<?xml version="1.0"?>
<rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/">

<channel>
	<title>Planet Python</title>
	<link>http://planet.python.org/</link>
	<language>en</language>
	<description>Planet Python - http://planet.python.org/</description>

<item>
	<title>Python Diary: DVD Collection source code now available</title>
	<guid>http://www.pythondiary.com/blog/May.19,2013/dvd-collection-source-code-now-available.html</guid>
	<link>http://www.pythondiary.com/blog/May.19,2013/dvd-collection-source-code-now-available.html</link>
	<description>&lt;p&gt;For those who were wanting a copy of the DVD Collection software made in Python, I have now open sourced it and it is live on BitBucket!&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.pythondiary.com/bookmarks/dvd-collection&quot;&gt;DVD Collection software&lt;/a&gt;&lt;/p&gt;</description>
	<pubDate>Sun, 19 May 2013 17:41:21 +0000</pubDate>
</item>
<item>
	<title>Python Diary: Python Script to encode Django templates</title>
	<guid>http://www.pythondiary.com/blog/May.19,2013/python-script-encode-django-templates.html</guid>
	<link>http://www.pythondiary.com/blog/May.19,2013/python-script-encode-django-templates.html</link>
	<description>&lt;p&gt;Do you need to display raw &lt;a href=&quot;http://www.pythondiary.com/packages/django.html&quot;&gt;Django&lt;/a&gt;&lt;a href=&quot;https://www.djangoproject.com/&quot; rel=&quot;tooltip&quot; title=&quot;Direct link&quot;&gt;&lt;i class=&quot;icon-bookmark&quot;&gt;&lt;/i&gt;&lt;/a&gt; template code in your Django 1.4 project?  Look no further than this script!  It's rather crude, but gets the job done.  I haven't yet updated a few Django websites to Django 1.5, which has a new template tag to do this for you, so I created this script to use in legacy Django sites, and it works like a charm!&lt;/p&gt;
&lt;div class=&quot;highlight&quot;&gt;&lt;pre&gt;&lt;span class=&quot;c&quot;&gt;#!/usr/bin/python&lt;/span&gt;

&lt;span class=&quot;kn&quot;&gt;import&lt;/span&gt; &lt;span class=&quot;nn&quot;&gt;sys&lt;/span&gt;

&lt;span class=&quot;k&quot;&gt;try&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;:&lt;/span&gt;
  &lt;span class=&quot;n&quot;&gt;filename&lt;/span&gt; &lt;span class=&quot;o&quot;&gt;=&lt;/span&gt; &lt;span class=&quot;n&quot;&gt;sys&lt;/span&gt;&lt;span class=&quot;o&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;argv&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;[&lt;/span&gt;&lt;span class=&quot;mi&quot;&gt;1&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;]&lt;/span&gt;
&lt;span class=&quot;k&quot;&gt;except&lt;/span&gt; &lt;span class=&quot;ne&quot;&gt;IndexError&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;:&lt;/span&gt;
  &lt;span class=&quot;k&quot;&gt;print&lt;/span&gt; &lt;span class=&quot;s&quot;&gt;&amp;quot;This command needs exactly 1 parameter!&amp;quot;&lt;/span&gt;
  &lt;span class=&quot;n&quot;&gt;sys&lt;/span&gt;&lt;span class=&quot;o&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;exit&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;()&lt;/span&gt;

&lt;span class=&quot;n&quot;&gt;data&lt;/span&gt; &lt;span class=&quot;o&quot;&gt;=&lt;/span&gt; &lt;span class=&quot;nb&quot;&gt;open&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;filename&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;,&lt;/span&gt; &lt;span class=&quot;s&quot;&gt;'r'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;)&lt;/span&gt;&lt;span class=&quot;o&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;read&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;()&lt;/span&gt;
&lt;span class=&quot;n&quot;&gt;data&lt;/span&gt; &lt;span class=&quot;o&quot;&gt;=&lt;/span&gt; &lt;span class=&quot;n&quot;&gt;data&lt;/span&gt;&lt;span class=&quot;o&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;replace&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;s&quot;&gt;'{%'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;,&lt;/span&gt; &lt;span class=&quot;s&quot;&gt;'{! templatetag openblock !}'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;)&lt;/span&gt;&lt;span class=&quot;o&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;replace&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;s&quot;&gt;'%}'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;,&lt;/span&gt; &lt;span class=&quot;s&quot;&gt;'{! templatetag closeblock !}'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;)&lt;/span&gt;
&lt;span class=&quot;n&quot;&gt;data&lt;/span&gt; &lt;span class=&quot;o&quot;&gt;=&lt;/span&gt; &lt;span class=&quot;n&quot;&gt;data&lt;/span&gt;&lt;span class=&quot;o&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;replace&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;s&quot;&gt;'{{'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;,&lt;/span&gt; &lt;span class=&quot;s&quot;&gt;'{% templatetag openvariable %}'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;)&lt;/span&gt;&lt;span class=&quot;o&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;replace&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;s&quot;&gt;'}}'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;,&lt;/span&gt; &lt;span class=&quot;s&quot;&gt;'{% templatetag closevariable %}'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;)&lt;/span&gt;

&lt;span class=&quot;k&quot;&gt;print&lt;/span&gt; &lt;span class=&quot;n&quot;&gt;data&lt;/span&gt;&lt;span class=&quot;o&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;replace&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;s&quot;&gt;'{!'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;,&lt;/span&gt; &lt;span class=&quot;s&quot;&gt;'{%'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;)&lt;/span&gt;&lt;span class=&quot;o&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;n&quot;&gt;replace&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;s&quot;&gt;'!}'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;,&lt;/span&gt; &lt;span class=&quot;s&quot;&gt;'%}'&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;You should &lt;a href=&quot;http://www.pythondiary.com/packages/pygments.html&quot;&gt;Pygments&lt;/a&gt;&lt;a href=&quot;http://pygments.org/&quot; rel=&quot;tooltip&quot; title=&quot;Direct link&quot;&gt;&lt;i class=&quot;icon-bookmark&quot;&gt;&lt;/i&gt;&lt;/a&gt; to highlight the syntax like I do on this blog of course.  If you are using Django 1.5 or greater, you should use the &lt;b&gt;verbatim&lt;/b&gt; template tag over this.&lt;/p&gt;</description>
	<pubDate>Sun, 19 May 2013 17:41:21 +0000</pubDate>
</item>
<item>
	<title>Python 4 Kids: Comprehending Lists and Tuples</title>
	<guid>http://python4kids.wordpress.com/2013/05/19/661/</guid>
	<link>http://python4kids.wordpress.com/2013/05/19/661/</link>
	<description>&lt;p&gt;&lt;a href=&quot;http://www.ibras.dk/montypython/episode05.htm&quot;&gt;&lt;em&gt; SUPERIMPOSED CAPTION: &amp;#8216;SUBURBAN LOUNGE NEAR ESHER&amp;#8217;&lt;br /&gt;
Elderly couple, Mr A and Mrs B are staring through french windows at a cat that is sitting in the middle of their lawn motionless and facing away from them. A car is heard drawing up. &lt;/em&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;The last couple of tutorials have been a bit heavy, so this week&amp;#8217;s tutorials are going to balance that out by being a little light.  We&amp;#8217;re having a look at a couple of different aspects of the Python language. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;List Comprehensions&lt;/strong&gt;&lt;br /&gt;
The first is comprehensions:&lt;/p&gt;
&lt;pre class=&quot;brush: python; collapse: false; title: ; notranslate&quot;&gt;
&amp;gt;&amp;gt;&amp;gt; a_list = [1,2,3,4,5]
&amp;gt;&amp;gt;&amp;gt; b_list= [element*2 for element in a_list]
&amp;gt;&amp;gt;&amp;gt; b_list
[2, 4, 6, 8, 10]
&lt;/pre&gt;
&lt;p&gt;In this example, we have automatically generated a new list &lt;em&gt;b_list&lt;/em&gt; from an existing &lt;em&gt;list&lt;/em&gt; &lt;em&gt;a_list&lt;/em&gt; by using a &lt;em&gt;list comprehension&lt;/em&gt;.  The structure of the comprehension is, I hope comprehensible.  If not, it is a little hard to explain in steps.   The comprehension above is equivalent to: &lt;/p&gt;
&lt;pre class=&quot;brush: python; collapse: false; title: ; notranslate&quot;&gt;
&amp;gt;&amp;gt;&amp;gt; b_list = []
&amp;gt;&amp;gt;&amp;gt; for element in a_list:
...    b_list.append(element*2)
... 
&amp;gt;&amp;gt;&amp;gt; b_list
[2, 4, 6, 8, 10]
&lt;/pre&gt;
&lt;p&gt;We could call the &lt;em&gt;variable&lt;/em&gt; &lt;em&gt;element&lt;/em&gt; anything we liked &amp;#8211; it is just another &lt;em&gt;variable&lt;/em&gt;:&lt;/p&gt;
&lt;pre class=&quot;brush: python; collapse: false; title: ; notranslate&quot;&gt; 
&amp;gt;&amp;gt;&amp;gt; b_list = [baloney*2 for baloney in a_list]
&amp;gt;&amp;gt;&amp;gt; b_list
[2, 4, 6, 8, 10]
&amp;gt;&amp;gt;&amp;gt; 
&lt;/pre&gt;
&lt;p&gt;You can also add conditions.  Let&amp;#8217;s say you only wanted the even elements in &lt;em&gt;a_list:&lt;br /&gt;
&lt;/em&gt;
&lt;pre class=&quot;brush: python; collapse: false; title: ; notranslate&quot;&gt; 
&amp;gt;&amp;gt;&amp;gt; b_list = [element for element in a_list if element%2 ==0] #ie remainder is 0 when dividing by two
&amp;gt;&amp;gt;&amp;gt; b_list
[2, 4]
&amp;gt;&amp;gt;&amp;gt; 
&lt;/pre&gt;
&lt;p&gt;The condition here is &lt;em&gt;if element%2 ==0&lt;/em&gt;, but you can substitute other conditions (as long as they resolve to either &lt;em&gt;True&lt;/em&gt; or &lt;em&gt;False&lt;/em&gt;).  You can have a comprehension which relies on multiple &lt;em&gt;variables&lt;/em&gt; (this example is from the &lt;a href=&quot;http://docs.python.org/2/tutorial/datastructures.html&quot;&gt;Python documentation&lt;/a&gt;):&lt;/p&gt;
&lt;pre class=&quot;brush: python; collapse: false; title: ; notranslate&quot;&gt; 
&amp;gt;&amp;gt;&amp;gt; [(x, y) for x in [1,2,3] for y in [3,1,4] if x != y]
[(1, 3), (1, 4), (2, 3), (2, 1), (2, 4), (3, 1), (3, 4)]
&lt;/pre&gt;
&lt;p&gt;Unwinding this is a little tricky &amp;#8211; for each element in [1,2,3] it runs through each element in [3,1,4] (ie 9 comparisons in all) and appends the &lt;em&gt;tuple&lt;/em&gt; if the elements are not equal. &lt;/p&gt;
&lt;p&gt;List comprehensions provide an easy shorthand for constructing lists.  Moreover, they are often more readable than writing out the for loops explicitly. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Tuples&lt;/strong&gt;&lt;br /&gt;
The second topic is tuples.&lt;br /&gt;
The other thing we&amp;#8217;re going to look at is tuples (pronounced, variously, &amp;#8220;tupp-lls&amp;#8221;, &amp;#8220;two-pls&amp;#8221; and, to some people, &amp;#8220;tyou-pls&amp;#8221; &amp;#8211; my preference is tupp-lls, rhymes with couples).  Tuples are a little like lists, except that they are immutable.  That is, once they are made they cannot be changed.  Tuples are made by putting the elements in round braces:&lt;/p&gt;
&lt;pre class=&quot;brush: python; collapse: false; title: ; notranslate&quot;&gt; 
&amp;gt;&amp;gt;&amp;gt; my_tuple = (1,2,3)
&amp;gt;&amp;gt;&amp;gt; my_tuple
(1, 2, 3)
&amp;gt;&amp;gt;&amp;gt; my_list = [1,2,3]
&amp;gt;&amp;gt;&amp;gt; my_list
[1, 2, 3]
&lt;/pre&gt;
&lt;p&gt;Elements of the tuple are referenced in the same way as you&amp;#8217;d reference a list but, unlike lists, these elements cannot be changed (tuples are &amp;#8220;immutable&amp;#8221;):&lt;/p&gt;
&lt;pre class=&quot;brush: python; collapse: false; title: ; notranslate&quot;&gt; 
&amp;gt;&amp;gt;&amp;gt;my_tuple[0]                                                                                                       1                                                                                                                    &amp;gt;&amp;gt;&amp;gt; my_tuple[0]=2
Traceback (most recent call last):                                         
  File &amp;quot;&amp;lt;stdin&amp;gt;&amp;quot;, line 1, in &amp;lt;module&amp;gt;                                      
TypeError: 'tuple' object does not support item assignment    
&lt;/pre&gt;
&lt;p&gt;The TypeError is telling us that you can&amp;#8217;t change the elements of a tuple.  To make a tuple with a single element is a little difficult because the interpreter could just interpret the parentheses as determining order of operation (think (1+2)*3).  Instead, we put a comma after the single element to indicate that we are creating a tuple:&lt;/p&gt;
&lt;pre class=&quot;brush: python; collapse: false; title: ; notranslate&quot;&gt; 
&amp;gt;&amp;gt;&amp;gt; my_tuple = (1)  # no comma, so Python just thinks it's a number
&amp;gt;&amp;gt;&amp;gt; my_tuple  
1             
&amp;gt;&amp;gt;&amp;gt; my_tuple[0]  # just a number, so has no elements
Traceback (most recent call last):                                                                           
  File &amp;quot;&amp;lt;stdin&amp;gt;&amp;quot;, line 1, in &amp;lt;module&amp;gt; 
TypeError: 'int' object has no attribute '__getitem__'
&amp;gt;&amp;gt;&amp;gt; my_tuple= (1,)
&amp;gt;&amp;gt;&amp;gt; my_tuple
(1,)                                                                                                                 
&amp;gt;&amp;gt;&amp;gt;my_tuple[0]                                                                                                       
1              
&lt;/pre&gt;
&lt;p&gt;So, if a tuple does what a list can do, only less, why bother with a tuple? Why not use a list?  Well, tuples are easier for the Python interpreter to deal with and therefore might end up being faster.  Tuples might also indicate that you have an ordered list where the ordering has some meaning (for example, a date tuple might store year, month and day (in that order) in tuple).  The fact that you&amp;#8217;re using a tuple then flags that each of the entries has a distinct meaning or use and that their order is significant.  Another &lt;a href=&quot;http://en.wiktionary.org/wiki/pragmatic&quot;&gt;pragmatic&lt;/a&gt; reason to use a tuple is when you have data which you know shouldn&amp;#8217;t change (like a constant).  So, if you accidentally try to change one of the tuple&amp;#8217;s entries, you will have an error thrown.   &lt;/p&gt;
&lt;p&gt;Finally, since tuples are immutable they can be used as keys in dictionaries, unlike lists: &lt;/p&gt;
&lt;pre class=&quot;brush: python; collapse: false; title: ; notranslate&quot;&gt; 
&amp;gt;&amp;gt;&amp;gt; my_dict={}
&amp;gt;&amp;gt;&amp;gt; my_tuple=(&amp;quot;A Name&amp;quot;,23,&amp;quot;A location&amp;quot;)
&amp;gt;&amp;gt;&amp;gt; my_list= list(my_tuple)
&amp;gt;&amp;gt;&amp;gt; my_dict[my_tuple]=&amp;quot;Client 1&amp;quot;
&amp;gt;&amp;gt;&amp;gt; my_dict[my_list]=&amp;quot;Client 2&amp;quot;
Traceback (most recent call last):
  File &amp;quot;&amp;lt;stdin&amp;gt;&amp;quot;, line 1, in &amp;lt;module&amp;gt;
TypeError: unhashable type: 'list'
&lt;/pre&gt;
&lt;br /&gt;  &lt;a rel=&quot;nofollow&quot; href=&quot;http://feeds.wordpress.com/1.0/gocomments/python4kids.wordpress.com/661/&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://feeds.wordpress.com/1.0/comments/python4kids.wordpress.com/661/&quot; /&gt;&lt;/a&gt; &lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://stats.wordpress.com/b.gif?host=python4kids.wordpress.com&amp;blog=14472219&amp;post=661&amp;subd=python4kids&amp;ref=&amp;feed=1&quot; width=&quot;1&quot; height=&quot;1&quot; /&gt;&lt;/p&gt;</description>
	<pubDate>Sun, 19 May 2013 09:11:52 +0000</pubDate>
</item>
<item>
	<title>Holger Krekel: PEP438 is live: speed up python package installs now!</title>
	<guid>http://holgerkrekel.net/2013/05/19/pep438-is-live-speed-up-python-package-installs-now/</guid>
	<link>http://holgerkrekel.net/2013/05/19/pep438-is-live-speed-up-python-package-installs-now/</link>
	<description>&lt;p&gt;My &amp;#8220;speed up pypi installs&amp;#8221; &lt;a href=&quot;http://www.python.org/dev/peps/pep-0438/&quot;&gt;PEP438&lt;/a&gt; has been accepted and transition phase 1 is live: &lt;strong&gt;as a package maintainer you can speed up the installation for your packages for all your users now, with the click of a button&lt;/strong&gt;: Login to &lt;a href=&quot;https://pypi.python.org&quot;&gt;https://pypi.python.org&lt;/a&gt; and then go to &lt;tt&gt;urls&lt;/tt&gt; for each of your packages, and specify that all release files are hosted from pypi.python.org. Or add explicit download urls with an MD5. Tools such as &lt;tt&gt;pip&lt;/tt&gt; or &lt;tt&gt;easy_install&lt;/tt&gt; will thus avoid any slow crawling of third party sites.&lt;/p&gt;
&lt;p&gt;Many thanks to &lt;strong&gt;Carl Meyer&lt;/strong&gt; who helped me write the PEP, and &lt;strong&gt;Donald Stufft&lt;/strong&gt; for implementing most of it, and &lt;strong&gt;Richard Jones&lt;/strong&gt; who accepted it today!   And thanks also to the distutils-sig discussion participants, in particular Phillip Eby and Marc-Andre Lemburg. &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;br /&gt;  &lt;a rel=&quot;nofollow&quot; href=&quot;http://feeds.wordpress.com/1.0/gocomments/tetamap.wordpress.com/584/&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://feeds.wordpress.com/1.0/comments/tetamap.wordpress.com/584/&quot; /&gt;&lt;/a&gt; &lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://stats.wordpress.com/b.gif?host=holgerkrekel.net&amp;blog=6679328&amp;post=584&amp;subd=tetamap&amp;ref=&amp;feed=1&quot; width=&quot;1&quot; height=&quot;1&quot; /&gt;</description>
	<pubDate>Sun, 19 May 2013 08:49:44 +0000</pubDate>
</item>
<item>
	<title>Mathieu Virbel: Kivy 1.7.0 is out</title>
	<guid>http://txzone.net/2013/05/kivy-1-7-0-is-out/</guid>
	<link>http://txzone.net/2013/05/kivy-1-7-0-is-out/</link>
	<description>&lt;p&gt;If you missed it, &lt;a href=&quot;http://kivy.org/&quot;&gt;Kivy 1.7.0&lt;/a&gt; is out last Monday. It&amp;#8217;s quite a big release that include some big fixes we did during the &lt;a href=&quot;https://us.pycon.org/2013/&quot; title=&quot;Pycon US&quot;&gt;&lt;/a&gt;:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&quot;http://developer.android.com/tools/devices/emulator.html&quot;&gt;Android Emulator&lt;/a&gt; is now supported&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://kivy.org/docs/api-kivy.uix.scrollview.html&quot;&gt;ScrollView&lt;/a&gt; has been re-factored with new physics calculations. To be exact, the scrollview doesn&amp;#8217;t calculate anything now, it just pass the touch position to an &lt;a href=&quot;http://kivy.org/docs/api-kivy.effects.scroll.html&quot;&gt;Scroll effect&lt;/a&gt;. This class calculate the movement&amp;#8217;s velocity, and the over-scroll&amp;#8217;s distance (means how far you scrolled out of the bounds). Then, we implemented 2 visual effects that use the over-scroll to make the scrollview act as a &lt;a href=&quot;http://kivy.org/docs/api-kivy.effects.dampedscroll.html&quot;&gt;Damped spring&lt;a&gt;, and/or to &lt;a href=&quot;http://kivy.org/docs/api-kivy.effects.opacityscroll.html&quot;&gt;fade out&lt;/a&gt; the scrollview if you over-scroll too much.&lt;/a&gt;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://kivy-garden.github.io/&quot;&gt;Garden&lt;/a&gt;: a separated organization for centralize user&amp;#8217;s widgets and addons. You can create garden packages very easily, and import it in the source code with just &amp;#8220;kivy.garden.&lt;em&gt;packagename&lt;/em&gt;&amp;#8220;. &lt;a href=&quot;https://github.com/kivy-garden/&quot;&gt;Few garden packages&lt;/a&gt; are already available!&lt;/li&gt;
&lt;li&gt;And more, &lt;a href=&quot;https://groups.google.com/forum/?fromgroups#!topic/kivy-users/TyOzyLtYKMw&quot;&gt;Check the announcement &lt;/a&gt; &lt;img src=&quot;http://txzone.net/wp-includes/images/smilies/icon_smile.gif&quot; alt=&quot;:)&quot; class=&quot;wp-smiley&quot; /&gt; &lt;/li&gt;
&lt;p&gt;If you like my work, &lt;a href=&quot;https://www.gittip.com/tito/&quot;&gt;tip me!&lt;/a&gt; 
&lt;/p&gt;&lt;/ul&gt;</description>
	<pubDate>Sun, 19 May 2013 07:48:23 +0000</pubDate>
</item>
<item>
	<title>Twisted Matrix Labs: Migration Report</title>
	<guid>http://feedproxy.google.com/~r/TwistedMatrixLaboratories/~3/f1Hs3pETcpc/migration-report.html</guid>
	<link>http://feedproxy.google.com/~r/TwistedMatrixLaboratories/~3/f1Hs3pETcpc/migration-report.html</link>
	<description>&lt;p&gt;I have completed the migration &lt;a href=&quot;https://github.com/twisted-infra/braid&quot;&gt;scripts&lt;/a&gt; for deploying the &lt;a href=&quot;https://github.com/twisted-infra&quot;&gt;services&lt;/a&gt;
currently running on cube. They have been run against our new
machine, dornkirk which is currently running with a snapshot of data.
&lt;/p&gt;
&lt;p&gt;
It can currently be accessed by putting
&lt;/p&gt;


&lt;pre class=&quot;example&quot;&gt;66.35.39.66     twistedmatrix.com speed.twistedmatrix.com
&lt;/pre&gt;

&lt;p&gt;
in &lt;code&gt;/etc/hosts&lt;/code&gt;. Please tests it, and verify that things appear to be
working, but be aware that any changes will be lost, when the
transition occurs.
&lt;/p&gt;
&lt;p&gt;
At some point Monday or Tuesday, there will be some downtime for mail
and the mailing lists, as mail-service is migrated to the new
machine. For those that have accounts on cube, your data will be
copied to the new machine at this point.
&lt;/p&gt;
&lt;p&gt;
On Wednesday, at about 10 MDT (16 UTC), there will be downtime of all
twisted services, as live data is transfered over. This may last
up-to a couple of hours.
&lt;/p&gt;
&lt;p&gt;
This work is made possible by the sponsorship of individuals and
organizations which have donated to the Twisted project, part of the
Software Freedom Conservancy, a not-for-profit organization that helps
promote, improve, and develop open source software.  Thanks!
