZVbXwcZKhYJLIE1pIPAWixYemB7qFLnh8JG7NBOn9M7P1wLqnhhYmVZi3oHGadpcUlBU4pOcQmqbm8f/ehHxV4oERQwS0XjYLhqEefM9q3EKMujtD4SVSwxS6J0nlnFvokrM2WKTGAON38M5oILLuC8USe/OjWhUFQUNgQCFvNWMaoVgYjFV4Z+WPGkJz2J83AMl6Mnq6RqvilxGC+y8KpA7dprr+W/z3gyJQk7XhXjn97CjpcBeCnNEe5+XbNt2zbr1QYVdYoJIZux4w17VOOlUcHOcrdrn9mgTzeUvb8mBnws4azAFvM46LYpfc8GrGi2ZSMTvTfVp6QF2IDD6yCTfpkNWMIJCW/pVrdN2HqDIBJqYBcZ3HNY91Blth8Nciqd3gZp8zNzFa65yjAsDFDaPm86XcEiZnzvAFU2SxkJFUfI4M2NPbDgjV8k8MuRaz6Kd/QBIR9JC3vCdSiq6dCo9ijkj/tu375dGjURpgsLvemaRHuNKgOoIEGsquhHIaHR7Td4zobq1JmCmloTi73jMeRYxnOnBrBK4ONG8QSOEGQ6+Py812+xXPJeyjOeWUnBzql6uAJiopOrCnbA+WpTI6Rg52MH8U2jEu21anKASDVe2mGny0nAzk6vphxZjlGJhGiPAQkd7GgUdvrF9BzuPRyWKlnMACzDUnjXhnSzs7ZYnBlY+Rcvmb5TBCygWlzngK37ZTZg4YlR6RnehARg9YuPsiR9jjRj1f8dM8Lb+syHDqrc4ZoYE0jpcYu4GhNpiZxiW+INsJ7F2KYdI1jcqEChkIBdHPKIaxGCLGGTaJf7fHOsBT1eIyWo4hJ7JAyyk0C1YqToTZ3CfZTeyzCVPeqKOgmxOdqHWk4dUQGwQWNWVKfOFK0iL9f7fcdouLcB0EQAo2NZ6k6VGkTjDQEc4xiHpVvikKXFJbC2fE1gqThFEIF0KepaohS9ihbHmBXK8EZ75OuV3CpDwCraSYvqHNnmqhJ2NOouaWcnXSGIouY41wv9htlqUwEbk+JazBbEuSEvEljeEajAvCATeOO4S4sBtpXdHBISKuByJDyW99FbCmAHUS09HqeiOl7XqKaOJotixTbsSmxGo7iUcFUPMiVcnboKxkCHIIOFUnVHpaCaUyyQiXzEBouocwk9sQI4ZGF3HGSPDSRINI4SMTKVuTIrqtWiaE/Uwv+axfT0MUJhPS5Gl2OEDLaknfW5VHhVahb4llOUIS4tudoobov2ELSEfWJkoSzsyNVpj6iYXdhV0EdICNKCK6eRU6SlsXexcCyiMjGwdHTsjNZFApsUHFTjdXG5Vtfi2nRQgWJCYGuWwlsa6xaNSwbsAKpxkDoB0FHqVNEe95mhTIJq7ihhdwxjjmYBkVbEFoLEW8hK7JWrHVRjNuJCUNhLS6kUsrpF48yoTp0pYND8reQeFMXWeDvq2DG3tbgZfhOyTy52FGXaY8Yg4q4WC11NBiktpRIhuTqnqErWcy2z/vN9BVYcu9UoC1qX6Oy4vCBX6BcENgYU4aUS+YW9OV0iYMegqh+/8Y1vlNtGbHDqvm1LGNN+9qSxMaetDw3XXLJa6cF2XmwU5padsx1/q+vDq6EvsNTspe7qPwyqU2eK5IheomgQVIY7OqK1pq/rIddi0pU6OHSbSVfBpbSrdBpzacEjrpRRlGabHu0MLWSDNIO8Q4gG2SZpaQUVaXBQwpf7lTpk8miax2OniquefjtZoPDisuHNZZ+47AtXf977HsvOY2yJy0MdH8OVS0FmDC9gvWXUoUNpwl5rKVDUjVPXx6L6hje8IVP0iAXaa1/7WvH27ne/28JEeYgoSmtUS6OKBPGhD32osNSX1Iu/pdIhiAQL/JaT9WZ9NbCMYTRhsTjlgWgoTdjnCaxPpqlPnylIX1wfDnWp2OxhWz851SuKfQHtZZA+KzTaQ1Ba6krLN0cQysGrg+2Fxp4Uf/zHf+zYURqCInyOHhSLQ6PobSrDRLmPWUY1zKi+9NJL7Rn1pS99yT6UluL9HsmvGP2U8D/8h//gXVInyIpkEm659ZYPfOD9r/mDV3/iYx/TPsr9tI+6WgQOreBKGXpVI0j/y3/5L36yKbsN0nR5lxDYYagygMasU8KtJAUbWDmVPvxCFM7y7/hwjSMyhbj1yim/HO94R1FaSqVD4JQi7DJFJ+oCyxhGLvidux+YuYUMig17v30RqM6SKRrke+iPwdGlztQuFhe3ESh9N9qasPYqyItrkFlztpNaB7tCP8jrEnYrQIrOVmTcDlmjsi1FTqfiWd2AtMdx3oZ2rmKd1zL/bN6l6U8aYT2BUQQrKcB2iaJWvrBziduyBCEyDDlZw/3kP/2n/ySZulcXhR0H/fD0KU95ygtf+FOPfuxj7NB72Sc+USiHVro+DiUaaIzSMbyA5YUs7NVVbW0kdRl7OAzombphENVaBHjtSGJzBwYIHjFj/1QjFqrCzwAeH64RJQnqCNtbcK3Q11rUuw52LrerIYPjBVfKAPlcA5sFhgjxqUiWWmtKvPXpYurzpjpTCJrLko3/g9YAi892pjTIfXBh3A5KHuQKjRuOryQMBi+f4a4D/JhXkHUktGq7KCDDYvuZ0Mv0fkRs35Qxe5N0xDrFhd0fbuCCnVf9OLqjvW/5YbsoNGddOwaFTt4yH1jSvQl+xjOewQV7lvhZgXfSEtnTn/50Wweee+65pqzQttsoMu/56emb11OqRQx5x3bq1tN8M/aOt7796C1Hn/OoRw5SDmXviZn036FiMQNWufrqq//jf/yPDLbFk2FZC+0z9oCtry6qPh/ViIKbt7PPe97zpC3gaDRTM4c15BK35513Xgndvm3z7SAE7PbR1xF2P/K7UtEyOLkL+1AhJKDXQZQOJYjCUZews99HWf9fWx772Mdyqraxz9gGqtPZwnWWOUVz46u0sbW2TF1AcF62lpVB4LQmYCoWZajNiH3m4J0f6M3l7HxlxA5SYq9lqmuRX32m4f2zzzQ8yWOUODrh2ChueQdlRiAhisnI+9//fncJNtSTmvAW1RZ355DomlNIpqoMAdas0qD64Ac/6AFk69atNlby/c8ll1xiiwd2mvj823/7b23iqD4GWJcUpmzdtu1JT37Shz/8YWsxDRBtKSZ2Tkv7JJXCG0WDLEHVVRvG/NZv/ZZpUX0PDHvhnQP2+4Yq8+jSs345Km3ZdviGG25gmIRr4ubm9Bu/8RsZ8MjGuOaqMLNDhA1sbN7vPldcKAgU11RKYypaBLy9/9/0pjeZJAraDvsY1ZGAXoQjc09lszipH+7C3pcpvqqR2zFm/Om8MTyetHe1q61vR0vBcw97v/iLv2gW97rXve6lL32pB+k6y7Iei6LSk9n/V6Nus62ITOFrHLfTktf7RMPunK6SaVzZfsY2YR7df+3Xfs2OyZ0ZQchGaXfVhJO1ul+28iM/Py5UH6ca9LOiX4ttpMzvRkbGHtuxQuMJT3iCfaLcNHzJ4xsekx0423PR9MeahRvLeGCJIpB3D3jQg+xicG37x7thm3d46QsEynyrpjgL+9BujSOMRMMG/eKjw07XdFXPbkht83BUQyFW/+k//ac/6a8QrFpl1mZXOz3ut6TuVZIIO5EVVFOvRacu5Hz6KcWgDEuHpsDSdbANNknfDmAyhQEvmQ6iV9g7YnPKhSRcZDaqMInWoTVlV+msqM769FHp6/jGW/nVbVBYA+6FL3whAoONS3GA6Vqcdn1oL7uk24wEaUKKNVxHkdVwlDpF2HWbKPQtnXq5VCpU0zJULBr2Gz8kvOhFL3rOc55jehKDwx7LU68wKLIXXamExkhLa6YAdlL62Mc+ZoCJJ58Gm+ha95Um7OZsMm+uAerYOQrYOZvbZPrkpz5l75691jg/95nPeTx/9GMe84Qf+iEENEbpbG5MAqwRaIr+q7/6q0YjqOuhFXaqKwxmM2SAq5LIwXKZdmaINOuRxtuJJ55o2EvEJlySr9xhM6uCamPYsDTKI1wu+XjXlJbAIj+VFtQm3mrVuSRETRLth+pvoJgOdOa/oRmPKrHCJb4oUAAAIABJREFU1fHRj370b/7mbzJ4FKqkVTBE9hTHIQNpIW4/zetjzUSlw+LWYQpkYw894QVePKlpCtcgrxbD2w/+jRAbFg+CW+RApNRLBbsckUuOqZSrqQwqrQmwSBNuLHaRHsxT83kbx92zavZF1IcAyxgA/uzP/qwZhG3sPHGIY8uTomfbtm1mzuLyD/7gDyTWPJ0yLxbmONQYnbJ2zdq3veUt7333eyz8elD8/Oeufuy554I6XENBGyqq0zhGKUpi9awcZ75pXQBxp3Mr9gLs4rEdgmrMpt0D3b/6V/9KppAajHaTXw8gtqgzk/dTC7vL/NiP/RhihsW2HDte6wvLzB4Df/u3f9sDyHOf+9wOWeHttJNjmAh1ekWajNORnNNBrprMVXdHSyr/5t/8m8Hki3I+u7EK0llQnSFTSBRzPzVhB5hqu1NnnHA0s3CUJjoEJT6SLDtXcyr0kWVGN9/V5npaBlVTZ8UOXpSqC0e3LyOtVoF3FHvI9JnZhEeYPDQWa3O1sNcyl6o+CCwvHvSgBxlgkq/lTMGUI9/VGcM8Ae2YeiwZAywCmdSinTThV1nLV64QaGZucXM8MuPdLMgM9ksYASvHveAFL3CvljW4Vgss7HXjktQHUS1ijTGTfxu+ct8bt//8n/+zeYE7vGXjl7zkJdoFUpDBojLUNfMRf/wBpLrGMjx4B13DPpQX5dOe9jSvhOzNJ1zTp8U8lQLLUHYEYsNLg5e//OUGC1Q7ZIW9ljlbfcg4n0hQf1YxnJyJkrSi0qHQAnSl015OEXD4+c9/fqZSpb1UhvLigpoJZDYghZoHB28HOqtEeIMmgiKwrpjh26Gb5cKobk8d71Dtg5Qztgygwk6WOApBJRUtqfM6hToVti1oHrKd7qE77vFbvQP7Dmzbvv2lP/MzecjqxNlULtC7ILAXX3yxQTgU2MI+ldJJiQdQxcgMz8hWAa1qGWYmZfrdc75nPWPebCKYjEeV2R4Z3I0sKlsaswA0GFdjUCXcU88//+f/3O2NXlZ1uq/AglIZ9FfazRzt+43qLHOKxtyezYO4DDoztIXbeIc6r9Et9P73v7+Rr97Brkgbyou40KdeTjuMQ9nR6Fdl1FXt5VLzO7n8r4hefGUhYIt2Fa6V06JZyyhgQ+M+9vBzHvGLv/xLd+3Yce8TTnjUox913/vdr7CrDMqsr46ph3EUO1RzzxxFoD2XerAa38OG+BgLRl0ahqqVP3801y3BvUTdWH3xi1/shRcjPeWZ1TKmBE9rWgNsR4N2TxAWjPKZVudqfRrX6pbUtUs0Xnv7hsq0YnDAh3EUOwuzTjyKQHu5BNjWo1lQnSlT9HDn6phBNQhKY2Y7lRCsqTsWN2r6oY2FJRmEaj3XmenVQjp19FoIwUL+tJaHNzb0JVdQ9BtnrlXSpjWPYdQuCCwalB5YXnTxi81KDJLEWdprYCd3YjHARm8k5Dint4JickuGU1aiOqgKAwUO1t35Lpw8H5kj+JNcMkVscwyqKh32qDMpyOzVxIS0NDqWUEl+xDuYaAqxdGO3XooYExzC7jhDuEZ75ORYFJV7fL9lstoMmQIWhwoeLdRzuZZL4HYsxSlXi62QkjIdJXI0BVYVlMhg6uhS6uGt2eHIL+zFO9KwY4mEqI4Q7BoLpfsGYgOjPI84zVVkURr2ckqCQj69iF3Vo2nBCIT8V1QsrjIFsLG2RgawCtdcmgRYZKBwxMXsAOvmhpeDWgIsKBSKFBWXyrE4Ozmw1KWQo5BAO410sZyKWL6kwI5DtRhjWSqx5/mIGab0zGOVUlBl7Zx5bbzhBUUkuOQ1mboKdkclvCpBtW2bQxUldVSEXQWXdRynUYE4IUeFNESUFpdyNXqxKOo54iVHQVn6FKoIwq6dFHDMVvoDaUL+9GIhZp8HPGvIMiv7BA27XVWHRd56sN5pCv/RYEEfr/IL/MbF9i+k4wUH3+KeunZc2HOMTOwhozrqiurwIg6v06hGoNEdg0DwuerUchQXVJhNMlGhR6NeThFgV4gywMrVmXGP8Po4CbBsZkCCLN45ZTDzUtIRMW8GYAmRhfMaBTvJYOE1iAIF1TTODCz5CQ/S4osW8h1jef9qC83i4R1EVQDQpRM5EtdYIh70vlN17hdUQ6PFHYJFcPBeEyWEFfSOUMKuhF0LdzQ6DbuKEQtPl7AHVUJIYwyaGBNUHcOOwCUE9IJdu1PhCiIFL4LAiF4LAkfCkSmUKhlo6b4W0dnvbVNnivbRsc2ay5tB5fEs5jI0pjALakDJ6Zx9Lveen9tq8/fEoeZXMUJTS4QEAseavVylLkJAY4MzIMoXRb4K1Qr2SIuQmp0El3x+q9uuueaa7F4VAu0xGxcJpTEaI1BdwatrtSx1gdiMwLIq4KgIjpmBxW6nHz+4tpJPYABUgQxgg0xpRwyBqNaoPhWw6AV0MMROjg6NnDQu0bGPKoG+2XWkS4l8fo0KVzQxTEXIyS/C1ZgPryNA8I4K17DHI2sQ3qR2UC2qSUAWtItwLQojqZYgrrvuOv3iagi0J9TTKaVRO66cpoI9cuLvzMepM0WTAHqbHetpr5HFluyV8emYkGqoesmica4XVSrsVrCA3o9bmgTYfpcVn7F3eJ2GHVdhF5To7S9gYIQxx5ihjqswFnYSNErG2flKuonl6BW8qTi23PP0EqJEgpWnhqYXbSFe5HFJgGXhYoDFDljdAVi9E0z4laBU6SCDXiNMAsu0wBY8i4S8F19CYGtUqTNcS6ezPOEavwZdQ6+wzREmvLvhhhuaYJ0yXMl3XzRip0W1aBeulGY6U0dpqVOhoE8FsUpB1c2Yd83FHkHIpjpOnSkaW3p/Wd2k6MILL2QETxzd4U3Scky+SLbmgJLc5r4hlIWjHOkXkD49xAhHd2mlSNCYXlRJFOJSCbv+9nMM2d0Xiu7wLuEtqssNMEkneMEOmc6WWW688Ua/U/LdrsdRcUNF4WVAuUswAC/LHRkfXjcH2c2lxqUg3ft3KtwHiacClmtKzAuwzFMMb79r/OxnPzsbsNDw2TixPk8Wl5m1wUQBke6mlOUgckSmTAVsujXAkoA37DpFSPiVEHhrYHu3pEG0Jm2pUaWdX4zPljPFLxWNrragzqEa20AqbKDq66xLL70UqowXcqDAJeoMQpX4hV0FJoxLuLZ9sg+9yYi6r3s4CNWEa9gHUYWAPlWwQIa1Ptv3FtYPC9SpKHqpxq5Fob2Brk1qbGAAXpMRg0XANxfyIslUaKbFiqkzRZMn8oeo24HCRCM2/cZo8ZSS8aYFsikokTE4U6kA6pIX7CEOfKQFO56HPShEBS5ZyTezYQ9SOhKlum5TSEuX54idlqjWSSZB7gzYXUXsqpiIapYTEr0REsvDi8VAIqHBvC1zE4/eBCSNizhOAWxtXoClFw7yb5CZDVgxLUCDgNu7nqKoAJvuKPDOACzeFLy0sLmJ4HYiI/+qBL0C7Nz5IjAdDFe9zDUo6fS4poUxCtsc0+kFVT3uu1hBEivcXUIDjTbc1pPTMPfYi2vxTmr4+te/DtW0excrJ1KEC3uincawR7VjdMkUHpBlB9o1shO7FFCHa/DEzh4qkMVyDrIcqgI+0haJ6vSZoklJbVZqNetdJjKUZeo5wiUW85DdGhGkJXgh0Kie09o97WGPNE4WRsRwcQos7U7VFcKDBZZ0SS4RpR2L09KCJlblEl4tCuIcUabeNjeHGJ8KXhU00ejotNQXVZkGWBbGhhpYni4SWKHJBZIV0mpgA5q+LqpnABZWwTa46TtC1Oklv0gOjEsD7DBUqSNciTGJmbijhfY2rJohp8KwgqpLBXB1xIqryCKNEPUWv+agjt6IjUdOERRUNUY1VLFTpKXmDZdoj/zw0lgsDxeBaUSvJUpT156Oi6g0lvpUlbnsNQWP553mvzZZt2yM415Hgsa6pZwGiOIYmkFejYW+FjJIXJOVeql0eMPuasFukLK0qJR6kdNpmX8HLFSzVn4AgNUv6Y7a01IvlUEPcbk6CbB4aelIiGTHOe253I2pDtNkp8NQxRlFOTo1uiwiePIyaCM3JiFQxodrhjF6FQv8notLLsBL2iSoosQe1eWokdgfEFS7xhUrx1b6WSCAjiXuXix94MIM7EXcYMCVS2Mq0FfGECx4aZHsY+X/7weWd0JzrJHDLzaw/oACOxLVcrc3n/fHouwQodJxb3y4uur5Asvb3/52TwrWv+yX5cuIjhDI1OmmvuqSWYPi4XEQQC2DjTX7gvVFshf5s2WKdqTlML0ntel1vdi0YCWdN5iDF2REgDdlEuJBmiG8zfxqqcoUwA5CV7fU9UHjcnWQhneIf5CAXRJsh6Nq+uCX++WBy0gud+8asRqluh4aLLbtVbdZlgUIBNdee62FiZoyqGqpG8Oelj//8z+3CP2ud73LuknayzHxFgmlcfJK2OfRN+E6C6rTZ4p2Z5D5zxbzLHEi1EDASo9hjg1C1d1mErdJQKYbykSu1lFLq9vRK+lyqutSyFpb5tlTLk1SCXuHckbsO1ImABZHfHe0su0uVINZ1zuycxrj4eNlk6MFS0JqygivWyavR/jMEsI+ubpJKUejKsauuOIKoIECkgQKNumjE3LjUWW27UJEnUmBvf9tNmFzU68q6mw7HhOUV111lfwiWQzOaALLeAljoAj7IMEMqWL6FU1q+7O5IY8PPDcNs00T503MbKxgmyY7TeiPWFzc1gdDu4EEi/BvfOMbJWm7YFrvHXS1saJKV1i81dNVuq0DLjI/D/25n/s5P0gvS1k171DhoxpnZhwlcF77aGA5aBEbqn6Y4PdLvuGxI7PfPr7sZS+z0BUhY4D1uscmCOj91tbub7rGGzubZb34xS/2q+eOU53TeRaOPsGVMppk3BW84y4v5loleFCLZGE64J2RDTX98Nx0wCsGPzw38qNzDKo6xZs4XL/7u7/rucNG/n4tYsc2u0UMKhpsKT6Ro8hQgzRaUgrxVBW8U9GPIZ42U3STUccUDhvev/d7v+dpzRYdBqePJmRZD4T2hgnoWEplqGWI/eDfBi36TLb+zd/8TZVBylo1ge6QtiHB67WrrJSr2nW5gaE7vZEmRIsSaaUyKHxUC5Zab6/ehWUU++j2roSe5DkOp9KcbyW46Q35q171qtNPP92mKTUyaOJRzRuD3TMlC295bYPsDmYnzve+9732KJUvYFVwGGQfbXD3Ct6wu1AqXaLR52EplpfKaI5JriyAqlmnXbltEZRP6axTfPSjH/Xm0kYV0rGrdBRUUy9aGWxqJkotcHiN6scdfqhu9yYxr2tM1goIHdeKBBVZ3iwGgaKiaFEvNO2VudO6vRCMr4SlgFkqMzyATJsp2hTVd2SInTI0g2wrvn37dtMBYe1uZu92M4utW7cOYaiaOCamPbBdeumlNko2DGxI/ZrXvMYv8OshUXHMq7oVPPvZz/ZJlfQcxB1lfXMNGaQmpUhSq1tmq7drFEuSthcAFqR2SbT9Mtf81QzG//qv/3r2+OzMljuOYOSs8LUhnfueHevNSqRv3wWYZ0G1ip4O6yynSw3sIrFdAFXhcfHFF/t60DxLCrYPjU+zbMgu9my2bNyOgYCnpsyeF2D76le/WsDbmsy7DzKVMYy5pAclGt3haEZz0UUXmSfayNOeLH7Y2on2HwRUpx4t6bq6A0uo8cdTg3sXyMBncPpthQztxmUXKfkiGCELi0oNaOCwm+Bll11mSOg/mw7ZZcQ2eXK89eSiCFddL0KMGRCj1H+06wyzQUVLJy8MZS9yJqywfsXccmaNx4TcXbIxwIY03vlDJHLxr/zKr4hsE6UawzHA4vWhnrU38wjfrSl6xH0vt81iClgWicwi2WNJBWwxbfYKYOvuqS0UFTKFhwUV6JmN+ijL55jSaCErqLKgRttczJ3JZrnuf/by9hmV51/70XvV6nunmpIopSPHVNcG5ZZUZYrs1km7x3YTcPlCrulImN3/Hud8VGtIehRj/50pU1RaAkFUqPPfj2RtQiMKTeT8zh923ParXpGNAGVhyWkQcfSgYW4MrN/+7d+26dDv/M7v6AZ7EHkgN7UT5Tqj+IK+LHyUxixnardaYRryzne+U8owGGQNlwqZSt0NdftU9caZJtf5f/PPIksLTV9GQSlNDOaIwJIppAlXDXWn9Wp5YamBDbuZndumbSk8RZtQ/MIv/MIll1xiq6Us1xettCiDwBaCBSvYF6RZkKACdkHaBQjGoypBmMNa/THxVFfe9KY3+XMz9qQUOYGxoEpTXXfKWfMOoW4h04OhWdt//+//3XzETIGoYlmD6XxUnfq5l07xebidsgS2EDVnxGtPSY8zPmyvp4roi7SZK/NRnVrgwtOkIZbR2aidKwE0JwCCnVDTyPMLLrjAnMKpgVqP88KikrojXsuf9raTYqHv7md2h9fThCVJ2JVFpp7m/r/YTRzOPvtsiVndPcE00uMiFmPJBMezaCdZ9JkXUett1FHBsQhpDaqVpCBT5Mm5/hqQLeef+MQnCiwTNxm5g0lhUSl1YF5++eXkuHlaxSTh3HPPBRFIgYOsBGJhKUr/d1XmgK3QmN2S0agKCft6CjM51P3M7uf+fMTrXvc6sLhURnuBRaXUgaYuy3hn4Q6H2P3snHPOcae0V0WdbQtLccFV++i5fbqZmTtTLS8YIG6uVpH8YYHvb7g2qE6N7EyZwoa7vZRU0AwKpvoW2K29yRfWhIx2BJACnxVNFfgqIXap1NNiXcOAl+ax+0sfEMRSRnvdeehr1aCnwsOeW4G6jn/pS1+KwCCRqmQNisoCVXQtzXHp1pYbe0YDCwdOmRdwhy9QsoU0DpiUm08BswOsuAemIQFVW2OLSAS6xu/rCm+NRg1s3T6+zsLxBNNdjbReqEzH26EegSq4PL6Z6kqdbuPJDsLG6qaQKyAUVFVKYzSY/5rWcdzueFbNvYcyR/P8u3XrVmILY4g7vE4tSOOSGnQiYrMMfyLI8NFTWsL1g4Nqf47UgXf4aTvGdWKJCp50ECmnLtWZtW5Pvb5acCmN2JXSXrAbbtj81vAW9vpiMaNuXES9BmNWMVCdDNikzngHkI6DTkcBKyMkUiOBoXAuUBe7FwPOYniLAVWlAXaGW18lYQFUpQOPqK997Wv9BSk3GBNSLzvd6ganaXEtsNfy3Zzc/zF62Wc6bIpnOqx0Vn8Kew0RaRK3R2yLHXbNUPdUSIK/CIe99GzNUqtOvc4+6uOJW5bZUZ1+TtF2X/nh6iB8g/6MaSmIjKEZvFSgxz4BOl0BM7B0RbTnbZIwBR16cfrGHzBgp3dgaVZ/6O0DuyTYmgH3OqkOV6nW07EpgOxpoJrPmq8ZpfXw64BQh6u6mZ1FDQ8dViU92an4CyxY8t1n4S3xNpia0XgG8fba61U78avHgMKCoK7XMkmTXCw8eTbHdeWVV3rc3rZtm3oh61QMl+arpplQnS5TNHe+dn/fuXTdPgLU/tdQdqxsWNuiomOSAjXULHV9FDsW7ChJGE/fkZAIcMRe29whm/y0mRr3//LJ5HxDKH9AgM0y3v8xwLYTtXak9Z5iuFZ3vefcRIUP/FTkjvpxrBOuuq2DDFFY8qGQ1/OuSjqhCa8jriwGdXgTBCSIRovT9FrjIA2Z4mqRkAfq0OfokomPRQ3LVY985CNjtjTh4fTiiy/2EkBLTV/qRltZNyiNE1amyxRJRsZnOzOcUxG8nPAZKI5847kjn3nliIP13EMs50neadSuRUEc9iT4sJOpQkI8jxDE9dtm0rRHaXjVVTBiV3HEjkamVyhipMbFF2gkFpdEFCGMnARYDgaWGtg46C63GGD1CzmJ0XQWqNM1Bdt/RMDOhWtw7XUSB8UMHxNvATMLajWqwiyhJWag6lLTOb2nNlxgUeBjSVI7fBLqdbgSIvawh9eloCoClQKpikKIvivs9DKAIutKYe950Pjj7Z4FaZ9+IEODy5zIUveb3/xmD0SWq6ku9KWymIidLlNk3tIAlk5oM59VQ7kZaip8g4U6n+N8nIRXUOOYehYaueeqTzA0quMNezqPhEZP2z3a03OER5SYTgvVeCXX8BJFb7o8vMhC2UhvzSOZhblaQJylIs3NwjbAA8wWz8UACxnewUFczgwsIZlLQ8ziHEPhGdBENlRhG+Eutbg2wykF7/cB2MWl4hGoCj8xVsKVa6KoE67Cg19B1TGo8j1b1KnAJ1fJSbT//+2dDXRcxZXnn8EOkMSQAGE2gMEGwpgvmY+wMAthEAYGh4D4OiQEeRJYVsyZPVnEMgwjYGGPyAwr52QTZWYZQfAIb2gzk+awNMlEfKRtkEmQx9tm02Ytk8h2E0ea0M5KoQ3Idgtrf1W3X3X169fd772WkY26jv1Ur96tW/f+761bH++jqUICGSraLodR2NFgicFVqkMAvTCHgwdVaPBwEpc4StdAQuFMXZrmZg0/I8RShTgl5RzRiNnEyy+/HI/H2ZeFsjxBpiGJgmrISEETqnOon24hoQmPzaOzeA/oUCjOpC5bSYmoE2X85Qi+BEWexZQJAnUph48YTBhCZjKmIhnaZaMYDkAG6FSUpsmTPLWkos0Hy2EwSrhUV4IFTOpmozjwb4qAxcMiAwuSODQPF8AEJDklgS3ePE3AaseObCRQhQFPx7k24vE/VMNqoheMjWp2I1zlVJzK5Pn2FA+hMMLLJcrhE8RdoQdVqvOb3hFQRQwsojzN7Q4808nDXeyhigyUyyUeEeDRBN5PK3/Ks0BD71BsoqAaMlLQCj1RLc4LcvNAMb1OQjLKiD9xNKkgItfcJCUcedybKCOWkELJe0o4BSz7SKDFwODCDS2mJDDGYLQoR2naMKSi1IWJBHsCjZGhroy+ByRRui4+UnnqgJUtLrQ2UkneUyKw2EeQAUyAZSpLFKY6IxV4gjZpGoB1e7hRJHQGDmpxXmAk7sp0AL3QFI1gKHrZ2nFJyiUjjfIqXVh3pSKQ4njw4a4Kz1DQ5ynEUQXSSqhiFCr6uiuXpBYZEcxztGX2XGIOrCpFQjV8pGDoU4tpJSUS86QKM3n0FwXEscxMFURI2ADp5WjUICPJUw4fktHQxAhKCBCcMpXgwWReBmNCyC/BY3VKmJiQiPcckQfOsKVp4SPWAnciGje6t2zZIlNr00rkjPLDyJU9FQMAi2oa0cJB1PQAWIC1DPAgwPKUN88RwYHn6IEIuDClhvZglnti3A8V2KIjeMAKfAoHFdALjJifo5EsBPBecOQoqJJBQUoqoUqT6E4ShEWCKqjK8oEJLLMJ3j3jVFAFWCBFDNyVROvClqaFJ+4KW+ipi7syQ+TBDdMccjKbIPFU6Pz586WcI1Uw37Zt23h5AuZGZUNApuCukVANHylUy+7bDjryITqdlj7MBYFeQBfcQYFywZdyUOZUjCF5CoVAyo0ZpNzQc5VEK0Ql+QKqtEjTMAdumpPEKWKQJCONClugJ8pgA6krPKMf9c23AvrRudg1AwGLamiKdtTkiGpTBSyPgRJP4YafycpcIDV9iUvSNDJ8CMBOURwuoApcaEfnZC+GDLiJFigikHpQBVsStaAkw9EAbsoplHKYCKU5kgFGpmb0c1yOPCEAVCmnOeOxVCTZkghPjgjJSyged8V1mZ6wScELJosXL4ZGWqScJTkq8BOniOfr4XzXUukQaXQLHSl0jC7eG0QflBTdBAvJIyi4kCeD3FwyeXDhVNTjSF5wVypoqwgHT55TKgoTsJOrxmC0xVXaEuAMUnLKJcMNGqrDh5J6E7CzMkKFehmp+sGBFWw5osXUAiv7Z4K/oG2AJYOQACuZDwfY+qH1RZUBA0WADl1EWcAkccrRgyqUlIjuVCHJqbJZLXeFAHqaE56wMj5MW1wCRi5RTruanzrQoThSToJGjGKukoGeFxT4lAYfy+IeLSWQMXNhL5PvCbBylA5iVynkJ+WHQqM4rAqZ4dIBJc0gIikch6mjjtC0lrfE2NHFmYpoU2x9HwDW4GkyRfFq5fZRYEufIBAha6nic52KrMV8LgQoMmCajKcSy2c7UthXRWBChqeQ9QVPcLDTxxyZ6EPc4YvBt956K992gJtNXJIvYVNypeZJ+Eghsc8NDpWU922YTbHZB1ZskensnNlq8A+YKoFbvbqO1HUA5uE+dZzkR1TM/CQUsB6h6jkFH9wuAod9FFgcVf5plUKhymRCHBLVGNiXL1/O3N4gE8pd4YC72q0LK2YHZJ588kneK5U8R4hZm0hDlVCFFRV5252Hx7EXwYK3/njQ027CiFqSieqxFfttCfeSE5oqYl9Jk5Ia7skbvxp+8dXXUYxFLhUpFsXAhocBXv75/+5b84uAwYKKYOoynra/pX5YpxjRga2zYbv6Rw7YiKjih29m3n72JfX6Fp2Xp1Vee+01cTntupOvvJZ6blUquLuangLCTE948IEtDPYgV69ezfY8z4PDnI+zsIjgqy5PPfWUrFls05Tn7eiDnNKbysk8JcV1judC1dPQ+xSKG/0jZJK48O7Yb+NPrfzttn+3uHnxT370zJatW8HlmGOOPuW0RR876OB//skL113zxVkHnON8UFsXYRhSin2ePDywU67SRxDYSKjOOuDAyV25p//xfw5v+b+33HrbIQerLXPQnjN7zh5n1g+f4SXSH13bsmTWAedFcFe2J3htlDc1WCnwvSw+JiBxhEez+RAZX9Phc6d8a2/KjVsPwwiRwtp7cScFNSXQI9Wsz5999vuTBz/zTytfGUh98P4Y09xj5x279dcjP1v/xmmnnn7DTX967ZIvlO/fVGJeKYICOkZlIUdFAq2nOrUqVfRQBjllMyrSRrIv7yjA+jKqszAaPhrXSJ3ST9ypA5ZdtOJGWnDV8MPTT13453f85T/0fO93f9tzw5cuYbsTp/rllsxLq19JvvTytTfefNO1l0VwV/yT54DYiezo6OAJC36ylFuhcGZawS1qXoQnfPB5G27/6+PUAAAgAElEQVTQkJlaVNkLjeyuESJFyaQ/OPSYi5qXnn/aH8xd+k/PPvP+e7OuueLKz5180iOPPvaZeX8w673x0044Ui1IAiffpjEDUzuepeOTLXwgg8daedjGZinB2y6pK89OeLSbTj6tRgTWh1PUIsChqi+wNVnuFWBLd/JqyuBHAIsil1Cq7c5PXHjmgmM77loee/Jv/tvDn1uwgM/Brk2tz+16767/9B//6N+evXvCOw75CaDuYlBuN42L8pksPgHNt914Y529Br6Iw3MWzDJ4d4ObGnw16xvf+IZAKtV9OYcu1DGTxX7oitxwiVAnchXAeif37oYN6SuaL7ng3HOXr3j8vzz4wILj5v3NfQ9c9ieXrVnzs4p3dwI3yWKPqMw3iPgwH5Gbb8zKPafADBqE+xICxdnA9Ei1a/fEvOPm/deOe2+85prNWzc/87+eGd3+9qz3d5191qL8ByU7lMHloxfwYDFvgnKf4o477pBvFBIpWI+wc8E3h/io/Y9//ONqtzCCN+ZLGQnVSJFCxaQoYQmxWaGx4Lvwwgs+8clP8B4N2zafOvzTPLJGKGXJUH+kwAxM27ilvGLFCp5a4bnm8gUIYkBm7wb54ulb6Bk51WlUKHz41wGsD7fpKIoMLMLa2BaAjTT6efWuA1XE4CmLA2Y5hx9+xAc8fsFL4gcdxI3JoV/9ksc5vQ0FPgcloywvjzGY0S840h2YVnAjg1NoDL99AdVI2qKD++yVrY9RrFIGk3HXY3TsncdX/GD9un+56IILPzbnY6tffvk323/XcvkXD507V61OAyffu6QU8sot3x3jWVfWHfPnzwd0oC/n6lu9nMxTgr62ym68dP96qMOeRgU2bDvV6aMhY3hGrm5jO0WAaqGiooq70p/Hfv/Oj158cdVPX7joj75w5llnPvbY94/93Em7P2Afs/g7KUb3KhmjHTwZzNi8ZIeCMTKZTLJJwcfo+Y0bNix4i4rfyuF7jlyyuU0JqjB0gXX/2m1UzYfomRYfnk0stmT3HIvGJ0uAGcm+s23k7U1DW27+06/dfvuffe2Wry/92m2/2/67x59YccwJJ/M0vE+18EVsFDG1YxFYpSoGq3K1yiW7Ih+G1ZG/GP6rVAxwKSKwATgHIgluyirsbHyqkPleMnVdYH2pwhZGRJUnKn/z9tj/6Pn+2nXrr7/hK+tff51Vw5Krrj7++AWPPb587etvBLxPX44qL9HwMCWPYz/77LOEDHYomKfwKRoexObuKc9WLF26lPBhVzTIhFUeelOXmOneVgztsZEiBV3M7WUBwUJcpnAbNw4++v3lRx155F/d3XHpFy7gQayPzZl90fnndvzFPfOOO+7v//77L69+Ofi2QpWmCcAsZDxTuAgQ16zCc/QaCReOmhWqE0QCtjrLCFerABuBW7QqLrDRapfWioQqi4tf//qtZd/677xC+8B9D7b8yaVbt27hBx+vb7nqr/7z3SefvPB7f/vISy++FMFd6f/c5mCVweNVTC744BUZHtbgi9633HILa3C8l9+yYtfT9HD0IW8HjlINg57pB1bFV0N7bITVhx5G3ZCE9LY+lURGrg8mZ70/Mfvsz3/+2iXNRxz+8V275TMBzOI++PTcQ265+cZ//mn/b98loMwKtKFcqaXA5ZFxL60oQLhwBG7djzAKsH58opcFMWVN7qX41CQvIbDqTgmkMI+IKlCMvrvnlDPOuPnaKz5z5Nz3x3fy9DTfQ9eLgslbl954xJFHjuwI5K6CKqoZeIkFvCrGXiabaEwi+O0yPtvLr1WwkcmtU/Yy+VY445x5UhM1qGKql0AW4MRCVQOiqoSGN0Kk8G7hlcrhLzhyMQU85/STzjtzIU+8cf/JDFxUZxP50MMO+8p1VzM52h3g9S27bgT4THV/WSuXlreFXqEhr8g/CrAVmUW6YJAJYtPyFkz18kvVS/YmsBFRxQ9PP/m4RacsYOaLu9JpuZuGgnRgpD3k45/4yvVXs1UR3F2pRW8HBzKECWYQrEGIOwQLeaOfAMG7ocwyoLn44otpSzbjBVVqhTUKVTyw1+OuEVYfhaW5EQL90cGjRrmU0OtH2k29koyuvsermb5JAZ3NHM6YjRIPdqZFkzENmOpcYncT80h1sZyQSS27rp0XDpTQNByKDIvrMNNa5Ex0YBEsbC8VFYwiCA0TkJGxy1NuQ2SrZ8ioWw+w8GTWTSoynDJgo6Na7q7GYZCTAY4FtSeJ/HI0l3jPvRxVrkJGLEBr8sKZtQyrZlNdzEp1Ssib1qHn1BzJePLCgSPMpbMUaOpANdKcQprVR4l8BFoyJFS1E96DSiQuSUaOlEuJAaWgidafQkCR4G10pkTKuZPEZo9UpxYPyVEOQ0CRpsmTTIvmzisZEgJAJmzhSXUoTV3y1IWAI8xFDDJYlAQxl+Ag0k71sYQtktCiL7AioSBp1JwqYEVxuIEz6gM1KoOPNCr4SFuAKQhoXIMCKwKDP7XEoKhJW7TCpamGFH5eVMWmqCAaia2NgqKaCEllyUBpxBYJkVwoOTVaSCFHEq3IUdwVDpRwZOJAht5rXE4U55KS1f2aLHlMLwhDCStpSLwdo0h16EV+qpOHTGqZjFyV6nCoJ0WIFCXNcV8HLEjISuIaYkkecMmggJSLJhSSIOMUyISXXJJC4cDRXFV9VL/9AmcKwYK9YiCQW0pAD0Oa4PaSGIBTrhp0yAgHjtTliAGgpzofxZHq5JFBqnMJDlJdWqRRqUt1khCI5OoLFZKb6qMvsKKa6IvASEKzgh6FZCQZ6DgVRchAKXlzVWChkCTA4oiAwPM/bPLLjhr4UBe/JNHcFAJrGjV2Eb0EyL0ELEphfY7ShQQTgyoZUiVUNU4Fa5cDWwlV8Tcma/gnqIqn0bpxV5ojGYYGFhgiKtVlfEJm3JUjEsoRi2AsEZhaghu1SAZS3BUCmqsf1boiBZqwH4P+4ogckRKhyUgyeaOJSFyQW6sHpV0op/ARDlwiz1FOJQ83PJjWt23bxiVhzhFQhFIKbc5c5VQowRGZ+RIRQENJkubImCpCT4lUMeWK2nH4joguQXSRvkQFoannWAlYeKKjKMJRMuUN+coMMZTVgYUAYEk850pe+HD8cIClIW5vazkNsOXKRS+BP1+jpYsKFBxBQ3Tcq6jSEJASI/jwjDRNoyTykgRq8kY3ucpRLhG7eZeSqYQQhHJXmMjnyxjTtLtKK8W2TKPVMxEiRfHT9UTKm266iV5n2jDaipKmfMozAjGQGc6UBG9UXD84vWmFDFpzl2tkZISuRGfSlwoR3SYLn5/pwDL0YUQembOADY+it4aykJiHoZufIJ1p7oqr47Fbtmz5gLdUimCE9tgIkYJoVAAfIXi5ha/6ea3zkT5n1hctxNRCZaYDS09m7NWRohZUIa4XUaUSPwI609yV4Es/JVKEwMyPNEKkKGHDqO4Z2EsuVz6hs6FD5eslV6ad2A4N6GudBlWhRJ8AJxrXkhlTgEqKZNqxEjmDi2GBWVjvaA57BdgZiGpZL4sIbL2RQtxCjowJTMuZ3dmxwyaQvHgGIzP7BbaXlFNSIgRsKLB09yWwCyEGFyaxbOTY5VXyhNtyaU2JMGTyxk9gwLamtFUaqufSvgAs8ge0gmgaBFgg5SUd4DWA14NS2LqgytY42xY1W4cA3feGu4ZCFfcDMcTwaGrkF3cFeVBlb6Kc0lMx1Gm0SOETluii7M2uXbuWT+wjK2aoJAf6YKGjjjqKTd2aXRoUsOX8+fNhXomhKYcbAYUZJj/ogAymvDyDDLSOkMxFiW5CTFuUcwRiEqwkwzYbvy7L1wSIbuWsprSkBrASB6u0SJhmPTjlwIIJKGEFdjrrAVawFWAxFk8c8SVIsJVHBqroVd8lf1TRiGeomZZXR1Ucm49QcYOvprsiJ1uPbHjjgTVlxtnYqjzxxBP5Rl5NVAENel6Spjt43JVyBJOEx+LV/AI7v70OvFyqKUZAgmiRwqd5AOUX0JCMH4an+3FqJCDvkRg0CXvs5aKeTWbyhp4ML8+ccMIJIGWukjH8DSWF2BLoedOc20g2sdDblOShIR1zzDGsjQ2xBAt6Gs1Jou9xl4TFM/ECYixhiJUU1cKRRRg0WxewYILP8VWOKQcWrfkpEGIlId6jise41YEFUiwu8AI+cQe2YItnc8ni7ALrg4dFFTTrw4XBeevWrTTKk9RMGI07wdKjER2P1z1AlblPTXelLiMlkaJUHX93BSu6zGmnnUbM8qjikQFKQCP60BG4h2KIxV0lRkggw5n51Q/eMeNzOHznglqGWGW4b8bRB48SKt+TaJHChxXKEMP4STHGNHP3ETriH2qXdjBVHfPwZr4ph4aEVeCD/iRpgwzK82VBO+iSF0pojPGojh9TTtw1bCGgnCNVYAVzYUuG2Aw9b6bbHKDBxiQ4iEMT0XjAlrxpUTjoYyTIrfpBssGBFR0BlkhtEFCwRgIWDgYuIMIRsYK9HQhb5A8LrCAMniQcgKmi3w6xC2xxuAkCVQgaxGAig7t+9rOfre6u2B31URxga6IKJgwtVdzVRhV4iRHEIHCwRYcJqHIVIaWcvDyIwXCFc1JICYLBDdlAklOOXOKIqHisH6qqnmIYCdVokcK/KYIuoIvQSiB9955Bg4Fu4cKF9nIU9dCKEGCgJ89r+Uwf4MBPwvFDrPARDlCS5JQScGQUgpgqTB8IydKHKcebhZgMp0LMkYkGNzX5xjmLN05JcBNKkIUYw8ANttiG2SD0zCOke1AFl2IIohWpW3JUpmRe4Q9ICWWgE38+5cAiPwMdSqG+ARaVkZkUGViMtXHjRnyd2dNZZ52Ft4mzClsQg3M9wAI1nxeCCWxJDCrAKz7jhacArLc40rk/qsy8PO6KaqCKG/BdRYyOhDSH3VHcgypugwcyI8AxcFd++8/4J5TQm1NcixGer28TE1nCMM4bVOEvwDK9ElRpDnoGMNZEuCuxSfhwhKfEAiGmLjSED1qnE/FgEbVgwlU6BaiinZGhCFodqEaLFG7IL4qgckgvypBHaHR74YUX+J4lc427774bmExcQB+MJEFReGChV199lfybb77JL77ff//9dABUJeFYsBWzQQCTwcFByJgU8Ikx3uTHrsIZRyRBT9PCVrDjHV6Y84YP82ehhBsy2MTg/p3vfAd877rrLiIFP4qNFUGfYYf3/KA3thTOhaP6og/w+wNSQhnoxJ+PB1gw4SuMPMaDV913331EVVGK0/qBxadBm69F33bbbbi1cAYKwYqj4BANWLrfmjVriESYHg58dZaeVg1YfzwCQWkR+XMBRuOuECMJH5XhczIUdnZ20lFFd0QFVRwDAilBYAa//v5+LuGKYPXNb34T1WDIJY+7wnnTpk28G0pdvufd1tbGj+kKH+jBU/xQQOCIrXmaMRaL4YfGsaGEDMEMMXGHD3DSBR588EGmRbg3iw46Gut6/BzBcAYLATerYiZPVbinYf6GixT+wdltD/1J6CP9iu6KYngbwwjBj4TDCS0AQUYeeo4AwXyJt3oxBsEFpACCKRnlsAJ6kun8FJ6jEwbg59VYFjILEM6CI8RkBHr4Y0uMSosIwGQPhtIiNJpxgTlkXGXeyJeICGqihRAjFa0LQ5FfjuotxfJSmyJwPiCw6E6iTVzkvPPO42ejNK4FYClHTUQlwEUDFtdki5GZBZxJTFgEdo7ABHMZuFArGrDMU2BFQlQSwErI8OBUBLY6Lp5qZafVa6MCYGJoDeokQxf7JnwAiV6NmsZdkVDc1UaVwHHdddfRM3FXIgXuiqvABxHEqdBRxKGQYZ/xBho+XcP2waJFi+QqAkCMAAZVqjCjgSflHndFBuFMOdAR0AkKTP3WrVvHR3FgCB8GV3iCKgmaMjyUt2psy6/ULgkXKQrBCBl8xFDeQ49FH9MbL7nkEuZFhFJBxBMpENuUiKR4J5rTB9AZaCgEaGhAwUBPIf2ED4G8/vrrmIowQZ8XI0FDgphETKWQ+TmUbEZwCkOSUHKEUqQlwxCBFekYrAP5SC9LR/xDXIS5IgmGSCt1a4ManiICsMxpgcsGFh3lNDKw4ANcmABWODfAiikBygCrnM1xogHLVh+cwZMj3kwGkMnvJWBroopSIEbrJJRdvHgxIzORAhywuDgnEkIDJXJKiZgXHJiHMpjzC+ZMKKhCuSBPXeiNF9AvQHVgYIBWiMUGVbCFobRFRRJRgDDBcIX/iylNVxJ5IIYzR+7asKIHT77TyySFukQ6QVVm61OOarhIYZQvzyCr+BOagIhoSCF5UQMFyJCoS0jmVDxGWEHGAuSHP/whC4Rrr70WPQ1G4lJSUYhZhrEJDF50FYL0fP2xTC5RBZ4wxzZwYI7AR7qJ5fxOPBaVgIINIKM55ISMU/IMJqzPmcXIeo9QhXioI03DEGIYSuvWUbmixMyCU1rXpiqL4uXAih9wCTlJZCShDqeRgYUJq1yUBTc6DN9WIY8iNCfAcgoNY2A0YBkGAZM+ALAk8iS6YhlWRWDLLk1NAVpgfdQh4QDibEhCnksoa1ClEFQpIdk+QExZsWIFAxVrKMqFA3XRC0oyRlAaYi1DQyxpGYfwcPJcpQrEMOcUehKTX+bIX//61xlccVcqynYJUpEEMWqxicacgl6Ab9MFGDNggrdDgLRAyqkfqrRZ+KplBHedskihpHDf2iSD2mCNuBxRAK0Y/9FcMCV2AgH6CL7U5Q5QIpGgz8sXBA3uVIFMFoGQkWDOUoW1GYgTWejbcKaQREOEXohpRRqi83PKe0EEFFixLcxnCzEM/LVp1DdFiDisj3i+gxtmCMZUBWuJsWFIBuhxbuhFAOuoS8qLLYopyaIawpPICLAIJvDawNIW7iJwRQMW5oyQTI9xU37zTmwkreOUcKYJgKUkGrDEF2ZtQEqCDwxRhEwZSh8GsB5UEQlIJXLhUQBLgAYQfFhwoAQTiKj4Cb7HDtGtt96KFsZd4Sn4kxFKMjBh7GHFTC321wyqXCJPi2QEVerih2xCAT6t02JzczMuDQFA4YSUwJb7u3gy4x+cucTWD5FIfBVpBdUKkUItPqKlKY4UyE1CSnDnyL0MtGIIIvJhBpZVXEVQ0EExVAJ6tAVoKEnMJsAISqYMXIWYS2QETdGQKnRmmZvRyVlXY1cTpKlLgifELDqIOzTEHjU7VVdddRXBBQPADbYyUCMnvYs4deWVV/K9U/YysUE6nUZU4hFkYkuqCM9SlNElQnQu5RHgTGGqkwCLRoQ2whn9WYDFUbiOhMiJRpGBZY8GNACQuGADK6BRLq1EBpZJuNzDo2OgC9Ii6nQBK5ByRBIgRRhQZeDBtUCVU6ZXclVQ5SiRAuEZeFh68Al4jlRn8iXuijE97koJ7sp6GXdikXvmmWfS2+n8lONdQApbWhEQ2PvgA3z0l2XLlvHDH5hAkIeAJLEMX8X0V1xxxVe/+lX4sFRhiOXJAIndMIcnTouoVClzrugeGzVSlMmAWKIzoJOAj8SsHoxYm+F5zDzp/yI9BIKRQI8+DDU8siUxhZtDCxYsEG6CJvQy8gAoQYHZF+hT5YILLmAM5BLEXIIbaJKEWGCiHO8kqEMvUlGOGPAhIQZBAZMTy4WS34OUjRIuwZAwROtAT10v9CocRQ3RIlz5sRawqIaCgEligxBg8T/Wq8jGJUTlKmhEAxZuzJB5hITnJi+++GJUFiTJCGcgMiJHAJYJHahKdBAwgRdR9zqwfqgiCd6FXuIVnAIpS2CEZMBgSs+33RGMq8qlLFTBBIgY0pkjEFNQgTWIuCuYQAlPwY1TOBB8WVbghEwr2ArhEsTAyCUoSQBio4okODa3kLlE60KJqNSCOZtouCtXuQQlP5TDhgUZXBTOMgFBJMkYtoVMHR4bKVKU4Y4cgILC6IY+6CBw0PnRgTwJJaERiaGBkkvGoYkmPKgHHMIKeqEUWwoTKYEPcZfZh1gFSqnFVYGSI5FYiOXIGHj55ZfbJVSBJ1MSiIGeIEIJCRq04JSMuC9HuJmrNhNgQB8Bo9iBbIqw+VrAoizYIjOeZHqyAdaYIDKwRMklS5YgtQAugHAq5qNdYxfRLCyw0IMnSaoDLP7NGC6n5mgDawqjZ/xQhZtEf8wtqAIsow4eK96Lf4qyArjHXbmdQf8UfIDdhgVz2O5KQ0BKWCHjQZXqlJSjCocvfelLtr4gRk8RSWiOnsIp1aWEqYcGVenJVcY/IoUB2eZDXsCI4K6hIwUtyT+vBHw199BD6XtAjwIgy1GgIWOgRBMqYiQA4qpECik0DI2SlAMHxGAHEyGwiQ0llyiHmxCb5uwqNjF53BRMTTfzVDEVoYQMzuUEPEsBFLLyEwNIrWjHgMAKtgZYtEYwUY1LgF8nsHBAfhsraQLnw6Y2+JDJqU1MvjqwUoUjlBgXYg9PxdYCNhqYplYlVGkad2X5JvFCUBU3I49IBlW0FncFWKQVzh6ZDQLU8rirUkcPolLRUHJKXog93OTUpoTYdAThg1SSkaNU4UgtLqGXh2eBWH/MhnwEdy1pz267Ul6iUXlMErXxM0SUBAf6GHkychSe5HF0NGdW5oHDt1Fmegw7NgdfMgrhyWowIFuaxvt5CqimDIQJj2EsAdSHxTktB8SiCZSdEmDxZtQJiEBwYOEJcUC2wYHFXnQtkp8JCsAGwq4yURVUJariV5LgQSAoH7q4CqpcDeIqEDNFDeiu8GSXIQhbKMGK0MZa3g8rrhcTBIhBF/Ol3KO/lxTBXUNHCpHINyYZxKERKX1lFU04spSiSlFFvxxkeJLYz++6twziIGylGq0HJPaV0xcEr0Ahz3157gvAMtIGxAqN9zVgP0xUASq4uzICBUc1uG/7uit28cUhoIdGiRR07kKoFheu1ds9ohg1TMZDYJ8GobHpyQOop6TKaQT+VJFacqzCPOylGQ4shtsbwM5wVJWz6oQ38jesTxr6iJGCUMF0iHCIdUmG3UzIoC+6M1OVydEUqqzMOIOBFT/eK8DObFQBln0Anjf8MCOFcmae85p9IHuN6pEPbhSZbZ4p7DP7MisiBW9GMMOcv/AMdxSsX94GsGrEw514+OXYk06ZImA1qurtL3YoD8Rd6TCk+q21H3EAVXyVlxXOPe987gpEDhZh5xRqpcOOye6JycWXXvbJuYcSJrjbuR8BNwWiTjrzjjv++PnHHz1vPndFlDPWtwI0DGY6sI5z6GGf+sIfn3CsBawGJ/JBFuaz3nt/9+LLLucnAmeiu/Li/Ow5F170x+d8/lx+7SSyu4aNFMQk9avl4+MTHz/06Auu/LJtQxHCU+IrWcGAmhQCTiMsYISJNFfetC1Gxbz5XR/NSxgatpIR8exWRFS2ycd37Z6cKESKik0EvtAAFqj5x8ruvfFdUwWsi2reOeSoC6/8sjGubVBjIhGAUw+Z8QQuiT/sR+4qSrFS3rkrv2sn9xCMuuEy4SIFNwQn9jg7P+B+xOT4u7w8p96f08nG1sgiQpYTUAK9XUVoMIOpS4md1wSKHypT1a7r6i6tVfnxKSEo2Foz1FJYvKysum6fGmGMk6iXbeYcMGtCfXLMlUFzDX3QPxsy44EtmAf0COACrELSAB8aVmXA/B5n157JPO763i6Hf8VUbtyiAKWmlzrqqbyyZNu9TFDFTz0Zol3WVFVkhf/82evuqoSQtkGVjznmJ5UD23IbyapnQkQKVM7t2v13g5sH3nmXNyuEr413WUsuUUmXK1B5KhbYlbGYlgKPbKUylCiF2Ly4csDO8YOdw0rJQpw1gNVg+QHLk1GHRf/K8c6JiUc2bnn19zuCuStdyrih1wU854YuhJn3GqlHttJ2SlAVnPM7cp8oalpKXvksRKTgWY5TTjox89TyT03yo+ThsBJlatapqrNXCcOtSi1DQ+VyMq4GFMzbtj6XunjhPGfP8Z9d5EsTpJD3BBrA2kAZYI+d3HPiOX9oXwqVP+PUUzevfLzhrgKaoHrgLOffOM5pp58aCkmIZTYftlaDvoFAA4GZhYBZdc8stRvaNhBoIBAKgUakCAVXg7iBwAxFoBEpZqjhG2o3EAiFQCNShIKrQdxAYIYi0IgUM9TwDbUbCIRCoBEpQsHVIG4gMEMRaESKGWr4htoNBEIhsA9EiomdJR+9DCV+YOKd27d7v9YYuK4m3Dm240MQM5xMe4m6/MOWe6mhItudY9vrg3fH9rEitw8/N3U+HAT8aXHmoJFiYmzzppGAfW3n5g2bxoJ0q4m3vrf0kllzvpjaUdu2YzCN2tk3rLz9kKO+83YQkSoJsnPj9YfesiEgAJWYOBMj/EQiv1PAcSSAzhX5hLywY2TDppEgdcbWr7xm0axDznssQLcLbOVaDe986/lFhxz+UrYu8/zoPxz+0NoAUvsIs2P9muCGLdN6YvOywD7s07hVFBD8aXNmXl8JkPKJNsfpSlWhzGUGh9WP/k3mh2Ko3zOoPvhXM+VS3Y7TNqR+xskv5YdT6WF9IdcF0071e21h03Cyw3HaM5O53lbLLK0xLezkeHawt1Nd6E6NCufRdKJA2NyezAiVujLQ2dTckw7beil9Pp3oblJStMRS2dJLU36WH0oNivRpMHY6C+rVaqe/s8np7K9EFc3Klbip8txAs+P0pkcCWoca5SajMD/Ui44RMB3t78SzAzlrBd8WHx6s5MNKSTsV7WKXSr46+NCEdGblby3a4fCAtu4+o2YEZ1YvutVM0vlbeipHimzScZpThW6VG0wFixOTk0OxVnpNsTuWiDLe2+y09UmkmMwOpoZGg1qjyGZ0AKBiQ7SQ68El23r6B/r5SeuBQdVxxgd7VLfVqUcihXZcp603ne7vUBB3ZNw2tUN0BexvRQG8uSyO2ZGM4NJeRtXPM4T25pjInh8laBRgrF5LodTktLuYe4mjWtnLp3g+Hmtxmrrxq2DW8TWZcMsPtTpN/aHNM8wwwkBScawqiio5H9/OVPNhb33bLt5r1ZqQ3boAAA2FSURBVMGHOqwzT44n2ptbu2L9qYFEN0O90zVQACiCMweJFIzG/OgZoaDHxKShZLxvcDSbivcmBsdHM8le5GiKDwxBMDqYjCVShf6VG4r3dHfH+lXF0cFYT1w6XqY/kVS0aqrS3J12IcsNJHq7Ie9L5/Oj6SSjhNPem8wQIMYziVjCHeBH++M9XV09/YoDKdcf6+0fpsHRfhoYKOkSxE6nLaGFUb7onRTkMv0DmcnxdIs7pxiKoUiLhDyJj2aukc/EgbreLj7aT/zpLQz2k8PpZE9Xd09vPJ1VMg4PpvoSif70UKqvJ57GqNlkPBbvSw4ODca7utOirtZZEZfWtS2SHRroxF4t3akM8o6n++L9LnZZVasrnlIoZVOJWHJI8cuPJmNxFU41FHGXmBCjzNfTm0xnq1g5n03HujFIIqMlxHSx3j6kp7y3uzct8T2XwWg9iXTBMVSrRGpM3JJWA0Ug66g6ZSZThSqpGNflTgylqOYxk+hwmjBIS8rG1nZaULIQK/FtTICdurvbm50Wd7JJSXdXd19auclwKoHzkskMxHtiA2hZaheuWA7PmQ2+H1xhnRmWVlJO3p7Q5sY04Z25dqQg/DR1JIcHOgn+gmeS7mdSc++bA4z9xJH2nljylR+o0CXThNxgrAkMexlEm//lzYSuo02SH0ToHuX4w2rmJ9YdTVGzI9YXa6d+d3Z4oKtNO3tP78/W9in+TvMANcYHud4eS8ZVV2DZkpXZfHcyqQoIV132CiUDcXfBC/So1Z4YHs3yo3K5EodNUVUiQrpbhRPXbZR4zWrE0ynbB3sd8yz8Q2ZzaiUgk6/xREdzU1tPsk+tDRLD+VxaTXBaWmXp0wo8ai7qNLe1asXa+1SHKiRv3VKLPJ7sUUzaOrvjybUoRJLBZIDy1q4eJkstsZ9rGoErl2Jt14ZT6+DYKnFsuB/BWuPJOAxaegeHK1h5NIXYzfH+PqCGW364Txm6qXOgv1e8RDU9nm4jbvUwfpuJp9JEKdiR1DoFsk5Be/6MF03mFoaPFPnBNmYTuUHA0mFScbKdlgHDRmydGkUKvg1hvL1JmS+hlsXiY/1dLc0dvXFlta5UXPlxS09/slsbtKl7dDKvuBXsMjRZ6vAqsKpluwbfH67Qzuwio9TC2WjaqDkZ3plrRopRekt3ejTbDyKF0JvNqA6FO6RGx/UvRefwqQ498xvNpLqandbYIJEUqHrVOKV/1y+X7Qem5l46oY5neiTJ9TcVZoyjDAgtMRXwCJzivkNMTFvjqnpuWLm+xlptl+hVdF4tHIgd45mUcmWE6RvKqBqaCbVI4wr6wgQBsHqJT27SM16hst1OaDrciYNa/rT0poVOd/LOkhmLyyD430ElBE4zORTHaVTk1Yp0wDbV05lQ3HHcJgIHvaujTcWs3EAX4coVSTVVXtdrEeUHzXpelxsaIF47fcN5vdRqF/mxWm44jaXa4grzNNMtPfPKJNqdJh0oFQenTw+Nrh39rJxLoY9MkZRqTd1ZDK2DPQE3M9zfrO2rIxFbRcoVlAKFlCPKd/SLZkGs49bjb3mkyKsO744KFmXl7CBad/QjL/7jVixxWg9ilm9PDuJq2nyT4yxv1apHB3o2g/SOXnvf2HC6W/tbWyw9RBQtoip28XF4A74vXOGd2dU8l5ZBtNOdUHAhgjPXiBSjKkA0tZJawLOlsMzRVmlPKNOrlFN7Acq5SfoSrqMXQto5VKlKfe5CI93TIuO2Fld1Eo1ym94TUqbqVM2oFSxDmdRNAjWThcIyge5DVkUKpgs6Q/SgMI2IektCKk0qGdx5EI3gGE1dydx4jt+zz41bLmu5XarynEKvMM10o9BEyD/ajTr68hqlTh1bB7rUxoArjYwbqF9I42nm54KMW+Rbt9Qiw2qAV/GIpN0OkMcJTRKCC4z0zE6vBtXWiYSMfibjalKWVwz0aF9cIPhaWU2RWmUzT28c98FcT4VUYY55qKNjqw4ozAX1QqPQPr2drlRwm2DWcWv6RQolXpOadQZM42kiS7P2bLy3TY1t2mHU5rckH8SoosJiwQQ6jiqk0JEdATUKNTc3tffIvHNIzUDaFSB6ia1mpsYufg4/6YKv5NBBpgSuCM6s1MgPablaEnpjTpXoFMGZq0cKtd+jBzqaVP1QQq+eFBSnkTooqA5P0o6l5rFqmCpO47mi+kAP7jOoJtsyUA8SMjSUmriX3gJYBCZl77wC2l3PKzHUMl13aYZH2KkRTM9Q1PSmLaGaVrHDmJkCCZyFFRNnSiKzlFDX3WRFikG1Bd9a2JodVuOq2QTShnRXIm7VkH+zxF0mXPnhhIz5+bSau7oxNwsenUkFZH5c6chMnvmZeD/fSpW2fOt6LKI6rbsKSxGJOriXoSbnZn4EKzNg9mtXSqgNpFGk6VKLNUXcGseMGeWyLb3jFKm7VGVWVlaQ6Knqtqj+ppZssmVr7+Tn0mrq1+qGfqWLgl3Fep0CWUdI1dEymRTa4hXJKueApblHRQdgZkySOWap05YjpqI2oGgTNKmNBzUpRts+csyP2mLunn5elhKinXg+1JPGLj4OXwRfyVQOlx5WwzkzfFJqYtNcvoEewZkPQNNKafPKex5uTVx9tL4++9DzHWfrb0Y5yQ7+zHGuWeD+PnNm3SrH2fat2+9du8PJrH/NcR67/6Hnfr/LcVZnszt3rH106dInNjnbN69ymg9645FLvrwKj8klly17buP6VxPOd5fd/tDzu5xD4fDso3de9LBq6+Gl9/6fLb96zGnKPtdx78pNEyNpilct++6GMfX99bf+34QzseHPb0n0dF8/19nx82dXt112GuWZ1KuO8937H3p+p+KhU76YdYv8/lpfdV94+c2O8+QtHSs3j2x69J4leMbV53xa1ZnY/OTDzs2XLvCrH7hsxxaWQ4vPnj/+2wx1Nv30iRua7iHzi/j9T6z/1+fuPOrPEm2XL5w7tvm5y7/4yNjY+huOWbK6veWEOTs2PHH7V1YMSjN+dcdKLbLjjQGn1Xnl9jtX7nB2rHs+7Qx8e9nzW50jnK3btu/cufmhS5ZiqV8N9DnNh7+47PaLVilv/4f7H1j/r1t/7jgbHv2LJ9Zt3ZR25jmD31t6NSHNcZJ33Pvcm35W3vOxuc7qt3gyZGzN393jtH37xoXO9k0POE1LzvoMv863cXXaefrbP1j1wr0PPe2cccNfEvs/OUe00Mc5WN3C3rpiZ30pygrXPX2H036RuKpd2z+//flz7ml65N8v1Fdnn31NS3r5OrTIlzjtLz2IGd/ersx3xLZ1z9954UVpRraNsYdWpg86wnls8++die1P37no9mc3D7/+itP05VPnOhNv/eK7rOP++lsbdhTt8l6Zw29wwV/+wk/84QrvzM7EpkfvwIDnz9m2ds2aVauef36DPBIVzZlVBPNLg3pLhoCU0HviiQ41upC6khnWEfY8VjYtKIeNmr07LX1DuZza1laptStJOM1ntMs1d2VyQwx43K1kC49B3mnqSI3mB7nPRLXugay+bdnVNyRriuaOuBrg1GjmdMTZNs/qLSGnicmBbNrn1M6WrDh0061J2X/XGumR1txjV5PJCnMKNRE19zgySdWcTq2Jwu0VPUVSGyV1JX3rXj88kk2q3tnUOZRV88ymjvhIuqeppaOLbXSdetMsGlpbO7sULioVb9ZyP8RTF6lKLaIGQyAe4H6Knic3tfUO5/OFLV+nqVffHlJrQKzDzWFtqY5YmtWCMl4nd93HtUGcWHq4T1urf3jc18oIIxI3Nber5pSx1LxEzctN0yNaYDi3x2RPwgVRjcPuHZ2g1inU1WsHYzJtaLUX43Ku9nd8KCEyy7qdjVuFFo7eHt9e4rRexIxvu6uDlv5sVu1XaB8ekG0JZogxJp5q7Sw32oz3go2xS7nDF8EX+5bBFcWZcynXf7SG6KgfiVIzmvDO7FQDtcK18ZJVPrDkcmpupVI+N+pmKWY7QIrVkTM5MZl8ztyCIKtJ3b+Kk6mctxvMj2bZRzVs8+NuE3bT7uUsfh4zT0S4pbX/0mJRNtkZbSqfwtXmU0KRQRizk0oDooSreGGvL5fNZLJKJVmAAO5wRt0mtpO3rrKABYk2iKkhv3mrq+fZoDHlNOCax/DLuyVFmxbNAJUv1OO5rGtZ1YorN1nL0GpnSMtQcmCPxgBSciHciVqcyj5LuHp+1KVOW4KY7WAmb7CDGRtgxgxYxGVfNI5F7OLq/gU4AxHMTd5lwt+ozmyxIKt3RqM4c5RIUdr0Pn2m9pBa48XuEV7YUbWnyOhaCHPhGUiNXKy1qbVbPWXQSEUE1DZkS9r0qeKF4Llh9mGYjQavsP9STq8zf+S/uDsx8tbYUcd/JsQ3yAsztcKfndvfenv2Mcd/OjKDUnaNs1IEdoyMOEcdPTcyuhM7Nr+188QT2RaZCWk6nfkjHylmggM1dGwgsNcRqHbvY6833miggUADgf0EgUak2E8M1RCzgcC0ItCIFNMKf6PxBgL7CQKNSLGfGKohZgOBaUWgESmmFf5G4w0E9hMEGpFiPzFUQ8wGAtOKQCNSTCv8jcYbCOwnCDQixX5iqIaYDQSmFYFGpJhW+BuNNxDYTxBoRIr9xFANMRsITCsC/x8KJeEVCMrJDQAAAABJRU5ErkJggg==" /&gt;&lt;br /&gt;Once you become proficient with the keyboard shortcuts, you can enter most anything without using the mouse or trackpad at all.&lt;br /&gt;&lt;br /&gt;-by LC Tech Blog contributor Chris Fitzgerald&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1348835650600444549-8922941008484260623?l=berkleelc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://berkleelc.blogspot.com/feeds/8922941008484260623/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://berkleelc.blogspot.com/2011/09/fermata-friday-working-with-keypad-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/8922941008484260623'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1348835650600444549/posts/default/8922941008484260623'/><link rel='alternate' type='text/html' href='http://berkleelc.blogspot.com/2011/09/fermata-friday-working-with-keypad-in.html' title='Fermata Friday: Working With the Keypad in Sibelius'/><author><name>Chris Fitzgerald</name><uri>http://www.blogger.com/profile/02749384141536189102</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1348835650600444549.post-5031677643463941788</id><published>2011-09-28T11:00:00.000-04:00</published><updated>2011-09-28T11:00:07.664-04:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Peripherals'/><category scheme='http://www.blogger.com/atom/ns#' term='Waveform Wednesday'/><category scheme='http://www.blogger.com/atom/ns#' term='Logic'/><title type='text'>Waveform Wednesday: Customize Logic’s Keyboard Shortcuts</title><content type='html'>A great feature in Apple’s Logic (Pro and Express) is the ability to customize keyboard shortcuts, and to create shortcuts for commands that previously had none. To do this, go to Logic - Preferences - Key Commands (⌥+K)&lt;br /&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;Scroll through the window to find key commands for functions you not have known existed. Use the search field in the top-right to type in a command you’re looking for.&lt;br /&gt;&lt;img alt="" src="data:image/png;base64,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