&lt;/p&gt;
&lt;img src=&quot;http://feeds.feedburner.com/~r/TwistedMatrixLaboratories/~4/f1Hs3pETcpc&quot; height=&quot;1&quot; width=&quot;1&quot; /&gt;</description>
	<pubDate>Sun, 19 May 2013 00:45:55 +0000</pubDate>
</item>
<item>
	<title>Dariusz Suchojad: Zato 1.0. The next generation ESB and application server. Open-source. In Python.</title>
	<guid>http://www.gefira.pl/blog/2013/05/18/zato-1-0-the-next-generation-esb-and-application-server-open-source-in-python/</guid>
	<link>http://www.gefira.pl/blog/2013/05/18/zato-1-0-the-next-generation-esb-and-application-server-open-source-in-python/</link>
	<description>&lt;p&gt;(This is a re-post of what I sent to python-announce@ but with several screenshots attached)&lt;/p&gt;
&lt;p&gt;I&amp;#8217;m very happy to announce the first release of Zato, the next generation ESB and application server, available under a commercial-friendly open-source LGPL license.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://zato.io&quot;&gt;https://zato.io&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;span&gt;What can you expect out of the box?&lt;/span&gt;&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;HTTP, JSON, SOAP, Redis, AMQP, JMS WebSphere MQ, ZeroMQ, FTP, SQL, hot-deployment, job scheduling, statistics, high-availability load balancing and more&lt;/li&gt;
&lt;li&gt;Incredible productivity with Python&lt;/li&gt;
&lt;li&gt;Painless rollouts with less downtime&lt;/li&gt;
&lt;li&gt;Slick web admin GUI, CLI and API&lt;/li&gt;
&lt;li&gt;Awesome documentation (several hundred A4 pages)&lt;/li&gt;
&lt;li&gt;24&amp;#215;7 commercial support and training&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Project&amp;#8217;s site: &lt;a href=&quot;https://zato.io&quot;&gt;https://zato.io&lt;/a&gt;&lt;br /&gt;
Download: &lt;a href=&quot;https://zato.io/download/zato-1.0.tar.bz2&quot;&gt;https://zato.io/download/zato-1.0.tar.bz2&lt;/a&gt;&lt;br /&gt;
Support: &lt;a href=&quot;https://zato.io/support&quot;&gt;https://zato.io/support&lt;/a&gt;&lt;br /&gt;
Docs: &lt;a href=&quot;https://zato.io/docs&quot;&gt;https://zato.io/docs&lt;/a&gt;&lt;br /&gt;
Architecture: &lt;a href=&quot;https://zato.io/docs/architecture/overview.html&quot;&gt;https://zato.io/docs/architecture/overview.html&lt;/a&gt;&lt;br /&gt;
Tutorial: &lt;a href=&quot;https://zato.io/docs/tutorial/01.html&quot;&gt;https://zato.io/docs/tutorial/01.html&lt;/a&gt;&lt;br /&gt;
GitHub: &lt;a href=&quot;https://github.com/zatosource&quot;&gt;https://github.com/zatosource&lt;/a&gt;&lt;br /&gt;
Mailing list: &lt;a href=&quot;https://mailman-mail5.webfaction.com/listinfo/zato-discuss&quot;&gt;https://mailman-mail5.webfaction.com/listinfo/zato-discuss&lt;/a&gt;&lt;br /&gt;
IRC: &lt;a href=&quot;irc://irc.freenode.net/zato&quot;&gt;irc://irc.freenode.net/zato&lt;/a&gt;&lt;br /&gt;
Twitter: &lt;a href=&quot;https://twitter.com/zatosource&quot;&gt;https://twitter.com/zatosource&lt;/a&gt;&lt;br /&gt;
LinkedIn: &lt;a href=&quot;https://www.linkedin.com/groups?gid=5015554&quot;&gt;https://www.linkedin.com/groups?gid=5015554&lt;/a&gt;&lt;br /&gt;
Diversity statement: &lt;a href=&quot;https://zato.io/docs/project/diversity.html&quot;&gt;https://zato.io/docs/project/diversity.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Spread the news and enjoy &lt;img src=&quot;http://www.gefira.pl/blog/wp-includes/images/smilies/icon_smile.gif&quot; alt=&quot;:-)&quot; class=&quot;wp-smiley&quot; /&gt; &lt;/p&gt;
&lt;p&gt;Cheers!&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; 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c8WhLMeznoIIdSEJz6ZGd+3IyLsQMCEySQppqSUVCqlACQSkiRJUiwmSZKipBx1jcjwMEyAv5N9X1j8hsvS0WbX8SINJSh4zePoNVPGEwGE0HfLxMSkvqvIzMzEBBhnPYQQwomvCSfADNyxvguEspbe17zHg2Bp67MwjAih71oNkzTCWQ9nPYQQTnyoNvDXARBCCCGEEEIIYQKMEEIIIYQQQghhAowQQgghhBBCCGECjBBCCCGEEEIIYQKMEEIIIYQQQghhAowQQgghhBBCCNWH+v0ZpNr8aiJCCCHUNOCshxBCCH3j8A4wQgghhBBCCCFMgBFCCCGEEEIIIUyAEUIIIYQQQgghTIARQgghhBBCCCFMgBFCCCGEEEIIoQbHaOD63rx5g0FHCCH0jVPU+5xx1kMIIfRDTXzfPrwDjBBCCCGEEEIIE2CEEEIIIYQQQggTYIQQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQggTYIQQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQggT4FqS5B0aYGI28O8M4bsFL8N87PzPlVAYG/RDI3N29zExMem9I1P8bhFV+t+0diYm/fY9k9RXrdybczqamA8Lz5M0QjMkryMG2g449L5uIHP39LX1O1VIAQgy9gX2GzDMb3Dg30nlFACQzw4FjNiWJqyfOEjfnPC3MPmI+cADT1IbtBk1Nuafe2Fyw6UIVMnlQJd27dq1s7M2MTExsbJr165du87jjr36ys3OjRrVcexVLs59OPchnOMafI7Dme4bn+8addbDiQ8T4AYmTd44fVsyD+d9hKoi6Czt1yfPZoneHifFt8LuK9XnCCItiA6J1u5r/zTkcIao8ZohAy/p733cyaHhobOUwjbHlYEk//KGE21/GWuuXE/jtO6giLTMzMzMlCPDdZsNDEvOzMzMTD85pGhPgzajxsb8z5Bev7ufptfft5KSkpLiI8e30h28/3ZSUlJS3L4h+nQAoCQSKR6hOPch9F3NcTjTffPzXaPOejjxYQLcsFTa/zKJHTp9w52y6qcB5OuodeP6eHh6ujp3dPH77eJrCYAgcbm7e+DscYN9+rk79wjcenDDtFHDfD279JpxJFcMQFWkhgUNcu/WvXtX1wHTQ+6X4q6KvmNsG/8ewjMnnggBACT518NznIbaqtRbdZIX/+6+ZzBy2kwPbsSu2x8OxwZuhsw5ialKF1WIpKJyHsFmEmV3toYwAqd1VCPgR2xGo+FGjbTrOX/xT2NGjZq+76kIJPnRf03o6+7m1r2r58g1Ua/Id59Z+Ov0CeNG+noNmHP8mRgAQPD06FxvJ8fuPfsHbLxZhOMyzn0INdbkgjMdznc48WEC/E0glC3Gb5pvcHz2quvFVfYPfuqBXfft1529cjX61rlflE78dTKXBAAQ5eWYLQo7ffbUOvNbf4VxZu2NPHX6T7v4nRFPRLx766fu05x/8vqNG9Gnl+iFTVsZV47xRd/x2YHlsL5w4ViaAEDyKioi38Pfll1vlQnTI0OfWIzsZd5xZF/GpR2XXksapRmyA2E3dZFz9Lyxs06ZzV/Q/vmeTc+HzvFs3uCj6TfSjMYkfF3kvDz0UNj2Cab0l8eDVuUO2Xv5+vUb1/b5pK1YcqlQCgAgKix3+XXXvrCjO71T/9yayAMy5/Cc9c/9w25EX44M0kt4wsNDG+c+hBpncsGZDuc7nPgaBQMHPBmYbUZs/O16/7lLzp9Z8OHYm/PPxrtXT4VE52an3UnnCTsJpQAAjBZdurZmAUHottZu0czJUBmA0DJQExUJeNlR/+XmCOcPvEwAAIi5whYpr8UuakoYYPSdYpkO9lGeGPlojnWzf4/z+q43ZyXVV1UVD/6JKHBY6qlHZzcbNrC5786ITJ+Z5rQGbAYBNBqAtMrNMEpKAY1GAABdr0fQzh4AAGTO/gl33Bbt4B2Z97+Tz+l6XQOX/eTSnN4w2+MbacZnw1V/VKx8u+lWdpObdOp2zrOCn/z+BgAgy0A1p4gEfQAVC29nbToAXc/GUBz9WijlPrycazbax4RFEGA5+H92u87ioY1zH0INO8fhTPcdz3eNOevhxIcJcP0eaC181q6P7h8UdHQECQAA0pLoxb6zHnUe79/VaZCbXendP6nKfZ5GV1Z6t7MT1Xd7qQQ0PDec3eHKAQAp7/VrgYYengGg7/r8uO2AIepjw+8mtzxN+G41YmbUUz3Sohu7zxbyJEt6d/oVAMRcKe/A7nsTfndswGbQVJpr0LgvS0loWTnRkCV5XIaWhnKVo1zy+vzvp83n7tOJm76zYvzJf0yPD520y/30QhvlBt0s30IzahOuejgBYbDejr8USKRMi8Bdx0caVD0P4gIATalyCUHQCKmEAgKAYChXjtYEg0kn8MDGuQ+hBp3jcKb7rue7xpz1cOJT1ObD4U7eaYC2568b+2Vv/TuNDwAgehYdU9ph2sJpI33cjApv3C0QkdLPvCpE2ahHZ6WYbZGPeRSQL07N9vZdc68CXy+CvmuM1n2G6lxfu+okx6+vYb1dP5O8vLD7pvr/jtxLTEhISEhIeHBzk6vw3LbLbyQN2QwVa2+b/Ig/D9/PF1GUqOBB5JbT3A79LVnvP0CVxgaHsqdM6aBKicSEmhqTpqzGJHmiBv5qzTfSjM+Gq57PCDj2Pja5u3fdLJAAAMV/kZScT8r+pJptL6PsU7cLpQCS1zdOPebjcY1zH0INOcfhTPedz3ffxKyHEx8mwPUVG02XhVsmGVX+D8vifz+7P1/St2f/gf6/XNTuYczPfMn/zIyu5rR095wWJwNcu7h0HbITJm1f0oWD9xrQd352bNDLv03mw5b+PfTr7YEjUebRvY/NJ09o9+6FH3RdrzmjdO7sPJolbsBm0PUHbdr2P1r4xK5WpqZWLpOPqPwU8qe37vv6+Cm7N70Z8Yt7Mxqh5Tp9wOvVY/837VibKRNtGvZ7Wt9IMz4brnqvv+XQ4K2D8lYPcHHp6uLiNWlHfIlE3hnu8N+nK28fOWT0+Em/xWrpMPGwxrkPoQacXHCm+97nu29j1sOJ76suHnC5ivkdqLS0NAsLi89+7M2bNzi8IoQQ+sbp6uoqpByc9RBCCDWZia+WGV9jiQg7EDBhMkmKKSkllUopAImEJEmSFItJkqQoKUddIzI8DL8DXI2JiUl9V5GZmYlxRk3s0FD4Xl23I1Gxzfia0aBJBqTOjcFBD+c+3A0QznE4032P8x3Oek0VJsC4yyL0zR0a38KR+E2NBtgYhNsUoSZ2COBMh01CjQW/A4wQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQggTYIQQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQqg+NPTPINXmF5YRQgihpqG58WYMAkIIoe9A+eofpKN4BxghhBBCCCGEECbACCGEEEIIIYQQJsAIIYQQQgghhBAmwAghhBBCCCGEECbACCGEEEIIIYRQg2NgCBBCCDVpFCM9EgBI82EABIYDIYRQ06P0KA0AxNYWGApMgBFCCP3Y81xaBCtqEgAIAEhzfwwIQgihppb9PnyscvYSAPAwB64FfAQaIYTQD+Hly1cYBIQQQggT4CaDl7BhlId9Kw6HYxAQXYHbFv1w5BwCVH5ED84H+mP+K3/7F2nJ7U3DO+hzOBwDx7Hb73OpT8ukypNCJndro87haBi7Tz+Uwa9cWpH091TvDq3UORyOjlWv2YczeJQieyJ6stVdg8NxP/hKCgAAxSd7c6oxmhrLq7FrdVBTp6jylH9+7mHenMPh6Jj3WpHA+3T1WgSzfoJQz82oOTLyqquPZtTZ2N8vBWc5Z9mu+i0yTSKRNK2jXnx/9bmeZn9rEsGtRjzHiQ+h7/fIosrzd0043qlZsCYRrN/66JwDxfzKkZPkHhkfYau5VZMI1lTb139GWib/K6qRV1ptalFsSwCA4ke6BGsS7/7jnL/OfXdCk5Iy1XF3cyJYk7nHKzA1Q1ZFtflMA1F4ZOqwy9pYFnh6BWc54+3fHy0BBrZh13ErQzb30aj3B7t5ieuHjj9TSCl4xdoUW+eqPy0pdoplpzWpwvqMyTfb2iZK/iGg2nHbw9f5+fn5+fk5e1zVKiee4itzhq8rHncuNz/7xNCc5f4Lb5R9vKm4NxcMmf/AbXfKy1fJu1zvzRm65j4fACj+m4LmA1Yfv/f4SdKpmc1PBPptSFHctiFzw4N2CNtpKL1fouVzJv+t16l7PFV1+o60U6mha3WciOV1inwREeC9JNtrS0x6VkZc2DwPvU8CXJtg1mMQ6q0ZNUdGXnX104y6t5+C8X9E6bjNZLHYpaWlTeugJ9itW45Z3/uv/soN8Y0mXv7vAy6cLfi2LwTGRFlZxD4UNlqnBHeutzOOvs//uFXW1rcfCxVW4FcF4XvYjo1EWvZSIKQa/Mh6O9LyCrVNVv47+tHLsSeC2CfHnvkjSQIAQFO2G9vtUPy4J4WTHlzooHogamp4ed2v5MkrrTa1KLYlbyl1DAl4yZ/2ij/tVUHv7hwAABAWBvtdu2bvca/i5xcp3dqeujJ+R4n4o/Vq85mGS6fqIzJf7EUz05ii1ngY/2gJsIrViKljfbpbNFOq96qEWVdv5vIpRa9Ym2LrXHWjxOSbbW3TVMMhQNCUWG8pK7097Evjdp2nD1s+qaMWq7nz1BW+4pO74z+6gcpPP3W5xHnBL16t1VRb95y9qPPLsL1JPACads/FK6d4O5q11GvrMm7R2FYvbqQqKsORvD67+E+YvaKPTpXhicZ823ql0ujQOE2/iR3Vaupa3UZDeZ0SPPp7dUy7DbuDelu10NY36dSze0vmxyvXIpj1GYR6asbnIiOvuvppxtfT0tIqLi5uWkc9w3J0+zGDW1o0a5DZXFB6LZrb1IZ0RXdKuZ3j6ShHK9a3W2DT3I5fhywpurQ1eoTdLnOftJeSBj+yKkdanTYL19v37axloK/RZZLzmDbcmIciCgBoTEu3lvZmatrN2C1NNQ04DC11et3f5ievtNrUotiWvJ/EmXRlFp3ForOUaW/DLSx/kMf2CjAyUqGpmhuP6cHMu18h+vi0sxafabiNVx+R+WJlJVI8ln/ABFgBOVzq5sHODg4ODg4O7S10OBybJQ8E4rx/lwx0amdvb2PS2sJzzuk8knwePnNJLPf2Ip9Jx14Uxm8Z62Jham5uauUWGJJY7UE/SeF/KwY62re3t7G09ZwRkc2rsmLusxqKjUy5Um3F9wd0lc8cPDXNxtbPz9lIz3L8xSJu8p6f3G2trK0tbbqOCb5TIgXg35trZzdq8hAvDzcnaxuvhRdfSwBAUhi9zs/B1MzKxnlEcFI5JaudVccPSVHMhqEOpmZW1g7eAUNtbH65ywOgyj+urmpMXkoarbVILl78POdW+q2suo1YcS638q6A6OWDDHEbF2M2AACwTbq0Ej5Ofv3x5VOKAoJ4O4oTBCF+k/iouPpVTfLN3VsFep3NOQoZ66XF13777UXA+uGtZF51J1+c3XVXd8QYW3ZNXVPAyVCVTkkK4q+91G6VOLezAYej1bZ74J7kio/PHGsXzPoLQr0047ORkVddAzSjbpo3b15UVITDwacXXB7/caqL5QFHywOO5nv1iWC7oDcCcfn5eSc7m+53MAppaxgZdLycJLkRP8XElb1c4nXx+HN+/J/nuxmGWLYMsXG8vOe+qNrcV/BsVe+DDub727Xa5xWYli0CoEQpOy97Gofattlr1+H81lihFIAfe9XO+LS/3W4Dw5Mzuu12WVcsAgCQ5m6LNPfOyJfUuEqrC5cqt6RUePevC26t91i32mPb5drx7A/DU9W7oO9vwH7cNl6VTr0Q1qpGABAVrrMKmRAlAoD8iBO6yidO5AOA6OrwvZ5byyqS4n16xqcKACT8GytOO7bYY9P20KiN+W+HDVmhgBqjJ3xXoODO9fYm537yPtLT8ZCt0ZFF53gSAJAIbq4+49hij02bA/1HnLFr+9/dql+N+LS6z21H2bU02X1flH4hacmgMNPm4fNPih2XDHoQY2/0Dbwflnz9KjZf1cmS+W5iJe/MOGDI2qLT4szd4f22D2J/3em7vNJqU4tiWwIA4viZh4w4f9s4nFt1quztJK6q7edOXQvNyeFJeRlZ+6/Tug9p9vGMV5vPNOxGU3RkvlhpiQQQJsB1uMxqNfP47YSEhHsx+8YZabQPCp1nL03e9dedTttvPUh8mB67lHl4VUQ2ZTh886ouHOc1p3f1SJ03fIvSvCuP0tNT/g0sWzNs/o0PKbAk7+Sve2DRlfuJKfcODuRHX3+l+27F3X0L9sgvdmeX2yuqrfj8XZLHeP+Z3YNb0AW5OY57Hr1I3NElbdmo7VorolMePXoYs85gz+h50VwAAOHzTPMVp69dj7u6TPnAssPZYqr0+vzx+1usjX2c+uDkBLW8UlJWO99XB1TZ9fnj9xmsvZWamnR+Jie5Mr2oiFv6cXX8Dw0b0oLeSK1F8q6uqqebjFYAACAASURBVLafGXLs5Pno6JMbfER7R3r/Fs8DAAm/RABsdVbl9Epna7CAX8Kvfi7GMuvvyYn7fdO1PD7/5X+b114TA7+06mcoXtKW8Ute+P01u50ibk9Q5XfWLbjv+8ckc6bMdFqcfTwkxShgpLlyjV372lZU75SE+4YrzI64Zbkh/vXr5L+7xgcN+/XjamoTzPoKQj01ozaRkVNdfTejzpriHWCFoFvO9Y19PDo+dfjeieoaDo57luhSiUmbY/W33h+TkD3h5kp6+LK0bIrjv7NbZ/UWqy738nwYPWojLSg24PGLgLPTResGRMeUfdhNXh69uRecL6WNSUz19uU9j86VVNy8OXoza3n8uJScgOi/VPcOvX6jDABAmF3W8VBAbuaAFSvaFIU+zhACiEqP7ip3ndWaHVvjKk+8ejQDAODdvjV2vXRa9LhHuWMO989fu+x5SU03Nj9pW57Ku0717p11qzY1AgAwNQcMVr5ztJAPwvtHi9iMgtP3RVD+JjJOdZi32vvsqfRq9MQ9aqsTxz9MHzherbyUBACQF4oaolf1z4LcErP1g6LiR0atph9akJothrKr0RNCVFc/CHiYOWS6ev4zQbUOy6iO9/nt+GktTRAlur/xgqve3+7Tn1Z0djzxIjAhqscv/nr6yt9A0yryt46MeT7cY1b7dydUwOiwyu9uxuhL+23JHVGrrwu/7v69vNJqU4tCW0Io2c/tfeTCkGvxA38fTIYOPr48TgwAQFf1CXZ1unDOXnWrgfmFWx6uq/t9kk/W5jMNSrHbqC5KivAOcK23FobgE6KcsAl+u9tsjFrkpE6Aw6+nQmIvRARfzsp8GPOoQtBF8GHvEmScjWX5HOhtyASAtgN/9lo2+VyGwNWh8goUXafLIMulk7v3iOzd06vvrFU9jJnw7tRLpaZiZa0oC7O1p5eJCkNZkHXuUlaWYIrbWRoAUOJSgcGDlyJnAKWWbh7GbADQMLHQEBaUS/jFZ28xe//TXYcO0KLn5IFtHtRcHf/xqZusQWFuugwAPffJI8yulAIInsiqzl3nM2Gt/9YieVQsfIZWvhLBZO4O/jXbJZGpyxw70tmaLOBzhRQAASDhlwmBrfnR7EGou64/snLW9Al2m0rVbPoPH2yYlq2j9n5G5qeF/M93a/M1lzb2aq6IaYefvOmXCy7rozuogMwTLmH64dCn1lOHtGXW3LWvugb8SadobA02sL0WzXRvqQLQc3ZQh5A155+udrKtcp5Um2DWWxDqpRm1iYy86uq3GV+hWbNmeAdYPknOP5eGblffcMvZSQOgk8uJA3kXDiVEZZY8ii6sEBhUuVNJZpzMUx7s3bsVHQDaDmnfY/7lc+lk906VZxSEdjczi/mX3FzSe/du03te1x6m8Ojv7KxMyTSnpzQAoCSlArUHeRInACWj1l5mDIYyaHaxH0ie3//AcTkr9TDXeFtXxtPfPrNKZZtzLz4Xe3r0M6ID0O0WD4sH4MVk1HC6/Unb6PB2jyAzT9WmxreHmolfW9aIp08KqdMpzef8Igg9WVSglh6nbT6/FQ0KPkRJqV/f7roEgGrPaaZtEgBAIrMWN3V6DS0k71SZSVu18jBlAICmaTMNIb9CQhYee8H26+eqRwNQcZ9mZXap6nMwcqrTrWk7OsqoBUCp6e3w0uInhRlFTDNPHXsHHVMd+rfyE+H8oj1+J7drdz+/tU3ViVVJna2vztYf3XXjlQz/4NfLPVp/xSsv5JZWm1oU2hKGxWDzt5P4Ii9+1L6lYUXLOuspl+Ut8vjvxZQhj+caaOY/3zjonO8ijRsb9KpO7lQtPtPAFLuN6qC4CO8A1xbeAf74DCD/4twBi7mzj232bcEAkBZH/ezYdcHlAjWTbiNmz3DTplFVr+hQUNP1HZb1rPNP7h+c49Wi4PwCjw4BZ/Kl74fdGouVv2L1mZypwqQBACWVgGafnbHJycnJyclJ9+JuRgaaMgGAoCsxKkd0giAoAACpRPq+JoLGrBzva6hOSkoo6YcVCKKm6gAAgBvlr1P5ilod/yhuw7YW1eJqK11JiZCKpRQAs0V7U6VncdmVb1YRZMXlsizt9D4+y6FpdJwaeiursKwoJ2at7fNiw54dtGhvr/+Ejum7WrrgbOgYE8V8OU1SGH8p+el+PzM9Xd2WXVY9Ed6bYmcz8cOLnfkp+8NeOgQOMGR8pmt1J6tTDB07Gy068W6wlHmSVLtg1nsQFNeMWkVGXnX12Iyvg3eA5aPyz10fGCSc9a+njwENgCq+eMXZIToqX8nEzXLmHMNP5r6PV68299l2PPdyzP4FbfTzsxY7H5hwgkdKQLO/V0zm2AeZYx88GX3r/oBAczoAEEwlZuWRxdYeN07p7M7nsbsy6P+zs1elpJ9d5e0kRb0/JileefoTftXbLgQlrRwRKBFJUjLb9uHRhM/VKLriu63yXbX6vjliS/OeVO7Zixl3dc0GDGmjfOPJhf3PNUe0Nayyn0sl1IcpjE6nv59AP65FUq1k+S0EAIJOqz5RUlKSot5/ggCi2gglN4w1b8dPaqnWd24TmQ1ZnjtG5bwaNKeT8OTUMCO9w6PmJF58KCAbt1WC4n3Djq2VOp0+bCNvYqXkzUN1O/LllFabWhTbEiAIJSWgxBQFIMrKvvyy2aTJLfWVCZah4biJms/OPXte/ZpwbT7TaOOpYiNTa/gI9A+aAFOkUCAQCEkKJO/+8YUFcOPX+U2O9zl4MNCy8hKSMCvqWolz0Op5E4b1NMmPin0jIiUUAI3BAHGFkGner7Pg9M6Lz0UAwpzT2y9Ju/QyYQElyM/JfsUTpG10t5+aYNhn/Pw/ti/tTqWnl5BvVxTUWKysFd+WKX33maoTItu0b3fm1Q3/pPAoEOdGjO/suiiuXGbf2Ra+buT5PddekSApuHnwdLYQAETyq1O2HNhVcGpfdL4EJIWx/0SkCwEIOdW9bZhqz4h8LpfL5XLzI3pyGqa1eBzXeAhIyx4cPRr9+EURtyT39r75C/9T7TnIgg0AGp0n9xVHLN+XxBWX3tu9/KSS7yRHNQCguAk7lv5+Po8EABA+uxXz8EUxtyDj8sbARWkeiwMslAFA+PRAQO9FRT8d2TOmLU0oEAhEkq9/2IduMPLkk4zHyUlJSUn3Ts9so9Ru7ZVrG11U3/65ImHv0eKugb3035++ye1a3cjrlKrDJP9m19dsv/laKHx1PfjPRN2+3sbK1QMlL5j1H4T6aUbtIiOvOoU1g2KkRzDSIwAU8yhZs2bNCgsLm9xRLxEIJEISQPLuH1+OG3d72NhXA472m2xdeWVFkn0ht6SL48oldkP7aOZfzHsjlEooABrBAEmFkG7u20J4PPHiMwmAJOfEgyipQS9TBlCS/KzSVzxJ2toIh/FvDPvbztvSc7E7lf6YbDPAkHk5/kCSmALps0MXXTrdiPs4i6KbjrZreeHGvGOscWO1lIFhUvMqb+uiteltyLiWcvm5FCjy4V9n+k7Jef8MIF1dlZWf/6iQAnH5f/ufvyEB4NO2Cch3nfpMjcDscWpaCTWjhJrx6lQbDrvZEC/hnl8zlLxbGpq37VqasjxSadAA9Sr5L8NiSCvJmeRrL6Ug4d8MzcwWAsjuV9WSDfM+bWFNm07J0s9AcDzlxhsKJPy4kLR0QdUzbzlhrHk7yrq2Vq3vTejwYerq+s7zPJkRmHqxkyP36QLHXRY+j/MkCjuyvnCkLTk44uiSwvbhh2yMaBKBQCKSAABIC1/+szvrfiavrKQiOTJ2frjUfbSOSl0rkVea3Foo0f3gmxvOlJOKbgkASEvfHAt//vi5gFvMvb07etEVpR5Dm7EAlFromDEK9oS+LBCD6FXegZBCZWttHUa1xsj9TGNQbGSUHqUpPUqrSwJcjLeEaqspPQItSPy1Q/fg5wAAMNjoBLT46b/EDV/yMCT57PDsdQnFmnkBHcMkFACwO605t2p+71EznTusNWimbe3qbcZLe8Gj2qtZ+TrlzOzgnn/16KFpc2d5Ws0naHR9t6DIjR4aBPASlroNLtydET5uuf+EGS6WC9hMQsV2+ubxJkw2zdcpZ2aH3kF7ZvW+Iq9Yr4XHlvnfCKq2Ij+usswjbpWfccv53fZ9wzndfo9cNmvGIOvNNDpwHGcdWu+mTsh6GxCh4b7+0NRpP3e3msvUMO7QRpcJAEzTT9v5vjrPDXv/N3FqJ2OBio6ZnZamihqTkF0diN42LP+/K/Os3z0rxm6Q1uJxXOMhoCwuuL1j+vTxz8spUGntMmLbmdWu6gQAEFo9N4YHBQZ6GcznqVkMXBq+trs6AQBUxaOIbaFdh8zoa8AA8bOTC4b/nVgsVWrh/L/V/66t/I63KPfEprP55bDS02hlZd3Wa5Jiprf9ypt8NHazd08viUo5SjQlTV1djbdfhKVKb+06I+yx21O7ymU7eV2rE/mdUnVaHrlm9uQRpquLac3bj/jj6K+dVD4KlLxgNkAQ6qcZtYqMvOoU1AxGWgQrahIACABIc/+vP0Ka4h1gSdKC/W4bKxO1UyZHQH+6/4NgvS97JoMsC596536R8ssRBw5Xzn3O3U//7tRryFUXi9stmrOtPYzNeMUvKsCe09ynM3e2eUR+nM/+Wdd/6Ry6gCDoLQznnnZ31wSoeL3M6VTxgQmHJnUdNupq91bRbGVgt+uwKVCzuaZb+KqrM/vsC6YRoK4/45irqwZ8NOwzWptOsrkxjfQcaEQDAI5bjavw3tYV3qvrgaCrMzrvXcygq5iZbQk1b5FdOQaCsrXdryNyF9iHLGWrdh5saMoGALrpJ21jqhA+nbmzzcPz4waGr7pecyOrttdmZGtiW46bF0dJRaV/F9iTbObdttpNBY0ervtnRc3oGBrEVDbupK7LBHn9qnYh4NMWPqlp62l6uYWMu/Sz9W6Bioppe5amqpJylYNNdnWimrbjD/leDbpuR7NZu8xmbuGlJIjUCQUdWV860mY/CT7JL4dYL53YyiVWG8dG/6JBJyRZkTd+m1pSTALLsMXgjQPX+n7Fd0rklCaVVwslfnTo/r7uZtMHqDEV2xIAEPPvBF+dOZJbTgG7jcGIkMErPZgEAKFrsiU8f/ovp0zni4BQNu/Xad+21poEgPRDY1jyPtMoFBcZpYePVc5eAgAewJf+om8JPgJd+y3G5SrmYZa0tDQLC/zl5aZ2a6H83rb1sR1/mdpFi8ZP3dyn3/XZd44N1CYwMgih+r9AmxZemQAHZzl/5W8b7t27FwAkEklgYKBUWu0aube3t5+fXz1mqGqLcVOi+lMef39DjN6smQZaNPLxH0cHXOkU+68pTtMIfafeJ8B1mPhoNJDW7h5w34Fqg0fKeJiDXr76e8/4IsIOBEyYTJJiSkpJpVIKQCIhSZIkxWKSJClKylHXiAwPw5dgVcPhcDAIn9q08P0/R7dV/+aap6iLOAihbwpp4S8gaAAw3nzoeEV8oYpOp4eEhGBgP6VJBGMQvmubf3n/z39N6/nLbSXUDAw4QvVEbGPJIwgAGGttMRbDUW8wAcZUCiGEvk0EaT4Mo9AAMKVBCKFvJQe2xidq6x2+BRohhBBCCCGEECbACCGEEEIIIYQQJsAIIYQQQgghhBAmwAghhBBCCCGEECbACCGEEPpmCO5cb2ccfZ/fcDXyYqKsLGIfChuhaoQQQj84fAs0QgghhBqHcjvH01GEPgsjgRBCqIHgHWCEEEIIAQBVfP2Wh374sii+hBKl7LzsaRxq22avXYfzW2OFUgCQtVBw57p9qxMjPY8O6Hmke6d/t8QJpR+VKi4/P+9kZ9P9DkYhbQ0jg46Xk1X+KEyK9+kZn8rnn/XZ7bKuWAQAIM3dFmnunZEvkdUGhBBCCBNghBBCCH1l9ltw5ebA/70acGrwbz3Zgps3R29mLY8fl5ITEP2X6t6h12+UQYWshQAgfMXr8OfA01FDz25gh4yKu8+rVi4/MWlzrP7W+2MSsifcXEkPX5aWLf6kcoLtNqtNUejjDCGAqPTornLXWa3ZsbKrQwghhL4GPgKNEEII/ejI3IdjBpDqkwdPdGLSQJJ5KjsrUzLN6SkNAChJqUDtQZ5IS8ZCiTMA29pioDWDANBwNHPi/ReVLeloTX9fMruTy4kDeRcOJURlljyKLqwQGMi8k8vpYj+QPL//geNyVuphrvG2roynv8mozk2djhsLIYQQJsAIIYQQ+goqeksizaJGRa0cMeJ3d7pUApr9vWKOt1EHAKn45QtSqyXtsYyFdLgLQFFUZSGUVEACAaIrvnuHnJYAAMvH987UJ/1H5HefbePuZunlKIhb8u7DH2FrjxunNGTn8z4qGfT/9bdXpVJlVocQQgh9HXwEGiGEEPrRMbR1XNxst/yhdWRMzLUiuskAQ+bl+ANJYgqkzw5ddOl0I47LkLUQAID/MDXsjlAKkqeRD+K0jHq1Zfc4Na2EmlFCzXh1qmXhhdySLo4rl9gN7aOZfzHvjVAqkZ0B001H27W8cGPeMda4sVrKILc6hBBC6KumPAwBQgghhABohqM91x4JmzrLOGavW/iqqzP77AumEaCuP+OYq6sG0NxkLBQBMDSYSUER7Z6LpPptlhx3tmdXO82wnurUa+BVF4vbLZqzrT2MzXjFLyrATOYZSWvTSTY3ppGeA41oAMCRVR1CCCH0lQguVzEXVNPS0iwsLDCgCCGEviUUIz0SAEjzYQBEw1cvUVvctOMruHPdeRT9QHK3dvhTRggh9D2jl6/+3jO+iLADARMmk6SYklJSqZQCkEhIkiRJsZgkSYqSctQ1IsPD8A4wQgihJouRFsGKmgQAAgDS3B8DIpMmEfyVJbiyExqmqSXUDNxeCCGEvurcAEOAEEKoyZNKKQwCZpUIIYRQ03kJFlWR9PdU7w6t1Dkcjo5Vr9mHM3h4toN+LLyEDaM87FtxOByDgOiKqqf+Jbc3De+gz+FwDBzHbr/PrTw0qPyIHpwP9Mf8V177MuXWpRCiJ1vdNTgc94OvKn8upfhkb041RlNjebXtQq2RzyKnuFu31OJwOBw9G++gyEx+jcs/yq9kBlmBQahVzKnypJDJ3dqoczgaxu7TD2Xw63l0lddrhUej7lvVwj84yzk4y7lA1+vIkSMSiQRHCoQQQggT4CaRAPPfFDQfsPr4vcdPkk7NbH4i0G9DirDeEo3E9UPHnylsiHM6/r25NrbzE/gNt6LCC0ENhm3YddzKkM19NKo92kEVX5kzfF3xuHO5+dknhuYs9194o+zdvqvacdvD1/n5+fn5+Tl7XNVqXab85YpIWXLDg3YI22kovV+i5XMm/63XqXs8VXX6jrRTqXUXaj0carQbtTosOiUrNyv55M8qh6cEHsuT1LC8tkFWUBBqE3PuzQVD5j9w253y8lXyLtd7c4auua+Ao1fu6Cqv1wqPxlchYopa52m6FxeXnD9/vrS0FAcKhBBCCBPgJtET7Z6LV07xdjRrqdfWZdyisa1e3Eitt1MuYdbVm7n8BjmhY9nMO3d2rjWr4VZE3y0VqxFTx/p0t2imVG1xadyu8/Rhyyd11GI1d566wld8cnf8uxulBE2J9ZayEq32Zcpd/vUkr88u/hNmr+ijU6U9NObbViqVRofGafpN7Pg+0/1sF2o/iKhbduva3qSltpZ2S2OTlhwVLQ6TqGF5bYOsqCB8Pub89FOXS5wX/OLVWk21dc/Zizq/DNubxKu/0VVerxUcDQVo3rx5UVERABQXF+NIgRBCCGEC3NSQb+7eKtDrbM75wjd+ClM3D3Z2cHBwcHBob6HD4dgseSAQ5/27ZKBTO3t7G5PWFp5zTueR5PPwmUtiubcX+Uw69qIwfstYFwtTc3NTK7fAkMRqD/pJCv9bMdDRvr29jaWt54yIbBEAVZ685yd3Wytra0ubrmOC75RIAXh3ZtjY+vk5G+lZ+P7sZdT5zwwRAACZu8vDZMiJZ8m/9+v/xyMBgLT07taA7lZmlpZm1p6zj+WKZJb2nuDh2xX59+ba2Y2aPMTLw83J2sZr4cXXEqrwzLC2H1WUT5bI74u0OOZXNxPXJdcKJDVWir5BopcPMsRtXIwrf5mEbdKllfBx8mtx5R958fOcW+m3suo2YsW5XOE30Fpp8bXffnsRsH54K5l3OckXZ3fd1R0xxvbD76wotgu8O0EOLbQ1m5kOvzvk0N8DtGmfWV6bICs6CDWhKCCItwMfQRDiN4mPiiX1NbrK67Vio6EQWlpalalvZRqMEEIIIUyAmw6Kl7Rl/JIXfn/N/uLfZFC2mnn8dkJCwr2YfeOMNNoHhc6zlybv+utOp+23HiQ+TI9dyjy8KiKbMhy+eVUXjvOa07t6pM4bvkVp3pVH6ekp/waWrRk2/8aHtFGSd/LXPbDoyv3ElHsHB/Kjrz8XVcQtHbVda0V0yqNHD2PWGewZPS+aCwAgyM1x3PPoRVLkqiW9ig6EpQsBRFlHQvPcpnp+OAG/+9vov8Q/X3z4ODUxvO+D1auuP4+VXZqMzP55pvmK09eux11dpnxg2eFssrn7NK/qFXkw/psjpy+SguvLfCbe9Yk4u8JDWxBX20rRN0LCLxEAW51VmRXR2Ros4JfwpQCEavuZIcdOno+OPrnBR7R3pPdv8bzGPnrL76xbcN/3j0nmTJlXr8TZx0NSjAJGmiu/TfEU3gV2h2UX7z+4d2XXODJkysqYUuozyz8X5HoIQg1YZv09OXG/b7qWx+e//G/z2mti4JfypfU1usrrtSKjoSDNmjXDO8AIIYQQgib4Fmh+Wsj/fLc2X3NpY6/mdczuRTlhE/x2t9kYtchJnQCHX0+FxF6ICL6clfkw5lGFoIvgw2mcIONsLMvnQG9DJgC0Hfiz17LJ5zIErg6V9z3oOl0GWS6d3L1HZO+eXn1nrephLH2491JWlmCK21kaAFDiUoHBg5ciJwBma08vExWGMmg6BQ4ix/6THLRS+eAhbr+dXTSI1HetiooWuf3VvzUTgNku6FoCCBKXzPq0NHcO89MuKbV08zBmA4CGiYWGsKBcAiYfV8R8skhGXxwBJM8PjB7K4wT8O6mjOg0ET85dqmWl6BtBZ2uygM8VUgAEgIRfJgS2JpsGACoWPkMrf8rNZO4O/jXbJZGpyxw7shvx8E3e9MsFl/XRHVRA5u1CYfrh0KfWU4e0fb+/KbwLhBJHR5+joz9i5Z/XTwzdcXelaw+1mpZ/NsgKD0KNrVd3XX9k5azpE+w2larZ9B8+2DAtW0eNXl+jq7xeKzAaiqKlpZWZmQl4BxghhBDCBLhJ9UaQETqm72rpgvOhY0zq+N1XSf7FuQMWc2df2OvbggEgLY6a3i0g2fXnsR7dRvRyKI5dQVW980NBTd8DZlnPOv/E7/61S1FXzi/wWGG7J3qWBDT77IwN81IHAGlFXh5fy4BJ3QWCqcKsPDtk2wX8T3VQyI2+Ksfpw8PtVeBduk1JSSm8ux9E8V5kvJIKSBmlyT4tpisxKtclCIKSXVGivL6wOyzZPzhqwpTlQ2/+0Z0pldS2UvSNYLZob6oUGpfN99dRARBkxeWyLO30lD7ZRZQIqbhxfyhGUhh/Kflpkp9ZOAEUyReIYYqdzX9H4kPcK3NNfsr+sJcOSwYYMuTs5QrtAgUARG2X1yrICgnCZ9A0Ok4NvTUVAEDy4kDfjoY9O2jR6mt0lddrxUVDYZo1a1ZYWAiNcQeYXr4aRyGEEELo29GEHoEWPj0Q0HtR0U9H9oxpSxMKBAKR5EvPhClu/Dq/yfE+Bw8GWlbeQxJmRV0rcQ5aPW/CsJ4m+VGxb0SkhAKgMRggrhAyzft1FpzeefG5CECYc3r7JWmXXiYsoAT5OdmveIK0je72UxMM+4yf/8f2pd2p9HShUd/uzKsb/knhUSDOjRjf2XVRXPlHjWSajphgELVw7qnmAaPePecJAKBs1LObUnTopRdioHgp24b1mhWj1VtWaW9r/+zjhh9VxJbdFwB6c/uu3cZvXWMWOXnx1WJl0893ATUaihQKBAIhSYHk3T8AQKPz5L7iiOX7krji0nu7l59U8p3kqAYgLXtw9Gj04xdF3JLc2/vmL/xPtecgCzYAUNyEHUt/P59H1lCm/OVfkykYjDz5JONxclJSUtK90zPbKLVbe+XaRhfVt3+uSNh7tLhrYC/993c05XahTqRFcfv2XUjIelNW+jLp+Mp5R8UeI+xV5C+vFig5QVZsEGTHvNr2Ej67FfPwRTG3IOPyxsBFaR6LAyyU6290lddrhUWDYqRHMNIjAL5273r/HeDKNBghhBBCmAB/90S5JzadzS+/s9LTSFdHR0dHR6f79uwve4KQfHZ49rqE4ucRAR1NjY2NjY1thp1qNn5+75yZzh1c3HpNPKXrbcZLe8GjgG3l65Qzs4P7rhZrD03jr/O0srCw7buDHRS50UODAH7CUrfO02+KTcct9y9Z6mJpbWvnvo4xfdN4k+bdfo9cZhg+yNrMwtJzIzHr0Ho39Y/vJTEMfQOtcnPMJw1qXe2OiWrnVYdmSn/3tLKydRx7w2PbDj9zN1mlva3987/MWr0iQrPHnzL68u6zrYZvWWd96qf5l4Qun+8CaiSCxF/b6+i08Y0sLD4x2EhHx25hAh8ACK2eG8ODVHd5GTQz7H9Qf2n42u7qBACIC27vCPSwamPQysbnj2e9t535w1WdAACq4lHEttCYN2QNZcpd/nXjEbuZnv5bOhwlmpKmrq7G2y/CUqW3dp0R9vjJs+r7p+R1oW4I0dPjCwY6mLQ0NO+xKL7dmlPb+2nTalheNVDygqzIIMiJebXtJX52ckFf69YGbZ2nXTJe/W/IkBb0ehxd5fVaQdFgpEWwLk9kXZ7ISI/8yi5oaGhU/gASfgcYIYQQ+sERXK5iXmGUlpZmYWGBAUUIIaQQjLRwVtQkAAjOco4pav01Re3duxcAJBJJYGCgVFrtARlvb28/Pz+MNkIIIfS97bZvhwAAIABJREFUZ3wRYQcCJkwmSTElpaRSKQUgkZAkSZJiMUmSFCXlqGtEhocxcENWxeFwMAh1oKjLKAgh9B5p4S8gaAAw3nzoeFDAkyZ0Oj0kJAQDixBCCP3IMAHGRA4hhL5NBGk+DKOAEEIIIUyAEUIIIYQQQggBAFX5vgzSfBgAvp0HE2CEEEIIIYQQaqoZXVpE5VszBACkuT8GpGY0DAFCCCGEEEIIff/w9i8mwAghhFATRVUk/T3Vu0MrdQ6Ho2PVa/bhDB7+LjtCCsBL2DDKw74Vh8MxCIiuaNzDmXwWOcXduqUWh8Ph6Nl4B0Vmfs2vDsorrTa1KLYl8rtcu5GtEbbRF0e1IZtg4V/UdUtwljNpPhQPYEyAEUIIoSaaAPPfFDQfsPr4vcdPkk7NbH4i0G9DirA+k4LE9UPHnymkFLxinYttnMyotq3l3Zlhbb8kUaCwmvn35trYzv+yn1z/vmLb+MiyV0VCCgCAbdh13MqQzX00GI1+ONM02o1aHRadkpWblXzyZ5XDUwKP5UnqfuIvp7Ta1KLYlsjvci1HtobfRl8c1QZFvNBwiylqjXeAawO/A4wQQgh9l2jaPRev7Fn575bjFo3d4nEjtYyy06mv0x9h1tWbuW0pRa9Y52IbReO1lmUz79xZQp/1fbT2O0t8Sx9fCd+3d++Bq6yl8Vd+MmKoWI2YagW8m+eUQNTYhzNN3bJb18rlGsYmLTkqBIdZ92NcXmm1qUWxLZHf5dqNbI2wjb44qg2rrKwMj+XabjEMAUIIIfTdn8G/uXurQK+zOefLz7qEqZsHOzs4ODg4OLS30OFwbJY8EIjz/l0y0Kmdvb2NSWsLzzmn80jyefjMJbHc24t8Jh17URi/ZayLham5uamVW2BIIrdqhiUp/G/FQEf79vY2lraeMyKyeVVWzH1WQ7GRKVeqrVj1pPbT9gCApChmw1AHUzMrawfvgKE2Nr/c5cleyLszw8bWz8/ZSM9y/MUibvKen9xtraytLW26jgm+UyKVV1TNQcgrlVFOddKS2LWDOtpYW9m4jA6+WyqlSqPGm9gurLyJK30V7mPuE/6qymr8e3PtbIdPGOjevYutSXv/9bt//V8/L1d7s47jDmSJQPDw9379/3gkAP69uXZ2oyYP8fJwc7K28Vp48bUEgBc7xaLD8sr7ZLzYKZad1qTyvqy1PyJJWfrl3YtHuLRt7Rp0ttxp3umkS4FGjG/wcObdCXJooa3ZzHT43SGH/h6g/XWn7/JKq00tim3J50ewrxjZGlh9Rab2SktL8ZjGBBghhBD6IVC8pC3jl7zw+2t2O9aXr61sNfP47YSEhHsx+8YZabQPCp1nL03e9dedTttvPUh8mB67lHl4VUQ2ZTh886ouHOc1p3f1SJ03fIvSvCuP0tNT/g0sWzNs/o0PKbAk7+Sve2DRlfuJKfcODuRHX3+l+27F3X0L9sgvdmeX2yuqrfj8QwbM+7Q9Yqrs+vzx+wzW3kpNTTo/k5OcKwQAmQsBAAS5OY57Hr1I3NElbdmo7VorolMePXoYs85gz+h50VzZa/FqCsLuPjm/fVLOx5EVF70ymHMx6VHi+RnkX2OW3+VrdP15GHHs73gugDjn2M50l+l99KqfiAmfP7Vac/7GrZjt1tdX7dFYfOxydEyIw82N+9KE1T+Wab7i9LXrcVeXKR9YdjhbLGvD0r+stT/YMVOeEBzQzbh197lny52CTqU/Szyzdc6Qji2UiW/ycGZ3WHbx/oN7V3aNI0OmrIwp/bqb+vJKq00tim3JZ0awrxvZGli9ROaLFBcX42xYS/gINEIIIfQ946eF/M93a/M1lzb2al73y9qinLAJfrvbbIxa5KROgMOvp0JiL0QEX87KfBjzqELQRfDhjqEg42wsy+dAb0MmALQd+LPXssnnMgSuDuzKrEunyyDLpZO794js3dOr76xVPYyZ8O6sTKWmYmWtCDWsyH986iZrUJibLgNAz33yCLMrpQAyFwIAMFt7epmoMJQFWecuZWUJpridpQEAJS4VGDx4WaYia60aWyt4IqMckTuHWTWmLOsxga7adIDW/Sd3WzgnKkfoZDdxom6vbdcLHY0OhBYN2NlV86N8S6mlq0dbNhCEXltdw+Zd27AAiOaGHFEhXwL0qh9z8zBmA4CGiYWGsKD8M183rFVrfzDi4qePMorVzNzs29vbmWkrE9/04UwocXT0OTr6I1b+ef3E0B13V7r2UKt7HfJKq00tim1JjSOYYka2BlMPkcEEuN7gHWCEEELouyXICB3Td7V0wdnQMSZ1v0ciyb84d8Bi7uxjm31bMACkxVE/O3ZdcLlAzaTbiNkz3LRpVNW7GRTUdG+DZT3r/JP7B+d4tSg4v8CjQ8CZ/Hdp42eK/dIVpaSEkr4rgKARBICchQBAMFWYNACgpBLQ7LMzNjk5OTk5Oele3M3IQFMlWWvV3FqZ5Qij/HU4HA6Hw9Hxj+ICAI1Be1cmncZQohOg1Nb/Z5uEnacu7z6qNHpiOxXuR6sQDBbjfZvpck/SCLrS248RBPG2WQRBSSo7QYkE4mqbSGZrmT/0gUNo9dh0+1nmmbkOJSdmd21l3HXEor8vphaT3/zhTIEiX3Ikr7Ta1KKYlsjrsmJGtsah2G1Ue/gINCbACCGEUFMnfHogoPeiop+O7BnTliYUCAQiSR0eu6O48ev8Jsf7HDwYaFl5F1eYFXWtxDlo9bwJw3qa5EfFvhGREgqAxmCAuELINO/XWXB658XnIgBhzuntl6RdepmwgBLk52S/4gnSNrrbT00w7DN+/h/bl3an0tNLyLcrCmosVtaK78qUtSLbcmBXwal90fkSkBTG/hORLgQgZC6s2lm2ad/uzKsb/knhUSDOjRjf2XVRXDlL1lo1B0FZVjlqPSPyuVwul8vNj+jJARCmn76YKwKQFNwIu6Peq2crJgBNr+9Mt/Rlv5xpGTjclAmcj1apMzpHT7kg8VGRBMR51w5Hv6nM5GpqLb4aC5g6HQbOCj6d+Cz95Fwn7tkgt9amw8JfSAAAKFIoEAiEJAWSd/9opMNZWhS3b9+FhKw3ZaUvk46vnHdU7DHCXqWulcgrTW4tFDdhx9Lfz+eRim5JTSOYvOVVGtM42+gLo1q39JmRHsFIjwD44u5gAlx7+Ag0Qggh9F0S5Z7YdDa/HFZ6Gq2sXGK9JilmelulLyqFfHZ49rqEYs28gI5hEgoA2J3WnFs1v/eomc4d1ho007Z29Tbjpb3gUe3VrHydcmZ2cM+/evTQtLmzPK3mEzS6vltQ5EYPDQJ4CUvdBhfuzggft9x/wgwXywVsJqFiO33zeBMmm+brlDOzQ++gPbN6X5FXrNfCY8v8bwRVW5EfV1nmwUnzew//aEVo77lh7/8mTu1kLFDRMbPT0lRRYxKEpoyF1brL6fZ75LJZMwZZb6bRgeM469B6N3UaTcZabAsZlb5vrVv+1RORy+ZXL+fjmz5KWuz/Zg44T5Fcqc3iw4vaswEACI0uE/uwL7yaOsCQrsCdQdly4vKho+Z3MVnMNuji42ZaeSmD/QWt/ZETYd0Og2ZvGTTrj9fJiVwNAgAEib926B78HAAABhudgBY//Ze4oSO7MQ5nOiF6enzBstmZxSSwWjoNWXNqfb+veMGSnNKk8mqhKh5FbAvtOmRGXwOmYlsiv8uUvJGtSmMYjbGNvjSqdUnM0iJYUZMAQABAmvt/0br4CPQXbDEuVzGvQUhLS7OwsMCAIoQQ+lZRjPRIACDNh+EvJTaBrVl+b9v62I6/TO2iReOnbu7T7/rsO8d8WQmfLhyoTdShqM+uVUdSbvyKnhNKN8f+1VkVtyJCqHoCHF6ZAAdnOccUtf6idWk0mlRaq/e7e3t7+/n5NcmMLyLsQMCEySQppqSUVCqlACQSkiRJUiwmSZKipBx1jcjwMLwDjBBC6Ac5saj7lfWmjcPhfL+N37Tw/T9Ht1WvaWHdiqovXvohjR06Rd0CQQgpCmnhLyBoADDefOh4vFBbf+cDGAKEEEI/GDyrwEQIIYS+xemJNB+GUahvTeglWOSzyCnu1i21OBwOR8/GOygyk4/bFyEA4CVsGOVh34rD4RgERFdU+YO05Pam4R30ORyOgePY7fff/5CnvOW1KVMhRE+2umtwOO4HX1U+y1N8sjenGqOpsTwAoPIjelRZqj/mv/J6ieDnA9IALanNECcvUF+Hqkj6e6p3h1bqHA5Hx6rX7MMZPOrrd6HGmCUs/Iu6bgnOcibNh+K4gBBCCGEC/L13RaPdqNVh0SlZuVnJJ39WOTwl8FiepL4SisT1Q8efKaQUvGKdi21q+RrGQcHYhl3HrQzZ3Eej2iMfVPGVOcPXFY87l5uffWJoznL/hTfKqBqW16ZMxaQpueFBO4TtND68yEfL50z+W69T93iq6vQdaffu/YqqHbc9fF35t5w9rvXxo3u1C0i9t6Q2Q1xNgfqKAPDfFDQfsPr4vcdPkk7NbH4i0G9DivDrd6HGQLzQcIspao13gBFCCCFMgJtAV9Qtu3Vtb9JSW0u7pbFJS46KFodZX+c4wqyrN3P5lKJXrHOxTQzGQcFUrEZMHevT3aJZ9VfDlsbtOk8ftnxSRy1Wc+epK3zFJ3fHl9ewvDZlKoDk9dnFf8LsFX10qgxPNCarklJpdGicpt/Eju/zS4Km9PZvLGWlehnRahWQ+m9JrYa4GgL1FTVr91y8coq3o1lLvbYu4xaNbfXiRmoZ9bW7UOMoKyvDEQEhhND/2bvzgJi2PwDg35lmppk0ZZtKytK0r2RJpUVKRNmieLaS9YdkCdnJzrM9ez08pHqWsjxL2RIhRYtSlhSFStto9pn7+6OitCgq4fv5i5nOued+7z33nu9dziBMgH8Z3AcLTTu0b91W0/3hyBMHnBs6BbkgdecIM1NTU1NT0246LCbTYNljvijnv2XDehubmBiwO+nYzT+XIxa/CfZeFsO57+cy5XT2h9jdEy10NLW1NfVspgUkVHnQT/Lh5pphvUy6mRjoGtrNCXnFrVQw63Ud1YYmX6tSUFh7nULgxszQ6b667H4MN2aGbs/1qQLgxS0wMnSfPMzWytyQ3c1t06GV4wY7WJto9Zh0LEP4lW+h+ioDcB/MMTB0dTXroqwz0ne4huGSeB4AgPRdsIu2S3D5c6rS4od/eVjpaenqaunb+ZzOEn4upet5pYCTFDjd1lBPX1/XwHLCrgdFUqhpWZXDm1NcQxH4SaLR4gnfPn4m6myhUf5bGWxzdcHTpPeiWj9vHtLCG6tWZXtsclev8c6yOPvCwYdKYyYYfv6hA26sr5m6irpe3zFrLmYJmjFQ1Y8/Td2SBhziaghU4xDnPrybr9xHm0lqqbvQV65m4M8kIoQQQpgA/0IY3VdcefQ47trBSeKAGWujixt4E1FWz/vM/fj4+LjoI5O6KHZbeNjXRJp0cPuDnnvvPk54kh6znHbSP+QVoea+09+cabb+3MH+qb7uu6m+11LS05P/m1ayfvSi259TYElO2MpA8Lv2KCE57vgwXtStd0oVBQ8Nyg+svdr95vfXVCn4RlhrnW+EtWbzb17qrb90+270Xv1b/oGKS09HREUHmN7ZdiRNUPe33OqrLAIA4Gdl9gpMyU4MWrncjXT6QCwHQJR5en+6xeyBymQAAO7DVeO3i2ZdefI0NSF40ON1/reKiIpSCfvM01b8sbfNmqjklJQn0RtVA8f7RnGAW1d4Dw3MXFW9SOX8tyVHo+WT8Ir4wFCgl91ElGEo0oFXxJPW+nlzID4+2Lj40dCtU7RrfnxD9OpMQHIXj7HasmX/J7Xq5h1wOuxSVFTYFhfh32OdVsVymy1QVTRLS+p/iPsyUI21fbiJuz2XZbtu9zGmt9Bd6GvwZxIRQgih39wvNgs0icpkqTBZKmPW/nnr7Kh9D9da92/483/CzKDJroc6b4v0661AAtOV4QExl0N2RWS8eBKdUso3538exvGfXYihuxxzVKMBQNdhsxxWTL34jG9tWnbfQ4ZlPlx3+VSr/qGO9g6D5vr316BBxdBLrq5qaypY+1fC9zWvBrWjdb+uDCCRlLsqqbWz7EwHILVTYwo/8CQgU9e3cr1rbhutk50DW44iCxQjLy+lAXtufejV5djhAuf9lq1JZXGLjBLabB/SiQZAM154Ix6A++B8RSl+xsWrGRn8GTYXyABAiIr5qo/fCm3rDO/zGoswf4po/ARkGK3pwOMICAASgIRXIgBGawa51s+bAS9px7zLFpuiustBjbcLBeknD7/Unzmy66d9QE7HZVTZr9GxF+zj3TBcFpq6olcPRrMEqqrmaEm9D3HVA9UomyctYNzQv9qtv7ptQDtyC92FMAFGCCGEUN3Iv+qKEfBts5xI8q4scF7K8Tm9c2gHCoC0MHJWL8vFEfny7L5jfObYtCcTRJWl1HWPma4/99LzR8fnO3TIv7S4X3eP83kVyd1Xqq29YI1fkUiEREoAABBCvqiiIhKFTqmIAEnmyw1d+7dEbW0j0eRoZX9I7eo2yyB+f3jEoVPU8V7G5XPsEFKx9FPMCW52+st8IfGpFCGVQOuB+2OSkpKSkpIS4+7dCZ2mSakzDjUWEUS6scqmt2W5RYpaYjQ4lVvYkn9ahNahmyb19b1XZVMJ8zPuZdF1jZSptX7e9CQfYq8mvfzHVUtZSamjuf9zQdwMIwOvz9Mp85L/CXprOs1ZrcYLdyQZKpUkFUmJ5gpU7VlqU7Wkvoe4ugP1bfjPDk8YtE66+MLhCWx6i92Fvg4fgUYIIYQwAf5FSAvuHTlyOT4jt6T4beKZtb6nRP3GmDRw+lOCE7vRdWqsy/Hj03TL7twIMiJvFJktXOc7ebQ9Oy8yJlcolhAAZAoFRKUCmvbgPvxz+6+8EQIIMs/tvSo1H8CmA8HPy3z1jstP22ZrMjNebaDnoq17l1sR6elF4vKC/Dqrralg7XUCU1k2PyGlQAKinBsno3LF3xnIWla56m6jPMjbJn3FvPMdp7lr0srbRu1i35cadfhqtggIbvKe0QPmRhR8vp3L0BxkRbu+5WgylwBRVohnH2u/ex/rjoNsTUXk7UPyOBwOh8PJC7HOaYHRAGalFtozW8j1ILGAz+cLxARIKv4BAIp9pg4Shaw+ksgRFccdWh1GHTqll3wdnxOc+H3LN1/KEddR53eRUR0b9vzZ06TExMTEuHPenanGG67d2GbRqvzr0vi/TxVaThugIvOp15c8PnUq6ml2Aaco6/6RRUtutrIfrsNo9PDVIyDN0JJaD3FVt0uNgfpegpfHPBz9Cqb/GzihK1nA5/OFkm/ahRq+51LSQyjpIQCNdjEBE2CEEEIIE+BfBUn48sziYabsjmra/f1ijdeH7x3cwEmwxK9P+myML3wT4tFDU0NDQ0PDYHR4W89FjpneZt0tbAZ4hSs5aXHTsrkEMPSG9s707m57sMOGE//jbbTT09ExHLSPsTB0Wz9FEvDil9v0mX1HpDlptVvRcgtdfUMj242U2Ts82bTygo4XLefWXq3Dmd5+XxasvU55Xa/Vo4pXmrPZRq7BCjaa3zvophtMqWmVvwi2ornXQAa/50xnNZmK9S1t1cf/hLd0s52enmGvibf77dnnWnkAzuy7OXSFWvBwfS0dXbttpLknNtkoyNW8rPI42Oxru7Zakcr3vGgtMRotET9hZTcWq/PQ0A+FZ0d0YbGMymbtIrWx3xa8sNVBB9W2akOOqywP3mClQKrjc6I0JWTP4eiyqwq11PmdxyNGW2WVciwmlUxtraSkWP42MFF89+B5Qf/pdpW7tSj//r5p/fQ6q6obuGx97bjn/FZrhcZ/BL0+AWmGltR2iKuyXWoJ1PcRZp3dcSHv44O1dl2UWCwWi8Wy2vtK9A27UANR0kLoEV70CC9KemhjrQs+Ao0QQgj95kgcTuM8pJmWlqajo4MB/U1IObFr7CcX74zZ3qcVRgOjgVBToKQF0yOnAMCuDLPogk6NUieZTJZKq8zH5eTk5OrqitFGCCGEfvaMLyTomMfkqWKxiJASUqmUAJBIxGKxWCwSicVigpAyFRRDg4MouCErYzKZGIQGcFAJwCDUGY3GusCE0G9IrOPGJ5EBwFN7lCeQMCAIIYQQ+n6YAGO6ghBCLRNJrD0ao4AQQgghTIARQgghhBBCCAEAUTZfhlh7NOAzU5gAI4QQQgghhNAvm9GlhZTNmsEHEGu7YUDqRsYQIIQQQgghhNDPD2//YgKMEEII/arEr0Nn2Op3bMNkMpnKBk4LQ1/wMCgIfT9u/JY/+pmoM5lMVY+o0mZZJFGaeGCmU3d1BSaTydIb4HPyWfmvLjZuN6+ttvospfEPOLXFmfiYGDC1b2cFJlNRw3b2iWe8lrGNWvKhWKzjVmC5e1eGmVh7FHZgTIAb2BEfzNE3WZbAb+7l8uIWGBguiseBC0IIoQacwxWN/1gXFJWckZWRFDZL7uSMaadzJE14jkzYNMrz/AeikQt+c7U//ZijfMVxDNBiiEveFQgIAACGmuWktQE7Byo227uCBC83v53zujNxT58nhnu3OzvNdUuyoPG7eW211WcpTXDAqTnOnDuLRy56bHMo+e27pIPWcfNHrX/Eq2/Z3+FQXDNStqJNdEEnvANcH/gOMEIIIfSTJsAKun0ty/6pqMHuyJQjMWlNOPYRZFy/k9WVaOyC31ztz65ixekGvhcvkFTouEP/uMS3+Om14CN//33sOn157LXpXShyemNm6gH3zkUqCJurN7e3X7rWvuzfHSf5Tdzd73ZqCWHEIjVuN6+ttvospfEPODXHmZceHlFktmGeQyd5Etj7+PU54P134pLdZnL1KPtbHIprUVJSgn25vlsMQ/AFaVHMhuE9DPT1DCzG73pYLCWKIz3ZhkvKrsxK3wW7aLsEv5NW/LUwdUMPTY8bHAAi77Rzu3bOZ/IJgJJrk3RsD2SKiY9JgdNtDfX09XUNLCfselAkBYAaP6xYeGH0Shu29bIb+RLcEgghhL6O+2ChaYf2rdtquj8ceeKAc/uGn9cFqTtHmJmampqamnbTYTGZBsse80U5/y0b1tvYxMSA3UnHbv65HLH4TbD3shjOfT+XKaezP8Tunmiho6mtralnMy0ggVM5e5V8uLlmWC+TbiYGuoZ2c0JecSsVzHpdR7WhydeqFKw8II5bYKjr4j54wGBnB0vrcTtji6UA3AdzDAxdXc26KOt6XvlQWEOTpMUP//Kw0tPS1dXSt/M5nSWs8RT8ZYOFNXxSNeKVlpub/eUa1T0w+JxyfV7xoMgNg4dsTeEDL26BkaH75GG2VuaG7G5umw6tHDfYwdpEq8ekYxlCqGfjUQNIStIjDi0dY9G1k/XCCx97+55LvDqtSwu4NyTOfXg3X7mPNpPUaN28PgeN+iylcVtSG4IAEql85Ukkkig3IaVQ8ssfir9XcXEx9mlMgL+RqOCd6vwriSkJl+aIt09Y/ZCnaDlrNOn0gVgOgCjz9P50i9kDlT+Fjabh7KLwICyVCyXxYU8ZlOTwhI9QmhAa22G0Y0fBveV/7G2zJio5JeVJ9EbVwPG+URworenDssNw/q0VLl4PXUIurOnXXga3BEIIoa9jdF9x5dHjuGsHJ4kDZqyNLm74nVRZPe8z9+Pj4+Oij0zqotht4WFfE2nSwe0Peu69+zjhSXrMctpJ/5BXhJr7Tn9zptn6cwf7p/q676b6XktJT0/+b1rJ+tGLbn9OgSU5YSsDwe/ao4TkuOPDeFG33ilVFDw0KD+w9mr3m99fU6XgmyrJnPB9rumGsAvnr/7nzzrk6f+ICwDAz8rsFZiSnbC356MF1ZvEfbhq/HbRrCtPnqYmBA96vM7/1puY6qfgag1+w6v2yZdpZcVy91m+OfTlGpHqGhh8zq0on1b80IgOn8/5gjcv9dZfun03eq/+Lf9AxaWnI6KiA0zvbDuSJqhp/CD5alNRLRnWx/hdHn01OlktuPCx98Lw9NcJ5/+aP7JHB9kf//gowU3c7bks23W7jzG98bp5fQ4a9VlK47akZnStIXbMe5t33Mjh8d7e3Lnhhgh4xTzpL38o/l6FhYXYs+sJH4Gu1uv0J0yzbi8D0GnI1L5L5kdmCnobeXkpDdhz60OvLscOFzjvt2xd6egoqznMSdbjwvMCcXiKwcJZBYEXnubL/3u3nevijuLnAVczMvgzbC6QAYAQFfNVH7/ltLlY/UOhGYDkzbHxo7hMj/+m9FDAyxIIIYTqh0RlslSYLJUxa/+8dXbUvodrrfvLf0s9wsygya6HOm+L9OutQALTleEBMZdDdkVkvHgSnVLKN+d/Hn3yn12Iobscc1SjAUDXYbMcVky9+IxvbcoAAAAZlvlw3eVTrfqHOto7DJrr31+DBhWjMrm6qq2pYOWzs+6o4bpyJADFHsPNePMisoR6ALROdg5sOYos92UNTeKwIqOENtuHdKIB0IwX3ogHfsKyudVOwZI+Xy6XIebX1RL4vFyQr2GN6hgYfH3QRe1o3a8rA0gk5a5Kau0sO9MBSO3UmMIPPO7zGsYP1RtPwy5RP6LClynPCuW1bEy6mRhptZdtKe9N8tICxg39q936q9sGtCM3ejevu7b6LKVxW1JL+xSsN/27du7syUY7iuUNhriPUEt7xZKX+U0OxZgANwdMtaqHhFIeFBJZhkyhypCA2tVtlkH8/vCIQ6eo472M5TiRbiwmk8lkMllukSLtEQOIa+cjzzxkDXcZ6kC/G34p6HYbVyc1KiGVQOuB+2OSkpKSkpIS4+7dCZ2mSanpQ1rZlaNlZ7YZhM1Y/SMuGiGEEPrZEfDNs59I8q4scF7K8Tm9c2gHCoC0MHJWL8vFEfny7L5jfObYtCcTRJUF1XWaouvPvfT80fH5Dh3yLy3u193jfF5FkvuVamsvWLZUafkfEyK+uHxFSTQ5Grm2JhFSsfRTQAhudvrLPL64hlNNGDnBAAAgAElEQVRw9eXSvvzk5dVK533O5+XWvEb0WgcGVcYPnBoH0RQ6paLNJBlyldWR1KvxUuwJ9cpW2vTfcf/1i/MLTIvO+liqa1iO8TtwJbVQ/GNbxX92eMKgddLFFw5PYNMbvZs3oLb6LKVxW/LFWFyxx8zDdzM+lBRkRm8wfFOoZt+9Dfl3OBR/F3wEGhPgbydIP3clSwggyb8d9EBhgL06DYCsPMjbJn3FvPMdp7lr0oBpH5LH4XA4HE5eiD2ToetqVxywLozqaKmmOdCyJHDlGbkRTupUYGgOsqJd33I0mUuAKCvEs4+1372P9Jo+JABApp2JZV/Pv9ZrhU5der0Qz18IIYS+Qlpw78iRy/EZuSXFbxPPrPU9Jeo3xkSu4aM1TuxG16mxLsePT9Mtu4sryIi8UWS2cJ3v5NH27LzImFyhWEIAkCkUEJUKaNqD+/DP7b/yRgggyDy396rUfACbDgQ/L/PVOy4/bZutycx4tYGei7buXW5FpKcXicsL8uustqaC5XVKAYCfGnQ8rlgKgpdn9sW0Hjigc+VbnYyamqTQxb4vNerw1WwRENzkPaMHzI1u41j9FCyottzcJ19+IrGtfN6vNGSoeY1qHRhUHT+Ur3g9z/g1jh8ENQQNO0a90Vjdh83ddS7hdXrYgt6cCwttOmmODs6WAAAQYgGfzxeICZBU/KPJB6Avj3k4+hVM/zdwQleygM/nCyVE43Xzrxw0al0KwYnft3zzpRxxY7ek/OhTc5wFr+9GP8ku5OQ/i9g2zS+t31IPHdmqjfkx26hpD8XlIaGkh1DSQwAavDqYAGMC/O2obRg3vZ0HOw0YsUN26Um/bgwAAJKiuddABr/nTGe16k9gyOmPtiO9pNr2U6PK6Tr3JuUpjxjcmQoAzL6bQ1eoBQ/X19LRtdtGmntik40CqcYPK6qiqLvv3qgfPn3R1XxMgRFCCNWNJHx5ZvEwU3ZHNe3+frHG68P3Dm74zCvi1yd9NsYXvgnx6KGpoaGhoWEwOryt5yLHTG+z7hY2A7zClZy0uGnZXAIYekN7Z3p3tz3YYcOJ//E22unp6BgO2sdYGLqtnyIJePHLbfrMviPSnLTarWi5ha6+oZHtRsrsHZ5sWnlBx4uWc2uv1uFMb78vC5bXWQoAFAX5xKU2hroGToHtVwSVn50/BaJ1/z+rN6lVH/8T3tLNdnp6hr0m3u63Z5+rtk31U7BstQbr6VdfhZpjxzCYUlOgah8YVC1dtuI2m1ME9dlQNY0fZDXr21RUVyKs1H24z+7zCa+fn1vQU5EEAPyEld1YrM5DQz8Unh3RhcUyWtLkP1MlzDq740Lexwdr7boosVgsFotltfeVqLG6+VcPGrV9TpSmhOw5HJ0rbvSWQB1xFr0OWzxIv5NqV7P/XdVY91/AyLL35Cs35kdso6Y9FJdlAmkh9AgveoQXJT20oWXxEegGbDEOh9MoFaWlpeno6PyqYZJyYtfYTy7eGbO9TyvcaRBCCKHmxItb0MuTfuK+vwn+VhBC6NdFSQumR04BgF0ZZtEFnRpUlkwmS6X1uoHm5OTk6ur6S2Z8IUHHPCZPFYtFhJSQSqUEgEQiFovFYpFILBYThJSpoBgaHISTYFXBZDLr+tpBJaC5WtJYFyYQQgih7zr3tRh9WTtxY+H4AaFfmFjHjU8iA4Cn9ihPIGFAmupCA4YATxsIIYTw3IcQQuhHI4m1R2MUmhq+A4wQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQggTYIQQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQggTYIQQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQpgAI4QQQgghhBBCmAAjhBBCCCGEEEKYACOEEEIIIYQQQj8LCoYAIYTQ74GgpIcCgFh7NACpKRaQm5uLUUYIIfRrUFJSwgQYIYQQ+mlPeGkh9MgpAMAHEGu7YUAQQgih3xA+Ao0QQuh3Q8IQIIQQQpgA/yKEz/+yVWQybY+/k+L2RQgAiI+JAVP7dlZgMhU1bGefeMar+JybcmS6jUZrJpPZVstuzucvKhXNC+nP/Exlws2Pn2tNPjqrv3Y7JpPJ0h6wJp7bhL24MMyRWUWXmTHcupvXqKRF93e4d1dhMpmqvSbufcQhGhKoxiJ+HTrDVr9jGyaTyVQ2cFoY+qL69qotUN+5A5UmHpjp1F1dgclksvQG+Jx8xiW+EpmvR+xHEOu4FVju3pVhJtYehccFhBBCCBPgX4I4K3jhPoGxIrVJl8JN2DTK8/wHopELfnO1vxiMQ+Pi3Fk8ctFjm0PJb98lHbSOmz9q/SMeAIDg6c5xc28Ybn/8vvDdg3UaF2dPCngpqqF8qx57nrzPy8vLy8vLDLSWL+9p2SEeTsteOeyOTs94di/It58ypQl7cRuX83nl3qcG2rViDRprJFdX8xr3AkLhtfnuGwsnXczKe3V2VOZqtyW3S4j6BqoRj9aKxn+sC4pKzsjKSAqbJXdyxrTTOZIv/qauQH1HAHi5+e2c152Je/o8Mdy73dlprluSBXVFpr4Ra36kbEWb6IJOeAcYIYQQwgT41yB5f2Hpn+CzZiCraVdMkHH9ThaPaOyC31ztLwbj0Kh46eERRWaL5zl0km/Vyd7Hr8/boL8TuQAgfPPobTuH8Q5d5CitNAdPtGVmJ+YIa8oZyFR6OVlqec/ipxxYF2285dBCR70O7VXYPe2tOtKasheTaeUtoBZHHb7X2tWrh3xdzWtcxfcOXpIZvXpKjzb0dmYz1wwVhR2K/VjPQDXm0VpBt69lN3bH9m3ad9Rgd2TKtWHSqqVxdQTqO5bc3n7p2hlOvbQ6Kne1mOQ3UT37dmoJUUdk6huxH6CkpASPCQghhBAmwL8IaeGNVauyPTa5q3/jvShB6s4RZqampqampt10WEymwbLHfFHOf8uG9TY2MTFgd9Kxm38uRyx+E+y9LIZz389lyunsD7G7J1roaGpra+rZTAtIqPKgn+TDzTXDepl0MzHQNbSbE/KKW6lg1us6qg1NvlaloLD2OoXAjZmh03112f0YbswM3Z7rUwXAi1tgZOg+eZitlbkhu5vbpkMrxw12sDbR6jHpWIbwK99C9VUG4D6YY2Do6mrWRVlnpO9wDcMl8TwAAOm7YBdtl+Dy51SlxQ//8rDS09LV1dK38zmdJfxcStfzSgEnKXC6raGevr6ugeWEXQ+KpFDTsiqHN6e4hiLwk0SjBSEIIJHKUyUSiSTKTUgplADIGY6ykt44FpnJFXNf/Hc0mmI9VJdRQ3FurK+Zuoq6Xt8xay5mCcoinx9742179YQFfVSZzDZdraYFJpUSzdGLxdkXDj5UGjPBkFFX8xqX8O3jZ6LOFhpli2SwzdUFT5Pei+oVqMbGfbDQtEP71m013R+OPHHAuX2tR/AaAtU4xLkP7+Yr99FmkmqPTL0j9gMUFxfjiR8hhBDCBPiXQHx8sHHxo6Fbp2jTvvXhNlk97zP34+Pj46KPTOqi2G3hYV8TadLB7Q967r37OOFJesxy2kn/kFeEmvtOf3Om2fpzB/un+rrvpvpeS0lPT/5vWsn60Ytuf06BJTlhKwPB79qjhOS448N4UbfeKVUUPDQoP7D2aveb319TpeAbYa11vhHWms2/eam3/tLtu9F79W/5ByouPR0RFR1gemfbkTRB3d9yq6+yCACAn5XZKzAlOzFo5XI30ukDsRwAUebp/ekWswcqkwEAuA9Xjd8umnXlydPUhOBBj9f53yoiKkol7DNPW/HH3jZropJTUp5Eb1QNHO8bxQFuXeE9NDBzVfUilfPflhyNloOuNcSOeW/zjhs5PN7bmzs33BABr5gnBZDpMHTrxt6Rfxgqt1Hu5nnXevN6x2oJFalVN++A02GXoqLCtrgI/x7rtCqWCwASTi5H8Crkru6W2Pfvkw5Yxi4cvTKW2/S9WPTqTEByF4+x2rJ1Nq9xSXhFfGAo0MtaJMNQpAOviCetV6AaG6P7iiuPHsddOzhJHDBjbXRxbVcdvgxUYx1luYm7PZdlu273MabXEZl6RewHKSwsxBM/Qggh9Dv7dX4GiZe0Y95li01R3eXgO280CDODJrse6rwt0q+3AglMV4YHxFwO2RWR8eJJdEop35z/eRjHf3Yhhu5yzFGNBgBdh81yWDH14jO+tWnZfQ8Zlvlw3eVTrfqHOto7DJrr31+DBhVDL7m6qq2pYO1fCd/XvBrUjtb9ujKARFLuqqTWzrIzHYDUTo0p/MCTgExd38r1rrlttE52Dmw5iixQjLy8lAbsufWhV5djhwuc91u2JpXFLTJKaLN9SCcaAM144Y14AO6D8xWl+BkXr2Zk8GfYXCADACEq5qs+fiu0rTO8z2sswvwpotGCkBSsN/27du7syUY7iuUNhriPUEt7xZKXAYJzd/Gg+W+8Lj+b00cx//bWsWOdV3e549+j6iujcjouo3QAAIC9YB/vhuGy0NQVvXpQGYoMYDj4edt2lAOw91nYPWD9pZfrehvKNmkvFqSfPPxSf+bIrrS6m9e4dz1lGK3pwOMICAASgIRXIgBGa8aXlwqaoyUAJCqTpcJkqYxZ++ets6P2PVxr3V++XoFqlINsWsC4oX+1W39124B25LoiU7+IYQL8e+A9XjlgDvmvqytN6M251EfLB8yl7Lmy0piOmwAhhFBVv8wdYMmH2KtJL/9x1VJWUupo7v9cEDfDyMCr4ROxSvKuLHBeyvE5vXNoBwqAtDByVi/LxRH58uy+Y3zm2LQnE5VvuRBQ12OfdP25l54/Oj7foUP+pcX9unucz6tI7r5Sbe0Fa/yKRCIkUgIAgBDyRRUVkSh0SkUqRpKpdmOv1m+J2tpGosnRyv6Q2tVtlkH8/vCIQ6eo472MyxMmQiqWfppZhuBmp7/MFxKfShFSCbQeuD8mKSkpKSkpMe7endBpmpQ641BjEUGkG6tseluWW6SoJUaDU7mFnJbRzRV7zDx8N+NDSUFm9AbDN4Vq9t3bkEH46urV93rTPCxUZGUYHa08Jmq+vnwru47LRyQZKpUkFUkJAArLyKCNDKkiVKTm6cW85H+C3ppOc1ajfKV5jYvWoZsm9fW9V2VzLvMz7mXRdY2UqfUKVNMh6oh73YH6NvxnhycMWiddfOHwBDb9K5FpcMSa0Q94BFr4dJstm8123P9pjjlx1t9D2Gy25bpkfr0TuvilFlarE/iAEEIIIUyAAQBARnVs2PNnT5MSExMT4855d6Yab7h2Y5tFq4YNKTmxG12nxrocPz6t/F1IQUbkjSKzhet8J4+2Z+dFxuQKxRICgEyhgKhUQNMe3Id/bv+VN0IAQea5vVel5gPYdCD4eZmv3nH5adtsTWbGqw30XLR173IrIj29SFxekF9ntTUVrL1OYCrL5iekFEhAlHPjZFSu+DsjWcsqV91tlAd526SvmHe+4zR3TVp526hd7PtSow5fzRYBwU3eM3rA3IiCz7dzGZqDrGjXtxxN5hIgygrx7GPtd+9j3XGQramIvH1IHofD4XA4eSHWOS0wGsCs1EJ7ZovoHYLXd6OfZBdy8p9FbJvml9ZvqYeOLABVxURbJjHgeGy+iBC+j/nnaIqsrgGLAkBw4vct33wpRwwgLXl86lTU0+wCTlHW/SOLltxsZT9chwEArUynuLW9tX7vnfcCwbtbu/5MUBrkpCHbtL24NP7vU4WW0waoyFQUqLV5jUuxz9RBopDVRxI5ouK4Q6vDqEOn9JKH+gWq8UgL7h05cjk+I7ek+G3imbW+p0T9xpjIVW1GbYH67j3o5TEPR7+C6f8GTuhKFvD5fGFZN6gtMrV93vA0n5IeQkkPAWi0iwk/6h3gVuoFZ8Nflr2kIXp1/vS7jopknIkaIYRQfUYAhVGrxq0qe+9JmH39r7mufY11tbW0jWzHrjqTXv7LhJL8O3tmDjHTY7PZ2t3s/lgR+rSUkLz+Z5iBw65nle5uiF8ecOo+9szbvMjF4zc+KPlNp5z9dd4BJjPaKquUYzGpZGprJSXFhr0NLH590mdjfOGbEI8emhoaGhoaBqPD23oucsz0NutuYTPAK1zJSYubls0lgKE3tHemd3fbgx02nPgfb6Odno6O4aB9jIWh2/opkoAXv9ymz+w7Is1Jq92Kllvo6hsa2W6kzN7hyaaVF3S8aDm39modzvT2+7Jg7XXK63qtHlW80pzNNnINVrDR/N5BN91gSk2rXBVJ0dxrIIPfc6azmkzF+pa26uN/wlu62U5Pz7DXxNv99uxzrTwAZ/bdHLpCLXi4vpaOrt020twTm2wU5GpeVnkcbPa1XVutSOUtSmuJ0WiJRK/DFg/S76Ta1ex/VzXW/RcwsoMMAJBZQ/46OkPuyLCubRXaabmfVpr3z5/9W5MAiNKUkD2Ho3PFACDKv79vWj+9zqrqBi5bXzvuOb/VumwbtOq9OnS99vkxmu3b63jc6rH11Mqeck3ai4niuwfPC/pPt6v8nnKtzWtUpDb224IXtjrooNpWbchxleXBG6wUSFDPQDViM4QvzyweZsruqKbd3y/WeH343sHtyV80o7ZAfR9h1tkdF/I+Plhr10WJxWKxWCyrva9EdUSmts8biJIWQo/wokd4UdJDG2tdftAj0HQdVye4eOaZAACEz8PCBY5ueozyPZubenKBc09tNlu7h/OCEymlBIDkXYS/u4W+JltT26CP6+bEvCjfmcHvc/4ZZ25qaul55p3ky0tcl9ZPsDVis9napgPnnn4trqVabuxCCxvfQxvGWeiy2d1cVkW8fnVxxYhe2mx2j9Hb7pdNMlifv6m1cqu521dMdB5ga9aj/4yjT6scKkUv9g3sPv58fvlVUe6DxeYWSx5UeVGec31ityFHXpetHDduiYXthicCqB4NHgAIs69uHG9rxGazDWw9dtz5IAEAKSfh0LR+BmwtI6vxO2IKJThmRgj9EojiO5s3vXWbaa5Ikry/OG+4z03VqUfvPklPT45cb566yt3n4nsJEIXX/WafYEw9+fDZi+fJVzdapPp7rn8o6Dh4ilneqdCnn54f4j8NOfnBanp/FVa/2YNT1+6ML/0tU2ASh9M4D2mmpaXp6OjgTvq7XIrixK6xn1y8M2Z7n1YYDYwGQk2BkhZMj5wCALsyzKILOjVKnWQyWSqtMh+Xk5OTq6trY7U5Nze32vWDp9sGjHzke9x8j897/0tr9NLXOC1S2DovadJajaCIpV2Tljl4JI3++/AsU3i0x9MjxCDw6lLqBoc54jVn1vVXInGykjMYBsbyiUv7e9P2RdTwJi0vcePgMdes/wzwdVAnf0hLylMx1W/Dj61erb9Rqq+V+xXthUf3eekVnZ4xbFWaquOc7f6j1LIOjXU7O+Dshf9pUrmxC7/6N6W1Vh7Za+u5XcPViWf7R466PuHyydEqMhXvAC9rGzzc5fLEyydGKssAJ3pu/yVtDl5d2Y1RJQG2+rPf+fBJ6jIA3Lgl9vMVDl1ZYiCNX2r/RTSY6Vtd3K7b/RXo07f1+8urx6/IW3jpoG3GcgevZ5NO/O2lz7uz4Y/JR0rHnb2O7wAjhH524szAURPTF1/cZNZKkLrF0fX+9IgQd9XyOy7i91H/3pKxG2HJ+nDKzf5g35NhcwzlSAAgfH3jv3T1AXaa0vu+9j6knZGbzFoBQOl9X4dFivsvLzWmA1Fya86QA1Yhx0Z3qPX+jZKS0s+V8YUEHfOYPFUsFhFSQiqVEgASiVgsFotFIrFYTBBSpoJiaHAQBferyphMJgahARxUAjAIdUajsS4wIfQ7nvR13PgkMgB4ao/yhJ/8gWFalyEjW084mZjrGn691YjDXWWTAACAm/LvVaH9jim921IAenktdjw++98nC8bTyNyMp6mvTNuw23QyMQYAXq0V81KCw4rtNs937CwHACy9Xqzaql1qRAaZtg5zJ3RvTQHFAa46qzf3mDpcR14GdJxc1PdHv+aDJhXgq38jqq1yCsvRy1GdBgCdrK3a/hP3RjBa5dODITKqjn9o7Tp5/f2wMR04sSduyw05plevR3RIMl9Gg/co6MyHfptm2XSQBeg0cM60g0P+fZyrHHlN4rhrvDFTBphWM+f0Ct6AXQgh9POTvLsVnsX21msFIOU8vZ+rYt2D9TlfpShbjxldlqo6rfGNmjOmR5B6T7Pevcz62g8c3L8dFQC6e7gyJhx9UNS7X2sovPt3VLs/gvXpAAAkptFAtbSjMR9cRyiRf7OoYgKM6QpCCLVMJLH26F/mbKvmOFrp7/0BH561GzWjE/Vl+cimOIen2JtVPl03rb1Ga96dYhkj711zN29dO2p7BmjaT1yyZraNQu2XCQpfl7bu2aHqjc4aqxVDG6AwlZgyAAAkCp1GVVBRKBsEUBkUqaBi0sCv/U2tlcvItZErG5aRKDQZCb/qHAwyynbjDDcHRuS4Oj85fr/diHla9Zs1gF4tGqYfMvOLYuc6WMiSAAAIIYekU/KxMIfb2qJ92VxrJDnVLoo4vkEI/QIEb5/kK2h1kAUAEkmGDISEqPGhZZKc3vhdEWOKMh4/uP/gfvSu8Ru2DjsQvNSytay22yS1EUejP9gMEl87nKjjtbZT+eGRxFBly71PeiccofS7PSxDxh0LIYQQamoyKv3HqN8JvK3qNkD109V7GUVVRnFGfvlPmAvzXxYxVBUp5NbdJ6w/Efko9cERN+7heZsecgGABDUOeiht1OWLXryrOj90zdU21op8Y+Xk9tbje+SEXoi/ceJRh1HOXb+cF5xEkZWRiMqnGZSWFvHLV7daNIRt1NorDz9w7W6ZmIdJcSdcO7bp0Kr0XUl50i0sfP8RXwJGCP0KSACksmegSEw9S9XcO/EfPh/eJG/D5k5cfatAUhi10XtTTLFM6649B7jPXP7XqeCp4tC990oAQKajk5fR06MRrzPO//PaYoodq1L2RyKRfssJGTEBRgghhJohA1YauDn4WPC2Icqfn16T0x/pQIvccjiuSCIpij+85SrFfpQBOePKxQevOWKCwmzHUqRRyCSQkWcxOK/efJRWq5Wh7z5U8br/jsjXPKlUkP/0YUqRpOZqG2ta8m+unKRoNs48L2D55sed3QZ2qpYy09V7qby7fu+dGECYeeHv28VlQzxBtWgw9McOa3Vpze4br7lSkHDz0m5HPiqQ1XPtR0QcvZ0nARBmhAfeKSVwl0MI/fxkOxgplaS/5QMA0DTc51pmbJy3+0YmVwoELztq7/xVt6gmOooyrVRapf/juzLoYQ5XCpLSrLvnbuQpdevEAAAgt7eZYpV74uD+f/mDPXsxP2W8BC/nRamKUQcaJsAIIYQQagIkOXVTC1N1ucqX21v19gvw7XJ5am9t7V5TLndaGLC0t7yUkxKyeGgPHU1Nw0FbOW6bfHvI0bqOnGbzZkkfLbaRW3BOlXubDGOfI5v6pq4eaKilZew498RTDlFztY12lf+bKycp9PyjH+nFB92xlW6Cf0Lp7LZmMm3vUGt7p1Gr0gzN2pelyJLq0WAY+Rzdap22ztlEi63Ta4j34bgiMcj3WrJnEnfz0P5OLu4rU40sWVTc4xBCPz8ZFZsRXZ5fevIRAEBGefD2kFX6j9YN767N1jR0XHaX7Xdy51AVGaBpTz/810h+0Mx+Rlps7W5D1yX1Wh84W6/8VRN5U48hH4PP0seM1fn88glRkvDfaz1X87a/YTaIs0AjhBBCjaOGWaBRJeJXB52HRU2P+GcoC6+/I4RQfRCcmGXuh80O73NRasxf25TkhHhOf+ET7Netjp+xxFmgfwvcB3N6TlE4ed/f5JteBufGzDCdrX72jp+eLMYSIYQQqjKKizt6It9qlU17zH4RQqhe2GxNAAAINtf2aYLqo40C4cWLF79bVDEBRgghhFDTkuafn9hvbmy7weuPWbUmYTwQQqhefsPstBngVdhqJ+mimA3Dexjo6xlYjN/1sFhKFEd6sg2XxPMAAKTvgl20XYLfVZ6HRPIhaqOrqaaWnoHZmF2JH8um3RDl/LdsWG9jExMDdicdu/nncsRfrQchhBD6VUcb7Z2PJb14enPXCHW88o4QQggT4JZEVPBOdf6VxJSES3PE2yesfshTtJw1mnT6QCwHQJR5en+6xeyByp/DRhTfWuT5T4cNMU9TH4dNls8pFgMAcJMObn/Qc+/dxwlP0mOW0076h7wS110PQgghhBBCCCFMgJsXXX/CNOv2MkDrNGRqX97NyEwBw8jLSylyz60PvLRjhwucZ1lWfnqL9+zCXZrjBCuWDFA72E8d1pkGACBnujI8wC4rZNeGZT6LAlJK+SV8KdRZD0IIIYQQQgghTICbOySU8qCQyDJkClWGBNSubrMM4veHRxw6RR3vZSzHiXRjMZlMJpPJcrtWJJESFb82SCLTZEgAIC2MnNXLcnFEvjy77xifOTbtyQQBUK0ejDVCCCGEEEIIYQL84wjSz13JEgJI8m8HPVAYYK9OAyArD/K2SV8x73zHae6aNGDah+RxOBwOh5MXMqTXUBvxpcAb78Qgyb9z/NwrAQAIMiJvFJktXOc7ebQ9Oy8yJlcolhBQrR6EEEIIIYQQQs0H56L4ErUN46a38yVCzJEaLD3p140BAEBSNPcayLj8bqaz2he/wEVStN10Yub/ZlnpLaApanTvrEQDAIbBlEWO7t5m3Teotm2vb+2kxU3L5hLd6KTa60EIIYQQQgghhAlwM5LrvSv1eQ2fSzlPLt9njNpp1676a7vk1r29Tzzwrvohe+LfsRM//3dVPepBCCH0k1NSUsIgIIQQQpgA/zSYTGZdXzuoBDTKYirq4XA4GHOEEEIIIYQQwgT4B8CMFCGEEEIIIYR+VTgJFkIIIYQQQgghTIARQgghhBBCCCFMgBFCCCGEEEIIoZ8IvgOMEEIINZXc3FwMAkIIoZbv9/khA7wDjBBCCCGEEEIIEwUbhRkAACAASURBVGCEEEIIIYQQQggTYIQQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQggTYIQQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQggTYIQQQr8lgpIeQkkPASAwFrWR5JxwZmsNO/BMUPHB2yAXI7eLRRgz9Pv0gvchwwydT+RIKj4QZwUOMnQN/0A0UuVsNlvXwMDAwMBAX09Hv7fzgpPp3LrqJgouThm2JUXww9aa/+zItMHOo11HTDuQ+JEAAPHrEx5j9qQ1aYukuWfddNhf0B527HnqD2hMnU06GhfUdDtM+S5QFDHNwtjY2NhIn81ms/WMjI2NjftMOv1O8n31ciL/6DHxOgcTYIQQQuhXREkLoUd40SO8KOmhGI26R3lJ22bvSeJizotQk2Dor7me+OTJkydPUlKf3NhkfHfNknN1ZDJEcdzF3F6OGrI/qr3cxANHOFMPBx+eSw3aea8EJHkRW852nTdRu0lbRFYaHpL24sWLF8n/uiu1HRaU9OLFixfpYSMLAn9AY+ps0jg1maZeMqm1w4G7iYmJibGhnupKI/65n5iYmHjvyEgVGQAgJBIp9qpvHxtgCBBCCP0GSBiCush1mzdBun/2FstzK8wUKn0ufh+5ddHWK1lCSWmxWN155Z7ljsqihNUDvXO6d8l7kVfwnq8z3kMz9VLsm7eveYbzAraN6kQpTT25yu9gTL6EILU2nbDG37O7Il5uR+gTCbeksFhEkZOjkAAkhff3+644mS5mKHTupvw82Sgw3FuLRpQ8Pv+m2yQ27+6f01dfeC2S8KUsW5/tq4aqU5vriElrJSMsFUqFH7kkBo1U8uCvAMq0gz3kf8iRtEU15kfiRI612Kjuovn2VYm83Zodk7sWR+1avCH8OVcillEf7Penr70KhRM51mJj5xF6uZkf8rM5mjP2bhyhTgX+y1PLZm2+xVFQ1uzbq+C3z51/oVMSkRfSn/mZyoSbH/EYixAQpYkHZjp1V1dgMpksvQE+J599usUjLbq/w727CpPJVO01ce8jDtHgbiV8/petIpNpe/xdox5Mv6y2MMyRWUWXmTHc5uz1xMfko7P6a7djMpks7QFr4rnV/+Trwfxu9VgEwU05Mt1GozWTyWyrZTfnxDPej9mFmiEa9STWcSuw3L0rw0ysPQqPBnUOMGV1PHcsUj3j43+rsFJ35qUeO/jIZOOFa9ej7l6cRz27PSxLDAAgzMnU8gs6dyF8o/bd7UHMuX+Hhp/70yh2f8hzITdu08wjrReF3bp9O+rcMuWg/629h6djhHgpK6y0y5+ftZwaSvfa/+dgFpng3Fs7N1Rl2fnr1y7/PRaSssuf6S1NOp9hOFir+NLmE+B9KvL6zYg9A/n37uaImq29DKOZfmZRvhPnhmstWtztTeCON6Pm27X7QXlDi2rMDyZ4X2C2+vCJoL2TNWXenlnonzXy74hbt27fOOKStmbZ1Q9SAADhh48WKw8eCTq13yn1z78SuCDOPDl/0xu3oNtREaELleOfczEB/qW06rHnyfu8vLy8vLzMQGv5JlsON2HTKM/z3/CYf90Fv7nan13FivPiFhgYLornAWrM3I2Xm9/Oed2ZuKfPE8O9252d5rolWQAAQBRem+++sXDSxay8V2dHZa52W3K7hGhQtxJnBS/cJzBWbOTr0dWrbeNyPq/c+9RAu1asQWON5Jqv14uzQzyclr1y2B2dnvHsXpBvP+Vqz87UN5jfsyHrsQjB053j5t4w3P74feG7B+s0Ls6eFPBS1Py7UDNEoyGJXbaiTXRBJ7wD/HW0zmO2rTK4tmDZpVzx53Hn/KPb+maHB+zauGJtUDpX8FEgBQCgdDC37EQHEl2pU/sO3XuryQLQ2qjKC4v43FeRN7Myzy0a1t/Wtv+wRZeKBa+S34swuqilXwICMhlAWulQRUgJIJMb7cDB0F9zO/3F89TbhyZqytD0XEb1YckACDKuxVFtR/ZsIwMyrL7jB3eilY2LnlxI1xmsz2zX00nr0QKXUdNXHEpkT13k2pnafGsto9x/4f7jJ44dWOIgCdv0wMZ3IPdf33HuYyd677n7QdLMm6dFNaZ5dpjayOkN7atU9vg1JzH8fmb83umuQ4cOHTX7WBaUZBaIAQDkdJzM2ssAUJUN1ERZ7wVSzpOILK3xLmw6iSSnO2LcpyEUJsC/yOGLTKWXk6U24boJMq7fyeIRjV3wm6v96a9mla843cD34oUF+nQ8ETdqJ29vv3TtDKdeWh2Vu1pM8puonn07tYQAgOJ7By/JjF49pUcbejuzmWuGisIOxX5sQLeSvL+w9E/wWTOQ1ah9rcZqybTyFlCLow7fa+3q1UO++Xo9P+XAumjjLYcWOup1aK/C7mlv1ZH25d/UN5jfoT6LEL559Ladw3iHLnKUVpqDJ9oysxNzhM2/CzVDNBqipKQEjwP1HWR2cNmwySpu2cJTb8pSYGlRlN9AF/+oglZdeg+fOtm8LZkoO0eRZWSppE+dsMqQTyoBRbstF27evHnz5s3rEf9dODihKxVji1r6uVKunSKZ87b408UfcVEOh9JGUbZxExoSTdVu8Z6Z9KA5fpdzJQBAIpGkkvKRH0mGSiEBAHBTLzzRcDaSB1ntqUH3ru2ZbqNccH3dCHvv8ht8zbrWkveXNp/TXjCBdW/9/lLP/UfXmkSsPvhU8GM2U8tpTDPtMDXsQhR6+cGXAImUpjPt4Jnw8PDw8PCLN6JCZ2iVjU/I1LIUmUQik6QSAkgAJIps2aGaRKHJ/PYXhH+xBJgb62umrqKu13fMmotZDe8OgtSdI8xMTU1NTU276bCYTINlj/minP+WDettbGJiwO6kYzf/XI5Y/CbYe1kM576fy5TT2R9id0+00NHU1tbUs5kWkFDlQT/Jh5trhvUy6WZioGtoNyfkFbdSwazXdVQbmnytSsFKA1he3AJDXRf3wQMGOztYWo/bGVssBeA+mGNg6Opq1kVZ1/PKh8IamiQtfviXh5Welq6ulr6dz+ksIRAfkwKn2xrq6evrGlhO2PWgSFq9wcIaPqkS7srLzc3+co2EqRt6aHrc4AAQeaed27VzPpNPAJRcm6RjeyDz0wEDKq14UOSGwUO2pvCBF7fAyNB98jBbK3NDdje3TYdWjhvsYG2i1WPSsQwh1LPxqDpx7sO7+cp9tJkkAOHbx89EnS00GAAAwGCbqwueJtV0n6bmbiUtvLFqVbbHJnf1Rp1J4CvVirMvHHyoNGaCIaOxen09Trf5sTfetldPWNBHlcls09VqWmBS6ZeXqeodzG9Xr0XIGY6ykt44FpnJFXNf/Hc0mmI9VJfR7LtQM0SjYZcOioux79c/BW5vt3Lb4Fd/HUjjAQAIX0dFF3f/35L/jXWx6fLh9sN8oVj6lau0sl3696FG7wl9yiVAnB3u4zR0fVwpTq2FWjw5fSeDvJA/Tz7KExKEMP9x6O5znO5DdJvgmjxNc8KG6UrXVm66XSSlawywgOvHbr0Tg6To4alLr4QAwH/2X4K6swkTRM/3DbdblKjab8yslRt9zIgXL4olzbzWRHHMrsOMGTO6tyKEIpK8PI0sK08Tc4U/5CXSFtWY5tthak2FmSYuBlmHDt7JlwAAwctOTMoT1/yX8oYDurwKv/9BCiB5fzv86W//rOUvlACTWnXzDjgddikqKmyLi/DvsU6rYhv6hLusnveZ+/Hx8XHRRyZ1Uey28LCviTTp4PYHPffefZzwJD1mOe2kf8grQs19p78502z9uYP9U33dd1N9r6Wkpyf/N61k/ehFtz+nwJKcsJWB4HftUUJy3PFhvKhb75QqCh4alB9Ye7X7ze+vqVLwTZVkTvg+13RD2IXzV//zZx3y9H/EBQDgZ2X2CkzJTtjb89GC6k3iPlw1frto1pUnT1MTggc9Xud/603M8j/2tlkTlZyS8iR6o2rgeN8oTrUGv+FV++TLtLJiufss3xz6co1IGs4uCg/CUrlQEh/2lEFJDk/4CKUJobEdRjt2/JzdUD6t+KERHT5PqSd481Jv/aXbd6P36t/yD1RcejoiKjrA9M62I2mC0nv1aTxmwNVOHNzE3Z7Lsl23+xjTAUDCK+IDQ4FedhlQhqFIB14RT1q/bkV8fLBx8aOhW6do0xrzMuLXqhW9OhOQ3MVjbMW8j43Q6+uRAHNyOYJXIXd1t8S+f590wDJ24eiVXy6mXsH8zmbUZxEyHYZu3dg78g9D5TbK3TzvWm9e79ie3Oy7UDNEo0EKCwux+zdkXNDaYsnuKV3K/kPXGTfL9s2yQfZDhrnNu9K+vwbvxduvPack33v5ofkdwjyszS0sR+6HKXuXmTPx+XPU8i/+qAzfsWccOdjLUk9TU89i6r9y0wP+dFJqkql+6XpT/MfQwpbtjP8o13vpoTky+9362Q4ctzdTrpUMgODF5TgVZ1NFElC7uvsOLdk0pK+Vbb/hu6mT147pQm3eteYlH9qRO2aebVsyqY31bOf36yaO+9/pzjO8DBg/YBO1qMY06w5TWxM6jtr11/Ccdc4WFpYWFg5T9sUW1XKBhNLJffNs2b1jR473nLIqpg2L9rt3919pFmg5HZdROgAAwF6wj3fDcFlo6opePRreKYSZQZNdD3XeFunXW4EEpivDA2Iuh+yKyHjxJDqllG/O/zyM4z+7EEN3OeaoRgOArsNmOayYevEZ39q0bJkyLPPhusunWvUPdbR3GDTXv78GDSqGYXJ1VVtTwcqHTd1Rw3XlSACKPYab8eZFZAn1AGid7BzYchRZ7ssamsRhRUYJbbYP6UQDoBkvvBEP/IRlczMy+DNsLpABgBAV81Ufv5X0+XK5DDG/rpbA5+WCfA1rJKs5zEnW48LzAnF4isHCWQWBF57my/97t53r4o5f3/GoHa37dWUAiaTcVUmtnWVnOgCpnRpT+IHHfX7xaj0a/9t37i/PG2kB44b+1W791W0DyuaNkGG0pgOPIyAASAASXokAGK0Z5Hp1K0jaMe+yxaao7nLQmPf1eF+pVpB+8vBL/Zkju9Iau9fXmQ4wFBnAcPDztu0oB2Dvs7B7wPpLL9f1Nqz06wv1C+b3nefqsQiCc3fxoPlvvC4/m9NHMf/21rFjnVd3uePfQ655d6FmiAYmwI08ilL943ziH5UufHVffO3F4rL/dHHbccXt858uAACA1itvXi+/cGyw5Mbt8vOB7vyI8n8aT9pxfhLGFf1sY2JlW5+Dtj5N0cWU3cKSK/UjIMn3XnP3xZqy/+i5bwlzBwDgPlzksBRA1mBR2MHygm3MfY5c9/lxa80wWnDqUMW1MbN5R8Kba2MwTNfFxLaUxtTSpKbbYb68YGK49GZM2T/tgx7ZV96z2vedc/DKnCp/LVvpb1pZ7b9nVVaHxqitYZ/mgtyECfAviSRDpZKkImnDH7qS5F1Z4LyU43P576EdKADSwsjZfT2SrGdN7Nd3zADTwpg1ROU6CahrCXT9uZeeuz66cTXy2qXF/dYYBsYe7Vv2jbQwck4d1dZQ0LnS+5BExXoRIr64fF4XEk2ORq6tSYRULP00/wvBzX72TsoXQ+uB+2OCHBQAQFqak8Nro0qjk6sv94tPro8/bjbyPz4A0J3OJs//tNyaA0XXHjGAmH0+kvuQNXzh0KwTU8IvSW+3cZ2rRuVEumkMr6jn5f6atiGFTvn0gpkMucrqSOrZeBb+8ManazWHJwxaJ1186fAEdsXTObQO3TSph++94rmx5AD4Gfey6LpGytT6dCtJQezVpJeJrlrBJCDEPL4IZhgZ3Pw3NsD2u+agknyou1pe8j9Bb02XOatRGrfXf+0oyTIyaCPzsWJnqvFOVoOD2XD1WYTw1dWr7/VWeVioyJKgo5XHRM2de29lr+yhRW3WXagZotEg+Aj0V7HZ7KZexIsXLzDO6CftBd+/9zaoiw3U29VsXel7+n4Tdepva1KTHmEa2iQ83GEC3HykJY/PXC0xNDfs2Opjytk1S262sp+v08AbQQQndqPr1FiXE5emlb83J8iIvFFktmmdr3NbSe7lOTG5ws4SAoBMoYCoVEDTHtyH/7/9V+buGaZGZJ7be1VqHsCmA8HPy3onYakU7xvomjQvMtBz0SBnrcyem9KLxNZlBfl1VstP2zboy4IEszjrnYTVSRGAnxp0PG7qKnP6qzP7YloPXNCZBkmfL0/V1CSFLvZ9qRMPX802H64qSt4z2vn2rKs+VrQxW44mW84ypL4O8ey7VPHo492qhxyrLjf3ybZRY6t8IrENyeNULIz74FzFP2sJFEPX1a541Low1UnT1TT1LUtcVp7RmHNDnQpU+0r1QPEFCohKBfV8RJKuOciKNvqrjS8SAz7iUbZxXh7zcPQrmH4udEJXsoDPBzJVliZDAsU+UweJJq0+4nFySuf0Q6vDqENDe8kDAMGJ3785ssuMeYNUyTV3KxnVsWHPBwsJAADh87+cXG5Mv3Z6vG6r72zoV6otjf/7VKHllgEqMo3Z6+uhlekUt7bD1u+9Y+zTk7i7688EpUEbNWSrBIpSWzAbUT22F1XFRFtmX8DxWNv/9VIoiPnnaIqs7lIWpdl3oUaLBkFJDwUAsfbo75nDGRNgHK4h9GN7QYvtYi2wYdgk1Ax+oTtkovz7+6b10+usqm7gsvW1457zW60VGjZiEr8+6bMxvvBNiEcPTQ0NDQ0Ng9HhbT0XOWZ6m3W3sBngFa7kpMVNy+YSwNAb2jvTu7vtwQ4bTvyPt9FOT0fHcNA+xsLQbf0UScCLX27TZ/Ydkeak1W5Fyy109Q2NbDdSZu/wZNPKCzpetJxbe7UOZ3r7fVmwvM5SAKAoyCcutTHUNXAKbL8iyK9blfE+qXX/P6s3qVUf/xPe0s12enqGvSbe7rdnn6u2zebQFWrBw/W1dHTttpHmnthkoyBbrcF6+tVXoebYMQym1BQokNMfbUd6SbXtp0aV03XuTcpTHjG4+iT+5StuszmlXnMYMfvWp/FszH7LCLPO7riQ9/HBWrsuSiwWi8ViWe19JQIAUhv7bcELWx10UG2rNuS4yvLgDVYKJAAgSlNC9hyOzhXX3q3IjLbKKuVYTCqZ2lpJSfH73wauq1qi+O7B84L+0+0qv9P6/b2+fhlw79Wh67XPj9Fs317H41aPradW9pT7IlC1BbMR1WN7kVlD/jo6Q+7IsK5tFdppuZ9WmvfPn/1bk5p9F2qkaFDSQugRXvQIr7I0+JvhI9AIIYQQ+jyk4nA4jVJRWlqajo4OBrSp8eIW9PKkn7jvb4K/FYQQ+qVR0oLpkVMAYFeGWXRBp2+uh0wmS6W1PmDi5OTk6uradGuRm5uLmxIhhFDLp6Sk9LNnfCFBxzwmTxWLRYSUkEqlBIBEIhaLxWKRSCwWE4SUqaAYGhxEwY1dGZPJ/Cna2Ze1EzfWVzXWxR2E0A8h1nHjk8gA4Kk9yhNwGmGEEEIINQJMgDFlQgihlokk1h6NUUAIIYRQI8JZchFCCCGEEEIIYQKMEEIIIYQQQgj9KvARaIQQQqip1GdOEYQQQgg1G7wDjBBCCCGEEEIIE2CEEEIIIYQQQggTYIQQQgghhBBCCBNghBBCCCGEEEIIE2CEEEIIIYQQQqjZ4SzQCCGEEEIIIfTzIijpoQAg1h4NQMJwYAKMEEIIIYQQQr9oRpcWQo+cAgB8ALG2GwakbvgINEIIIYQQQgj9AvD27//ZO++oppIugN+XHiB0pAiK9CoCAiLSBMQGYte199W191VX1+7q+u2CXVBcK7A2LKsoqCAIioIoIkUFEbHQCaQn7/sjiJSAARNs8zueY5i8mblzJ3Pf3Jm57yEHGIFAIBCI7xZW2o5x3nYGDAZDb0pCLdIHAvGtjSxR5d2/x9jrMBgMPadJe9OZuJyFEbyKmu1l1VmNwWAwtK0HLot6zm41XZq8stczXvMobGafrsoMhoqR17wTeeyv3PrJXjNtF8F8dLnbrpB8F4HZSDSAkQOMQCAQiB8ZnJQbScqNBMC/EoGUlJSUlJTofAGlqJhS/JbO44tT2lcaXd9t8saw4P4qHRHRxMr4Y+TUi2W4jDO2u9hv3smqazj7wVJrmxVpbDRavyLkPLIE1W/LuTgAXhG3ZMy2ismXC0sKzo18uX70r7ercbkKQ1DpPm7zyYTM/ML8x+fnKpyaPetMsbCVdGnyylzPzKSVw1c89AzNfPP28UGPB0tGbklnf2Hr1z6tdijYaxXPxPIuaAdYGlAMMAKBQCC+35vcVxkWxYmL58XdxtlcAMDoVIqPO83Hs10lKViOnWMJrKTLZODJX25u/o2kwm64rDO2u9hvnQ8Np1kvv3wJ06Gh8fr1IK+RJajKjos4cvjwsRu031LjfjasSTl4hTjq7AxHNRq4zNkwZN9PoalbPXwY8hOGoGzRx038UcXIuDNDAWNQsFbSpckraz2zc6OvV7psXezXRQkD30Wreh1YcPjRr7tcFL6g9WufVjuW6upqNHSl7TGkAgQCgUD8AHwti+LC8gp+3G3g8DCxTBweP+62sLziC/phT4OHuTg4ODg4OPQw12IwrNc85PCL/1sT5Nzdzs7auIt53yUXigWCoogFa5KZd1cFzjjzuix116Te5iZmZiaWnrPCMhod2xSW3doQ5GTXw87awqbv/MgCVoOMha9aKTYqM65RxoYT4gdLbSwCxwzqNyjAz81jfHBqlQiAdW++tc2IES6G2hZTY8oqJIgkqrq/e4q7pamFhalV30VnCnmA1zw+9LOXjaWVlYW128SQe5Wi5gLzJKQ0pFG97183bRHv6VZHkyk3mQB4yZkADY2As6U4QHXcZHOvAy8FHz2hjw0/Gbt10OA/szjAfrDU1mbMtCAvd1cb4x6j/whdN36Qn4edqePkY/k8kFJ4xNeIsDr3eujqsb27dfFYdqnGefmFR9dmGZKA9+ZhHr9rbyM6AADQjV0NuNmP3/HlLQ3r3jIHXU1VdZMx94efOBCgSfhEujR5ZQuOA4bV2WwMw/jvM7IqhF95H3eMZlqjqqoKDbUf0gHGazL/metjpsFgMLTM+m1IY6EORiBai5ORYsi0EJ6Es7KO/OxppMpgMNRN+86XHKDTbnjPdnupMBhex9+KAACg4rw/oxGGc5JZAICXRPo0SNWZeKtGPpbl08FI0sRxfS5SVSEHM4jXPjowZ6C9gTKDwdCy7LfoVB4L/4RIHaANKfkKw6KEpWUiNhdwvH6mJ2JzhaVlX04iquWCs3fT0tIeJB6ZbKjSY1n4cjvR44N/3eu5987DjCe5yb9RTm2KLMD1xwRvcmW4bLlw0Ofp8jG7yMvjsnJzM/+bVb1l1IrbH/tYWHx+3SFYFZeekfngeBA7If5tpw8ZQweUHmq52P2udzc0yljUyJnjvXvvsPX8pYvX/tukFTp1UzoLAIBT+NLpUNbrjL0905c2F4l1//cJf/HnxjzJfpoRMeDh5k3xRcm/jdurtiEhMyvrSeI2vUMTlicwmwlcxG6W0tSt/FDvPrei0KYtwowCApXvnX/Kguq089l0UmZ0Rg3UZkSl6o7y7/zx3B2pvuGhw3SJH1cjil5Ybrly+07iXqv4TYdUVp+5npAY5pC080gOtzZFGuGRB/zVTU3TQqb0MerivvRSjfOy6NxXGRd3LxnuqEvFAEDIruQAXZkmdvWIdBUasCvZInnLRLdfG5P+8EHcwcmCsNkbE6vwT6RLk1eW0EwH92WkbP/7ZjGb/eZW8NabfGBXyV8tctJqx1FRUYEG3A/oAAteR04ZuKbAb1dibn5eysnl3tpyO+CN4qDaIi3r3nwruzUZHJnV3J5wqR82xkxslSXHyUgxZFoKT+JmB49feNPmr4fvKt7e22x0ed7ksBcyW7MWFEYs28ftrkKuT1ELvFhSx7unh/oqag34yfbDUShFxz1P3om/e3nIQ0kO6pMmGEm6OK7Pm0VJU4VczCDOfl+qEbD57IPsZ4+iF2icmzViRya3NZE6QBtt4GsMi8Jb/fMLwXt5ctqI0K47o1Y5K2MKDuuiw/oWRoZsXbNoRVhWLaea83H2ycm7lEwLnO2vTwGgdQua6yeMv5xXb+KJWq5DLe7NdPcZuyg4zXzhpnFGlPqcrRbbWkYAoFmMHGqhgAGm4jjUhX3zeiEPAChd+voZK5CoohcSRGK+jE3gec4c3IUCmEL3ZTfTDrqX/XctPz9qtmcPW9seHrPPV3CePXwjbFYvvXVJGtRLVZLQIqpJ0EDq7UvPyp9EZ1kvm2uQfim7NPPfOxojBnT+9Hgkd/bw7kYHjKbdrZO+k1tXGgBFQ5/Bq2Cznl2WRngKmtp+ZfArXmTlVSiZ2tn1sLM11aQ2tEREuioN2Eyu2AYI2dVcoKvS5T43x8gMLR19Y+exG/8XxIrcd7/2E+nS5JWpfMoef/y70SJ2mq12516/Pncbpk9jaCkRv/KO7gjNIAcYOcDN4GQd2JzYfUfoMn9LXU0d456+7p3ldhvg5t9IKmTjss7Y7mK/CF9OWpr18suXllrRvg1pvwIULMfOmRTobq5ObvOQqUo5eIU4av0MRzWahsucDUP450NTawCAV5T+RsNvgp+hAknRZNAkL8brR8Uy2ncQvru0+n+waEN/rQbmiUChiSFXJYSnqI6Y7ljv6WIEct13NCpZHhZNHIy0crFfFyXFLr6LVvV6c/LwI5aUipIh0lQhHzNI0PRdvXH2QCfTztrdek9eNcng9e2n1XgrInWANtrC1xYWRdDUINCp8OF4H2AYgU4laGp8UaGEJTFLA1YzF50JHqJLAhBVxM51clt5vVTJuM/YRfM9NQk43shjb82Y0qwWXnmWfnyJn27plZXe9lMulnxwcj9RbMsZxbWKPhxA4XMEdesZGEWBQmhJJFwkENWve+Cs17kvSjgCUO2/P/nx48ePHz9+9CAlKWqWCaV5vZSmKS+ujdYSHzTRGh3L/Fiv5BbRzIb1NrYP2gAAIABJREFUw+Muxp69rzU0cIgf7U70lZO31UYM1CczYxuXI2ESTaKR6n8aREKj5gilEl4EiK/KLVLz+fvuq+cXlzpUnlvkZmDkNnbVgZinFeLD8BTdHibkVykF4kVVTn5KIc3CVpvcsYtxWBvS23pNu82kiuOc8Dv5ZdXlLxO32hRV6Pvaq307Los8NdPqNAEdgf4BHWBhaerNN5oGGUt76TEYat3cZx16XNtWd+cbiIOC5vIAgLA8ccdIBxNTSyuHgVNGWlsvvs+SnNgocqmc2TyaSHJRrSuhuEpCOY0RVSZvHepobWVp3XtCyP0qEV4VO9XY5lfxJq7obUSgWWDE2wbZWo+D4jzZ/jFcynbczOF+3p7OVtZ+v8a8EwKwkmeb268Xb1Cxkmdb9NzylNU2aX8QpBkyLYYnKdiMdBfdPBb7kiVgPf/vn0SSxxALuiykElXc/P3311P+GGMgcadE8PrSwfudxk60+VgZK3W5i4GOgWWfsRsuF3Llcy/7ZDBSB8RxSVOFLMzgJxC8v3+nVLuXGQNrWaQvFNX2zcwJSOpqFB93jEbBxfMkGoXs405SV2vnr1PA5XA4XAEOwg8f2l4GM3XbiJmpgcePz6obx9z82JuVLss2L582yte4JDb5PU8gxAEIJBLwa7kUs0G9OBf2xxTxALgvL+y9JnLtZ0wDnFPysuAti5Oz08tuTpp+/6kr/tz7mzuem1spqMvIabVYSRnryhQBAOfpyeMPqkTAfXF2X7Jq/35dGy7u0CWJpGzo24ecEH7tNR9wVuaeUf0WJqr5u1Nu7Pgnk4UDvzByai+PVSk13Gb1vn/SNEXoFVnCZDKZTGZJpC+j4dqqxBbRLUb0rQrbfJ7s76Zv0t+t+tC6swrDBhqQgeHbsJy6hkt5F6KZDJBG+EoBmtvKxO7LYGR9hKJlH7Qw5ELGq9zzS52Zl5Z5djEZFfFaCKDSa+YAfuT6I4+Y/KoHoevPk4fMcFICAJyZtu+37VeKBbIWRlSecuTI1bT899VVbx6d3bj8NN97rJ1Cy+kNJWnxGtnrmfvqTuKT1xXM0rzrO2etyvFePcWcKk+1fO7URZaaaf+bC5AD/EM6wMz3TG5B5B2LHanv3j0+4Ja6bNS61DZGv30DcVCs5vLw8er4FVOP6G298/TpoysLGI8LuQAgMRGgQeSSa87aZtFEknOxWlNCaP+Xvzcrp6lm+eVv9ZbEPMrKuDJf8NfE9ffZKm5zR2FnDqQyAfgvz+zP7T2vv3bjH2MrcVCNL3tutuHCzfiUG2upx9aeKpA4ySa2TdofxQGWYsi0GJ5E1B3y5zbn2HE22mraPabe8di+xV8Wz3vAa+5tW5k+5M8ZZpIfn8gvOBuWaTjlJzNqnTeq2GNB2JnzVxISzu8I5B3+aeDvqbKP/JcmGKkD4rikqUIWZrDV/mE92jV1zesRfy3qTmtFpC8U1dYiX+GpMJqPp8KyufRZE+izJyku/YXezkdAAwAnY10PLa2uQ6LKKs4NM9TSsv217S/TEbw6tWhbWkVR5BRHEyMjIyMj61HR6lNX+L9c4GLf27Pf9OhOA01ZOa9ZONAthzi/XGDvdVB364lf2Nv6Wpqb2wzYR18WtdNbBQN22m+eveYl8U0mrx9d+VtvCysbW69tpHl/TzWm1GX0v+y2sOVi/c46r2qasa7MWgAgKSs9Wu1pY2E98JDm2pOrejRacsNUff7XXCTFXptOLBBt72tpaeM06bb3nn0jzDy3R63VjxhqZWpu0XcntvDEH57K1GYCW1o1b4Jk3dGtZ0hSFChYjeqLvSB7eeuTFSwCnLES7WGDujbb16truOf2LKnW7hh9pBHeGJ2BlgWyGFmSHOFO9kMX7bqY8erZhaU9VTAATM13Z8QyxYN+eur6g4/r/Bax1V0ZAwC8NityT3jie4HMhcF4L86uDHIw7qxv5rMqtfuW6L2DNAmtpDeUpKVrZK9n/qvzKwdYddHr5vLLNaPN/4UNF8fJy08tn4nsNEPKiaRdn067Pp2UG/Ud3Oy+Wr6f1yAR6Cp0oPutWuDVWQHAd9Ey+7AtV15sdrahtrWkD3FQsauclTFwWBcdlnw1MuR6/vMniVm1HNdmcVDH/PUpANAtaK7f2pmX8zgeDuLbMlHLdajFbzPdfaL8ff0GLNzkY0SBD79MhdaKlZQRWsnIzo5Oog096dmJBKDtNXOsaVwVgMREgI+RS5z8y9fy8zmzPS8RAADnV3H0Hr6pVpCUq1VpOc8klMPzYjSO3bKaOMtDkwjQZfDMPr8uiX3JdbadPr1Tvz3xZU6Gx8LLA/a7qTZxeD7EQWHa3Trpa7h1pQFgGvoMXhlbCMSGl3l6G9EBQMXYXIVbWvOJhwRKJe2PsvolxZBpEJ6ENQxPwpl3Vg5YUjT9at78Xiqlt//86aeA9YZJmxw/cyWY/fjvxVd7/5FgrwASVzK4uafCX1jNGd6tvr8UzANHmgMAgPHSfeybNmuinq51cqTLVFHiYKSF86bZ/l2lZD14zDD9nIKmwUgtKUqGSFOF7MygxO7JCRs/ZLfGlms7+2kQWhOpA7TxTc8JampqAADIJNDXq09qtyvdY/NT5ubPnAh0mZnInNks+XDqpI9//C7+z3jm+YK6K22OpyxonEGh9/6CtwAA4LnmfMaaRt81yBgws7Vi3fs1zlhXJvsBENQ91/+3ya5B8IuCc0hWWv2vX63XgmYiEVQc5/6TPLfRvcVxzuGkOY0v02gucPMUyfVSjSdJUhQouIS8qFtdpfX9p1jyQivlY8PXTQAAAMc/MzPqe/ZRVl0dNuvS6j5KJzxCBotUMhhZrdxWqNrdnbXrfqSqLosiHy5qeofWGX+rfLwchCGoeWy48HCD1OmNJGnpGtnrWan39sTC7a0KI+c+kolWP4eDB0MTy2PaJgaBAABTp0795JUDBw4cMWIEcoC/i5Zo2VqrEWs+zLHae/b+QxzU1cMf4qDm9Zny2GPuJO8+Y/s5VCRvaGsc1Ij0m9di466s9N5gcyj1nz7ib0QVsfNbKVZCxgBxPKRkeUQCYX1sFGAE8VlNiYnwMXLpQzTRST9lABDVFhez1fTIGRJyta4EieVwY0d3HvofBwBoA89lLgEgkAgfyiQSSGQiBuRuo+da794ffd34NHnCv90VmLGjjeqzPFneShxU47sIkVx3GYZhdWJhGC4UNwLncfiNukiitD/ocrk0Q4ai28OEHJ5SwB6tpdAwPImXfe3aO8vfp/TWoWLQ2X3KJJPgvfGv1zmaflbkkrAs9drjF49GmEZggAvYHD7MtrW+9W9qmJc44JedefTkG4c1AfqkFn4KZEzEF8nhCJQ4GGkOAIDw9bEBjs2DkVpSlAyRpgoZmUGJa0d54RMHbBatvBI+0Zj2CZE6QBttAp0K+yQMBuObkLOPVjDqrE/CZDKREhCIbxSB+WgORgCAqWYjp35Nz25EDvDXiqLDjNHqQVv2JnVf1BO/E/K/jE4Dthm1bd/jQxzUiSuN46D+2Lw8QF34/ur85Pe8rk3joH7ZH7NwT5A+Lg46ChPHQRW+FWrpVO3rP+Lx4thDU1cMCDB92fOP3EqBR8M4qJaK5eTsHNA0I86oKnwr1OpULCEj3SLIjbPwSMKi7v3UK5P/iczl9gNMYmLDxtJNBrhTRu34J9Ntrg35VeTUPqtV/nm4315CrtaVQJVUzgHfyJL6OzDr3gVu7oWYwnmmJsTS2yfvKfdbYEABAO0BCzzXTlqcZbsm3oQCxIZZ2A+utvuHQGRoU0vTssqF3bXe3TyV8F5gCvAJab2Vv3MTgwu4XMHHOBkSiUolYS0OGZyZtn97rOHsxQP0SCq9Zg7gT15/ZMqpGV1zQ9efJw+JclICwHXszIj7wo6nev3ipFyefPSfLKrFaq3PNSdEvZ/OPxvEwwEAeM92Dwy8+XPcmQkWinVf16YdPl3htqOfTv3mq6j64dlr1TauNp0Va7LObfj1lqLvEnO67PXHfXUntbqrdRdqacrhRatyvP/650Mw0qcUJUtaqqKhGDIwgxIV8OLYFP9V5T9fiJrYjcDlcIBAplKIWIsiyUwbuPgMmMBs1Oe48/UOcHZ2toWFRcOvmqcglwmBQCAQXw5MYDYKaUHefE+vQVJ0Xh+1xeziWBNNTfMp8Y5/nl7Xs20HMr+BOCihpHAjUO274/D4wiU9jUxt/LcXqKkqKFEwTFJio+ZKiiYiSMrVQozTh+Clfeobm5XTdKpKVqPfWhAwaGC/YX9TV5+qi93CVFyn96dzes4J0Jfls+2pFtPXj6xa52psbDsiQtnTpO5BPG2Q9rujpTiZFoZMo4AfyeFJBK3Bu/+ZrXAkqJu6sobpmDOdFh/9n4/qZyuSQFfX1qlDi0EmkFU7dVKp+93iVXcOXuT6/Ny3YVgNv/Tuvlnell31DKwD/3zlv+finx7y6E4pgpFaiuOS5T1RmlCxzzaDkuAVnvv7UknNvY19DTtpaWlpaWm57y3gtyKSjLTxOaFQDak/Ah0cHJydnd3Q+w0ORjuKCAQCgUD8YMsMslr3zcnJMTc3Rwr9EuA1D/b8key4eI6rGoH9NLj/oPhF984MoaU1TwzSxNpR1CdztRMRM3WD77Sq4OS/eimiXkQgEM0c4Aha7AwACMl3SSzv0v6FFQJBJKp7bgGVSuVyuQ0/o1AoBAKBQCC+D48v8uSxKdNmCgR8XISLRCIcQCgUCAQCAZ8vEAhwXMRQVomKOIkc4EZ8K3FQCNmCjv8hEF8lOCn3XwAQmI0EFAqFQCAQCARygGXhAJNQRyJHCIFAIL5KUCgUAoFAIBAIGUNAKkAgEAgEAoFAIBAIBHKAEQgEAoFAIBAIBAKBQA4wAoFAIBAIBAKBQCAQyAFGIBAIBAKBQCAQCAQCOcAIBAKBQCAQCAQCgUB0NOgp0AgEAoFAIBAIBAKB+K64GH1W/KGvj9+XdICFSqtRZyAQCATiK4dYsxkpAYFAIBCIb5fRP00Qfyh59/ZLOsAIBAKBQCAQCAQCgUDIFVZtrVAoEAgETdKRA4xAIBAIBAKBQCAQ3y44KTcKAARmowAwpA4xX8sRaAQCgUAgEAgEAoFAyApSTiQtdgYAcAAEZqORQsSgI9AIBAKBQCAQCAQC8R2Dtn8/0tIRaPQaJAQCgUAgvknw2kcH5gy0N1BmMBhalv0Wncpj4UgrCIQMps1pO8Z52xkwGAy9KQm18qxJVHn37zH2OgwGQ89p0t50Ji5nYQSvomZ7WXVWYzAYDG3rgcuinrNbTZcmr6wtmHSWreP6qP1a7UgRzEeXu+0KyXcRmI1EA7iei9Fn/7t04drV/5ADjEAgEIgfBXJWjuD+0yaJKbfZX1AkJSUlJSUlOl9AKSqmFL+l8/jilPZMH9nvSzUCNp99kP3sUfQCjXOzRuzI5MrTKcj4Y+TUi2W4jDO2u9gv4xlJKy3r3nwruzUZHJnVzH6w1NpmRRq7Q7rsh4eu7zZ5Y1hwfxX5HJUUVL8t5+IAeEXckjHbKiZfLiwpODfy5frRv96uxuUqDEGl+7jNJxMy8wvzH5+fq3Bq9qwzxcJW0qXJ224HuAULJqVlk3MfyUKrHQr2WsUzsbwL2gFuyOifJoj/NUlHR6ARCAQC8Z16v0+yFS5dUwBgKRD4Vub16Q9SOL3c6VWVIhXVL7MKzImL58XdxtlcAMDoVIqPO83Hsz2TLk3f1Rt9xZ87T141aZf37afVuK2WvKY/3PwbSYXdcFlnbHexX4QvJy3NevnlS5gO7duQ9htHwXLsHEtgJV0mA0+mjm9VdlzEkcOHj92g/ZYa97NhTcrBK8RRZ2c4qtHAZc6GIft+Ck3d6uHDkJ8wBGWLPm7ijypGxp0ZChiDgrWSLk3edsvSggWTzrLJq49kqdWOpbq6Gg3dJqAj0AgEAoH4YW+BIvGHGaPezBj15slDLgDEXKjJecLteGGE5RX8uNvA4WHihXoOjx93W1he8bkT6/f375Rq9zJjtH3WxX0aPMzFwcHBwcGhh7kWg2G95iGHX/zfmiDn7nZ21sZdzPsuuVAsEBRFLFiTzLy7KnDGmddlqbsm9TY3MTMzsfScFZbR6NimsOzWhiAnux521hY2fedHFrAaZCx81UqxUZlxjTI2nNQ2lwcAhOWJO0Y6mJhaWjkMnDLS2nrxfZbkRNa9+dY2I0a4GGpbTI0pZz4+9LOXjaWVlYW128SQe5WilopqXQnFVRLKaYyoMnnrUEdrK0vr3hNC7leJ8KrYqcY2v4o3cUVvIwLNAiPeNsjGfrDU1mbMtCAvd1cb4x6j/whdN36Qn4edqePkY/k84DzZPmjwn1kcYD9Yams7buZwP29PZytrv19j3gkBWMmzze3Xi/fJWMmzLXpuecpqm7QIeQ776tzroavH9u7WxWPZpRrn5RceXZtlSALem4d5/K69jegAAEA3djXgZj9+x5e7Rby3zEFXU1XdZMz94ScOBGgSPpEuTV6QkwX7DMvW0fcZOWlGeqqqqtBQk3bJ4vtpSvmzAViIaoN/xtOKWaiHEYhWrHVm5hynUA0sRJVyyG/W07zmJ+twdlTvBsOKcSWeWf8V70lYXL/Oe1SxEJ3OpzfdF8hQMF5uug8xRNUlq25q2NLobkW89sBP33zZ1/SAKhZiMLaotk22RcaSSEZU8SY46GhnLERV5fiU4PdMibs6cugXvKbk4LSzPdVDVLEQnS6nlxyrYOOfEEkqUeUP39qCFeAfku9yPrszANS7u3w+XlUpunWNFbKtouOlEpaWidhcwD8oBcdFbK6wtOyz+oj1aNfUNa9H/LWoO63tuamWC87eTUtLe5B4ZLKhSo9l4cvtRI8P/nWv5947DzOe5Cb/Rjm1KbIA1x8TvMmV4bLlwkGfp8vH7CIvj8vKzc38b1b1llErbn/sY2Hx+XWHYFVcekbmg+NB7IT4t50+ZAwdUHqo5WL3u97d0Chj0UcPmNVcHj5eHb9i6hG9rXeePn10ZQHjcSEXACQmAgBwCl86Hcp6nbHPNWftuL1qGxIys7KeJG7TOzRheQJTci5Wa0oI7f/y92blNPsFlr/VWxLzKCvjynzBXxPX32eruM0dhZ05kMoE4L88sz+397z+2o0nYtyiF5Zbrty+k7jXKn7TIZXVZ64nJIY5JO08ksNtfNlzsw0Xbsan3FhLPbb2VIFEl4nYNmkRcgGvSQuZ0seoi/vSSzXOy6JzX2Vc3L1kuKMuFQMAIbuSA3Rlmti5I9JVaMCuZMt9cYJuvzYm/eGDuIOTBWGzNyZW4Z9IlyYvyMOCfZ5l62Dkopk2UVFRgQaclHxHR6DVjaPZv4iNBl7y7CerBL2Jmgry8htKto9+YBXef7DmV+zbJMY6TlM8/cjVmvplGsW5F+88BvvniYc9vZFUPWcyzqa7WFBlU+BnKeFb6Mf23EhwHMcBwwDDWl0w5ZaFjLh5s8+AB/FGWkV5izyuTzXXvbFYldz0OrJj2PhL4xQwAMAwSp0mRcUnYgYv5/98bMxRZ1rti9I3OrJbnBUwI+dncHpQyVKNbonitQ+M3qXzxD+sx4XHbGiPbZGhJBL7lXNj7qXt5Y4Xy+y6ZqeN6ndxdfcJwd5NDlnJpV9wNqtM03jjf952hoSX/yaOn3RRtfu43+yILYoklagdBMfc7E7lW2IMq7sDtaG7u3TmOwoV43G/jGuONw7S+lwh2Dlh44fs1thybWc/jfYva/Nenpw2IrTrzthVzsoYOKyLDku+GhlyPf/5k8SsWo4r5+OknJN3KZkWeMxfnwIA3YLm+q2deTmP4+EgNs1ELdehFr/NdPeJ8vf1G7Bwk48RBT4oXqG1YiVlhFYysrOjk2hDT3p2IgFoe80caxpXBSAxEQCA0qWvn7ECicrJv3wtP58z2/MSAQBwfhVH7+GbagVJuVqVlvNMQjk8LwaloU5pVhNneWgSAboMntnn1yWxL7nOttOnd+q3J77MyfBYeHnAfjfVJuOC3NnDuxsdMEy7Wyd9DbeuNABMQ5/BK2MLgdjwMk9vIzoAqBibq3BLaz4RbiiVtAg5LcRVvMjKq1Ay9bTrYWdrqklt2ONEuioN2Eyu2CQI2dVcoKvS5b45hZEZWjoMLZ2xG/8Xf27kvvsbPXyUWkuXJq8cLJhsLFuHIQfNIAdYbnxPR6AxCo1IoxFpNELVzcwUVbOpznKz7JyqmwlM9ncWVCPrRlG7O12IdbKkfb0Ffp/9CCAU4htW36mt5YtErbaNW/OwmO43xdBQgaBoZjTRh1KcXispjgYjUIhU8eCiEupMBqfs4LrXtiH+Swdp6GgpGrt07aNPlJVr8O787b/Bcf3ghnOAVka3JPHauyBoMaHHxGGdzdUJ7bItMpREEpVvwi5hI7faOqgTNXrb/T5MFL33bU3Tn7Rc+oWg1fXXP+wG9FLT01FxneEysSsz8QkPb0UkaUTtKCrLRarqRD4PD9lWIXZ3yWRs1z86ZAo2f6Xal7nvamoQ6FSoX5/CMAKdStDUaK8dywufOGCzaOWl8InG7TePwpKYpQGrmYvOBA/RJQGIKmLnOrmtvF6qZNxn7KL5npoEHG/ksbdmW2hWC688Sz++xE+39MpKb/spF0s+uI2fKLatGUUCIV5v5TCCWKMSEwEAoyhQCACAi4Sg2n9/8uPHjx8/fvzoQUpS1CwTsqRcrUsrsRxu7GgtBoPBYDC0RscyAYBAInwok0ggkYkYkLuNnmudtj/6euhp8oTp3RWYTbJgJBqpXmZii4YEI5LrLsMwDP/wS8KF4kbgPA6/URdJlBZ5vx0zOVXz+fvuq+cXlzpUnlvkZmDkNnbVgZinFeLDORTdHibkVykF4vNXnPyUQpqFrTa5QxfjJD4yqaX0tl7TfgsmG8v2ZZCNZtoOOgL9YzrAHxAwL+1+qz3R2obe1pzC7D+jXS2OOVkcczI7rIOF2C57z+HXXFl+vpfJUQfDsG76UcvO1ggEzMifE1Oq36zxizlbxE7935U++mEWncOsna4fSuc1ioMqfbXJ/7iD2dHuBkf8ZuUU8ABwXub+632Nwm26Hra1v7I7mSsCYCffsDW6MNo2VE///Pw+ob23VfAAAESFe6LMBuaVCFvNYnD1Wrl4esC9/9dVzy6HrAwO2bjePFvwcTWYlRhraZ4sPvrHSoy1srqbzW0mG6tBo15zpaoRAHhl2yzDpsXyAKAk8lwn6rlzJQDAuzHmcN/d1bWPUgN9U59yAITs2xsuOOkesu52YtzOklqxjiSpAlrVHvdDgZx78T2ML/888F9fpxM2hv+uuswSAoCQk7T5opPuIeuuxwaPvWjb7db9hqdUm1f3qX6UXMu3AJ8v+nvbg9+WJlVWcFrzgRU1R3jhN8NfvmSJWHn5R+MJ7sPVJQ0afuqCE4aMA9YOlzdFV3PrJstvb76mG6TdclMJUSWHek56nCkj/0ZUXrhhVc2kv831SVKObgnifSHbIl9JeMXv83gqribimRHZuA+Dm1XSJFRMfv3yUQfv3iaXKDpbULCWRZJG1A6j9L1AQ4sYGqW755hOaJRuaJSudQ8qjY559VMwt6Z+EZFI6moUH3eMRsHF8yQahezjTlJvlzfOfXFsiv+q8p//PTSxG4HL4XB4wnYs6eHM1G0jZqYGHj8+y0L84+bmx96sdFm2efm0Ub7GJbHJ73kCIQ5AIJGAX8ulmA3qxbmwP6aIB8B9eWHvNZFrP2Ma4JySlwVvWZycnV52c9L0+09d8efe39zx3NxKQV1GTqvFSsr4oUxJGekWQW6c6CMJJUIQliX/E5nLBcAkJjZsLN1kgDvlxo5/Mlk48Asjp/byWJVSQ5OUq3UlUCWVo+QbWcJkMplMZkmkLwOAm3shppAHICy9ffKecj9fAwoAQXvAAs/ctYsvdp41xoQCjCZZ2g2RoU0tzcgqFwK/+OaphPdiB6s1adGjsVodFQIuh8PhCnAQfvjwGVC07IMWhlzIeJV7fqkz89Iyzy4moyJeCwFUes0cwI9cf+QRk1/1IHT9efKQGU5KAIAz0/b9tv1KsUDWwojKU44cuZqW/7666s2jsxuXn+Z7j7VTaDm9oSQtXtNuWrJgLaXLTS2fPXWRoWZwUm4kKTeyHWeDkAPchhvx99ck/ou8Q49UJh1Ta/vUhmixdEjyUgCc/3hH9IhIy0NrOuEZd4KTdXanB/Vk4MXhZ13W5swKcBy9v8+RmPSp1/v1TbvmvJOwI2XKEAPIP3q1X0CCWZavu3LdL/jN6aTD4HIvx1Sj9v2e2Y8TCk203iZNCKaFpE5214CKW7d9RsbbZvVzBuAWVDs+nHLCHKtJius1Oztvkas1VnX6YI3Hji705E9kwagAAKy7dyb9IVqXMnlUV9HjLeemri3qNaO10dVUtmKTiXWN8vfPudlHihoBACiqAcOoY06XsX3V00+X00miC+m8ob3fR6UojtqiRCr9MCBvJEw/pLQrI6CfGuvi1JM3BQAAtUkS2uWp3LKEhSajGq4MFlaanh+935b49sQ5l5VPp/Vz1LqVMC1MMeThlH4anJhfIkZzGk0kJFbXej86SarFmPwNDAGx0xtz8T2RdHf1hl4qqlQCQdJSJFExMMTjSp/LdooAAPrj+8cManbwCiPbLfX/V1/TSJmffTpl/rCzrKRxW3qRhdWsGm5V1G2z00/8nfHXG/wujv5VM3WX7ucGHeC8extupw/v96cFsVCa0d2CeF/AtshfEhGbywaict1COEZTJQGby2m8biSvfqnvn9qS3T8lFo0ZcKIHsRWRpBG1wygrEWl2anSnc+xFAwD/QKUvOEhpPp5kBzvhu/dAIBA1NYjq7dyL5hWe+/tSSQ1s7Gu4UZxiteVR4rxubfvlCV6dWrQtrUK1eIrjSSEOAPSeWy5vWuE/boGL/VY9dU0rj4GmrJzXLLyHkuUQ55cL7L1Kbpw+8cvShX0tV2AEoo7nsqid3ioYsNJ+8xxWFpqZlarvAAAgAElEQVQXMXn96Gnze1uspFMwBZt5wVONKXTCEOeXC+z9lx1a6B/XUrF+v55ZO/r2skYZ2SniMo/PWOE/pklG6NF3x+Hx0+f0NOIoaJnaqqkqKFEwTFVCYqPmMvpsj1q7cP5Qq2ACERhOC0/84alMIEjIRTeXUGm9tJ4lN85FrV3RuJymlpasRr+1IOAKLmCKrFefWtWDDgCAqbhO70+/+nZOgMwOzgAAUC2mrx85boWr8Wq6nmugp0ndY5XaIC2i4SwjY529e0gRAAAMMzwHuj/fytjhSP/cYimd7Icu2jV04Z/vHmcwVTAATM13Z8SyWbP89FawlMyDfovY6q6MAQBemxW5J9xt+PwBeiTZCoPxXpxduXbR8woB0Do7D98S/ccgTQKAqIX0hpJQWrqm3Qu7LVgwvCXLJj+1fCay0wwpJ5IWOwMAOAACs9FtyouOQP/IDrAw79iTfBu7Ycbtvq8IX/5zbeRe5R13XJxVAHr2Pnes+OqJtNjnlVkJZbUcvQY7lYK888XUYQP9DYgA0G14D58V1y/nCtx7irWKafYxNV9xzbN3rr9/V//lbj4mkHWgIP+58BfnFwQAwIVVHKWHxUJnALJhFz9TEokKqq52QYIrRx86rac9PcU02uNGevH7J7KIZS6MKeL39R5kSAQg2q4elQrASsxrZaQ2k40Idfu6gufR0tRY50IZj+hGG/viWRl+IVNjyWJO+PnyUqXcFE2zFQYEKP2oJfKgAe6dMABF319MuqYBgFBiLZ7KxFYkFNxrcA8xMPA2IQGAqom6CpddKxSUnXlNHzHIQ5sAoOD1i6XptYY7cC1U16m1fnSSUAsA+ZsZCQkJSa6uznT6/SWrnZSVKc19YLy6eJX3rdezh2cv1VMtKdo59PKQVSq3d2g3vnmQzIeZid8eY7zKjx175LeT5Wt7aZPoVBqQfNc7euqTALosXK19+PeC/D91P3NHjZORtvSy3rbUTnQQSje6JYtH+wK2Re6SEOhUOgiZdb9rnFMlADqVRmh6jTz6pQ52+aER5/dqul/Z3VUcjtWSSNKI2mGUvhdoajWqu0dPGgB8qRcgAUBNTQ0AAJkE+nr1Se2cTZsuecBc8tkTgS4zE5kzmyUfTp308Y/fxf8ZzzxfUHelzfGUBY0zKPTeX/AWAAA815zPWNPouwYZA2a2Vqx7v8YZ68uc1EwevObBqWuM5Qn5rmoE9tPg/oMEDnpUvCateSIoOIdkpdWPE2XHOYeT5jQyhzUPJeSiGk/6lBKalNNYH84hT59JWsxiPrl6lz4yuK9GMw+U7vhnZkbdIkmPzY+y6lxbm3Vp4o9/PskUr+LUX9YwS+egv24F/dWkSGmlRTRZpOqx+Slzs9zcJap2d2ftut+jqsuiyIeLmlp8nfG3ysfLQRiCmseGCw83SJ3eSJKWrmn3ekBLFqyldLmpRU5a/RwOHgxNLI9pmxgEAgBMnTr1k1cOHDhwxIgRyAH+jmCXHv2nxn6DsX47W4aXXI4PWsZdGO8fqEcAwCtibniOLXFfZO3laeHnxElZ0yQOqmn2RubTxvHyG7P06y/jruWvdkk+eWLMAiGoDvZLPNtVGQBE/DevBWqdifhdwChkingyRtecPJk8fH9Rf4U84vjBdor4009mEd9QBXj9KS+cVZNXTNRqIAuGiz7EBQnEJ0SayTY+/MNLKEWfqJEXNyR0+AUhANACh+RFmPnicZdiBPc7mS4ZXn1ywrOroiLVsQ765I8ejEiI4x8jmohEDOrikZrWIowbsv9jydFNJdzXuUGLiITG4U+4SIDj9WsTGDR+/JPE6ohQ+Yl+bFZL47ZHd2V8xUPByMgoPj6xTx9XBQXSnMX2DEZTH5iXX3D9jframZ11qAD6+pOnq4YEvyraom3akpOPYWQy4HwcByB10rRWJ9QQ6vUtE/CylILMZyWj9LIBcCFbyIfYHoavIp/4ezKkGN0NxPvCtkU+klD0OplQMu++EIzqRAIQ5CcxaVZaTULF5NMv4sWJiiOjzmwVOV8+ZV0fjtWSSNKI2nEOcInIwrrxc4noaOOrKQwG49sV/u9f6z9O6KbcWmL7ipIXfjphX1p1TCZ6EjQC8XUhMB/NwQgAMNVs5FRAdyvkAEtHbWrm2YrOfwxUbN/+LzPl7qhJbwPODJ9pJdaMsOBqYaWrx8Y1xupC1tVZxe+5ykIcgICRQFjLJZoN0eVOy4hZ7jPEAF6eexgr0jtoQgJcWFJQI9RWqgo+PTqjZ8wJm+UBxqb5x7ZnC7oG6FMCU4890pvTnVh0IsZjKSU8t59LIxGIJhNsO7veXo7TpiWpUYFg3HqWurqUu/rrk0ZnXi/SC+osevLXxSG37K99WEUnKivSSt5lleG2nWpvHS16L1ADEOZsbSIbR+Bd16hP1AgUn+hfKhsM1eF+3DHr8nSn2+mbabhVnV8fpTI3RZkM9Q4wyXy4gXDK45trOw3sxE0Kf17AtQIgSaylQcnCnK2RTSXs3ErXkS1G6HFmZ95e4e2nwUkJy8nlGDawG5Kr82q9H3Ml+CCN2/5VIxQKLS0tb9yI9/Jyp9FJ0+bYKik18oHJulqmpIxD4W88F+kqlxUfCyujWvXSIgHgvPRdqbHd7BYFKBGq3p+7wrPuo9lZkZ/1751VcWSfX9VpAKCkPW0cdfjvD+/0cHTEi3dte6812L3b524zYrqTgnKGiAN9RM//OhN03e76f1bmSi2OblFL4rXbBRcIuQIhVwAgFHI4QhKJSCW1bFukUZQMUdWdPlg0dXXm5HPdu+Q82niGEHhBR6mxGCS59AsAt/L42NNrynqcu2BtSBByOEAgEynElkVqKb3tkLNyAIBvZd5+B/i9QMOLBgjkCCEQCMQ3ACYwG4W0gBzgNs1eucl7nnP79fPWateSiaA6Ys699HLqm7HHTonjoFzcL2x37jf8Rm/zu7oadCtvI1NWxetasGNoBPZiLjKLLEkJPLowfnGv8JUYRtTVX3rBy0sVoPbdWufoimPTTsxwGzXuhrtBAp0K9O72f89S1VD1jNh0Y0H/IyEEDJR15p/x8FCBJg/LIXUxmWF9+xdB3yBDAgAwPFvNwqqrK6Kf27FlN+b3OryaRFQwNd0VbqZbII6LAKqV7bqxhSvtwn6jK/Yapm9CBwCiSTPZKApYYC/mIrOIkpSgiE3xrQvZUF7rn7pge156+jHICgqDXeHQY9OB3RqdLVTx8Ti6MHa+Y/gyCtWop3InCrTUrkYLAc0lfNaqd+DnGTb52lyrUI6CgkkPmqoiueGrBiRXx2utH3nf+iKiQEAkEu3s7GJiYv38+lJpxAnTrJWUyPXvRiJ0Mt4VUTJvcbTJCh5gVLNBPY/s6aKKAYj4WSfSj7ibzgtQovDZ90JuLPiJWYMDvave2LBhG+teZkN23hq4ac61cbopFQS63UTPfzfrfH6gKYFO+3ACW1jFIBAoVC1tal38nsTR3aJ47Vw0eLTyqOdOsScQbfwv6Mwb/TBEm9ZS7bg0ipLhPZHms3vwksnX/VUSWAz1IRsDNntRsMZikOTTL7yCZyHn2TWQ7KeVLE6x3DkpYbEKuSWRWkpvq/f7JFvh0jUAYH2GD1xWImwSA4xAIBAIBOKHXmaQ1bpvTk6OufmnJyhCpdVI6Qh5UJOaviNRe+ECPTWCIPvP0wFxPZP/M9H8IQ+P1NbyOyvtq6mpoVKpJBIJABITEwcN6v/7H86jxpsrKpI/8X5gBOLroN4BDsl3SSzv0s5VFQLsPaEjDr1ozoxRbwYEKQ37ScIBYGLNZtQFCAQCgUC0w+P7UkSePDZl2kyBgI+LcJFIhAMIhQKBQCDg8wUCAY6LGMoqUREn0bp4I1SxEKSEb5rgxfUf/zOR8zNuKvH5X7MqBAIBiUQSO8B9+vQ5c+b88OFBVBoxaKSpggIJ+cCIrx++tQULwwBgkpX5JPlUERqli/SMQCAQCMQPBXKAvyWXBoGQHqFQKD4FLfaBfX19T56MHDduNJVKHBBohHxgxLfhA1uZIyUgEAgEAoGQIQSkAgTiu0QgEAiFQqHw4/uEBg0aFBoavnRO0o1rhRyOEMdxpCUEAoFAIBAIBHKAEQjEN4+wLuhBIBAI6hNHjhwZErJnwfT4hBuvuFzkAyMQCAQCgUAgfizQEWgE4rt1gOshEAh2dt1fvHgh/orN5vw8MTbi4iBHZx0SCR2ERiDkORLRox8RCAQC8S3w4zz9ETnACMT3iTgAuKysLCkpafLkydOnT9+7f+uMuZbKKlQiESNTiDQ6SSAQkUjoGAgCgUAgEAgE4kcBzX0bwbkX390oIZ3dcTWyEmMtzZOfcL9A1YjvG6FQ+Pr1a39/38WLF1ZUVMyYMbP0PZdEInj01fcbaOjtZ2BmoU6hEJGiEAgEAoFAIBDIAUZ0NNTuThdinSxpSBMI2VBUVDRkyGCr7lRTC5Vdu0OoVOq8+Qv+Pfkcx4HBoCgrU+l0EoGAzj8jEAgEAoFAIJAD/KODV8Tf8daJWBvLFuK8zP3X+xqF23Q9bGt/ZXcyVwQAkhI59+LtDM791Pd0gO+/7j3/25XCFTUplV9zZfn5XiZHHQzDuulHLTtbI2jwJfdRaqBv6lM2+1JgaO9tFTwAAFHhniizgXklQkkyIBCtMmbMyJ6ujFnzuy9Zbb8rJLiqqmrhgkWZD8sy0t5zuUKkHwQCgUAgEAgEcoARAICXxiUFjX8bED3sd186JylpQjBtferkzJdTEv5SPDwy/nY11EpKBADuW5b9/4IuxI68tIMeNi4lndWoXHbGo+Bknd3pE9MKpiVtJEaszSngN6sco3su7Foenp3HBeBVnT5Y47GwCz1ZcnUIRItg4OGrMf0XWzsHLXdvfdse6rt372IwGD162KUkFnPYAvT8ZwQCgUAgEAjEDwh6CFZTBIVPJgYIlGcOm+5MIYDweXRB/nPhL84vCACAC6s4Sg+LeWoSEoUuAHQr8yArEgag4mTqzLoVWyB0tPoYY0nv2fvcseKrJ9Jin1dmJZTVcvQk7uQyXO2CBFeOPnRaT3t6imm0x4304ncJ1Xkqo+hNhGQIBOzX3138Bhh2M1ZRUaXiOL5kjf2EodvjE24+efJ44HB7DB18RiAQCAQCgfiOIGflAADfyhypAjnAbUdBe02Uaey42I1jx273IoqEoDrYL/FsV2UAEPHfvBaodSZkS0gkwn2A+m01XMQRAAa8uCGHh18QAgAtcMi9Oc8Gjy1xX2Tt5Wnh58RJWdPCHhxdc/Jk8vD9Rf0V8ojjB9sp4k8lVodAtACFQpi9sAeRSPgQ5Yu59NY9eMLnVmxh4Gin3u56dAUShpxgBAKBQCAQiO/D+32SrXDpGgCwkA8sBegIdLMlAU2t3p42u/5U+3di4s1yonGAPuV66rFHfBxEr07E9O55O4VJkpQIAMB+8vTkPa4IhC+iHqaoGfbrRveJ/qUSn1+Jz38b3bnsamGlq9PGNbYj+6uWxBS/54qEkj1goskE285Xby8/Q5s8SY0KLVaHQEge1QRMSYmioPDxGVdUKtHbz2DFWpegESaGRiro4c8IBAKBQCAQCOQAIz6qRX9C3602z+YsLOC6e0ZsUorof8RC/7DvVph/xsNDBRieEhIBgKRCebQssrtB+OD99DVnXezojTxrqznO/Qpu9DY/6e0ec1HbyJRV8bq2BSe8i8kM6+qXFt2DDAkALVaHQEgEwzACAWu4x4thGJVKUlOnqarRKBQi2v5FIL4TBMx/p0baqO5WxUJUlY4Mnp/zHL1LD4GQAfz0zZd9TQ+oYiEGY4tq5VmTqOJNcNDRzliIqsrxKcHvmbichWnJaEhjTGRucHB2VO8QVezDP8aV+A8bPKzMzDlOoRpYiCrlkN+sp3mSKpLmmh/HFPOtLUr7+oXku6DtX6mmykymbDYTc3JyzM0/rXGh0urvVZWce/Eu44jHHvfpjl5lhEAgEN84xJrNMimn+V1PBYIBQFhRKXz3HggEoqYGUV0NAKpgQdvnzrzs2yVcPZXOGsSarNwVAYmV/5v03xQleZ3xYJVsH/3AKrz/YM2vt+NYibGO0xRPP3K1pn6ZRnHuxTuPwf554mFPbyRVz5mMs+kuFlTZFPhZSvgW+vFLI8g+lnlPUVUYHrNBaVDmKX1FWbu91W94VB0aFTix449NeuV48bxd1+y0Uf0eWV+cEOxNweQnTEtGQxpjInODg7Oj3I4cmDb+0jgFDAAwjEIlEACAW7bN7uQ/fQZcCTHSKspb5HH96fLxNxarkhvmleaaDqODTXELFDznb/61NDRKV643Pik9vi9F5MljU6bNFAj4uAgXiUQ4gFAoEAgEAj5fIBDguIihrBIVcRLFADdCFQv5zBI86GkdI2olPh/1FwKBQHyLcOLieXG3cTYXADA6leLjTvPxbE9BBIqFZ+c6v9pEVY9BwpSJcjzgwam6mcDs9p09Ql7WjaJ2d7oQi+nQvt4Cv89+lDEkiwk9LIB/J5oAPJk61pXlN45nhh/IuklzTUm2M2S+CbuEjfzP1kGdCL3tfh/2cPzet5u9uzDkJ0xLRkMaYyIXg4MRKEQqjdjoSCq35mEx3W+KoaECAcyMJvpQJqXX8qCJAyzFNR1GB5viFqiuRK9JlXqEIxUgrxKBQCAQHYawvIIfdxs4vLrpEYfHj7tNtu8O6u2cUd+bf2rYwcoaLma7LCh6KL3toU3C7D8vTQmrFgCAiP8qr0Zr6ZjULQo3V8euP1vNE/AqBMojQgZuDcTP/JyYUl39wi+GeMnDIOrWov+9LsWBqNd18UHPqfYf96yEpa+2jos/my8SsEXaA11Dd5kbknmZB+Lnby96L8Qxdd1Ze/vOcaVyk284j6uxUnx3u0JrhGHJ/cEjbq1Uo4CocM9p38v2SRe7vgttOUulwZGM/v3UAUTc+8E3l/z1ugQHgr7RhlMe/T+I0XAXtH4D1pTZWLa/9O7WN+qyl9nFhE/XCAC8sm125/J2TTzkSymJPGc9EQ4UDR2qxbsx5vimPiMuOKcHijdsKezbm68v3lfCotHMehBqcQYAAC5BFQ27rLn2dB6ligu0fBzfa2xNL3PWsxLe2xJK4J5BGwcpEIWcpG3XF+5+z6JQuvVWfZnCCH/iZVVfXPPqnHj/ttqP3HuSakHj9nOHPS/3evbRA5nHL1SqeZtPWDP0ryBtHRLwit/n8VSGmoi9NrJxHwY3uOQdvwtDvm5cS0ZDGmPy+QanCfzUBScM54gYpvpj17kvG6JMBQBFzRFe+Prwly/tu2m9zj8aT3Dfrd70AIQ013QoMtdMm6mqFKKhJu2SBVIBAoFAIBAdNxMuLROxuVD/HgAcF7G5wtKy9pZHst804n7ehGtHbQT7YjfHc9u+sUe0WDokOXtC6tMxh6crqzg4HVrTCW/+4nqcMXp/n17Kupuu9+v7JGHcTsKy5CnZr6dcmsfbFpCQ+PHt9Pib00mHweVazsSMpwOHsIoSCoW1SZLfZs8tqHY8MaXwecCGDV3Lw7PzuAC8qtMHazwWdqEnt5rlmZ+POgAA6+6dSX+IfkmYnFU48dTgkq1riypba38z2YoVPjTK3z//jjQ1AgBQVAOGUe+dLmMDN/10OZ1UeiGdBzXvo1IURw1Uqt9YqLqRMP2Q0uaMqU9yg6Yq1VQJAABaUkUr2mv4Naew0vSPobGpP8VuJp5Y+bSAD9U3EqaFKW5+OOXJ8+HzlEtecRo1WEJ1rE/3Y/NaEO0H56XvvOqhfcBr3ovaXk7nXs9Ki/VZPFpbhwoAIGJz2UBUrtvex2iqJGBzOXLfxmvJaEhjTD7f4DQAI9st9f/36vCbqUHbhwnCh51dn8IHACAqBoZ4OF+9bKe4W8/s6h1vj82DmvmT0lzTochUM+2ishztACMHGIFAIBCIr3NK3OqfbYWsTNcxUHWe4LZzOD8q5F17n5EjfPnPtZF7lXdcdHFWEb+4vsurE2nblt1cub+slsNr8OJ6Qd75YuqwHv4GRABit+E9fIRFl3MF9VNazT6m5inXPHtfXvLne9Plbj+ZwPPogvznOb84H+1hfNR76rMKTuXDYiEAkA27+JmSSFSiqqtdkCDn6EMB5+nTU0yjmW6kF5/KQgQAEBbGFPH7dh9kSASMbLt6VOrRrqqtnTtsLlv91qbguVQ11k29jUd0o9168ays7EKmxpLFjIfny0sf5aZomvkbEBpqiTzIyr0TBmRF319MulIAQNhSLVJICABAMTDwNiEBYKom6ipcdq1QkH3mNX2EjYc2AUgKXr9YmjY6Kd16dS32Y7Na0JD9HEQVz8ryyikm9lp2DlomWo1OxhLoVDoImdw6S8CpEgCdSpP/3LwloyGNMZGRwalzGs2Hmfk5qxtbaA9a5feHO+vcyXIOAF5dvMr71uvZw7M5896+Gjo2+8aQVe+aPFVKmms6GJlqpj1UlKOxKvUvD6kAgUAgEIgOg6CpQaBTgcOr2wTGMAKNQtDUkI1f3c6wM7zkcnzQMu7CeP9APQIAXhFzw7PlF9fjrXr0NBvHy2/M0q+/jLuWv9ol+eSJMQskvc0evwsYhUwRz/XpmpMnk4fvL+qvkEccP9hOEX/6ySxi30KA1zcZZ9XkFRO1GsiC4SIRDgCA8wQCXKJs48M/BF+LPlEjL25I6PALQgCgBQ7JizDzxeMuxQjudzJdMrz65IRnV0VFqmMd9MlQPwMVCXH8g2wYkUjEAACXVIswbsj+jyVHN5VwX+cGLSISSOIyMQzDAQAXCXC8fm0Cg8bP+JdYHREqP9GPzWpp3Pborgw0jKUHo/XdN+7l+vdXjmSGzzm5pEKt/ySriVPNfaxpJACKXicTSubdF4JRnUgAgvwkJs1KS7sDw1hbMhrSGJPPMDgSFYWRyYDzcRyAl19w/Y362pmddagA+vqTp6uGBL8q2qJt2kAz0lzzpZCxZqQGHYFuw40YqQCBQCAQiA6DpK5G8XHHaBRcPE+iUcg+7iR1tXYUJSp7809ofvpzVnVl7eOo5BURIq8JWgptL4eZcnfUpLcBpwfNtBIviwsLJL64noCRQFjLJZoN0eWezYh5JQQQvjz3MFak18+EBLiwJL/qLUuYszXSYep7/cE2y3f5rvbCc7MFXT/9NnuiyQTbzldvLz9DmzxJjQok49az1NVF6OqvT7qZeb1IBLjgyV8XB8x+WX8GkKisSCspySrDgV9z62jRewEANJeNI/jQqE/UCBSf6F8q8fmV+Py30V0ZdPXhftxD6/LIAzvrm3Vzq8pcH0UeGqDcYO5NMh9uILz4+OYbEQjZSeHPC7gAktvVsGT94uYSttZ1ZIsRepyzmbff4yBkp4Tl5HIazrxbUGPr/SiBxm3/McYpLhByOEKuAED44cNnQOnUacjyvufzZj2N6enEfLHS6aB5YHaxEEBVd/pgUdTqzMfVoqrURxvPEALn6CgBAM5LD0nacbFGIGthWjIaLRqTBpLIyuB8FKbq/ZmIouwiDrOCeTc0YVUc2WekOg2ArKtlSio9FP6mlA+8t8XHwsqoVppapEbCtHjNl0C2miFn5ZCzctrjAFegI9BS34iRChAIBAKB6EhoPp5kB7smr0FqD5gwP+r273MqKwRA09cdtjNo65C2R8EJqiPm3Esvp74Ze+yUEAcAuov7he3O/Ybf6G1+V1eDbuVd9+J6O4ZGYC/mIrPIkpTAowvjF/cKX4lhRF39pRe8vFQBat+tdY6uODbtxAy3UeNuuBsk0KlA727/9yxVDVXPiE03FvQ/EkLAQFlH/DZ7bpPpSBeTGda3fxH0DTIkAADDs9UsrLq6Ivq5HVt2Y36vw6tJRAVT013hZroFReJLqFa268YWrrQL+42u2GuYvgkdAIgmzWSjKGCBvZiLzCJKUoIiNsW3LmRDea1/6oLteenpxyArKAx2hUOPTQd2a6R7FR+Powtj5zuGL6NQjXoqd6JAS+1qtBDQXMJnrfWeqp9n2ORrc61COQoKJj1oqopkaoOtJ8nV8VrrRx4anwAAwkcrj3ruFC+BRBv/CzrzRj8M0f7sR3ETOzmaLjxoumAXKzONp4wBYDSf3YOXTL7ur5LAYqgP2Riw2YuCAQDOzzqRfsTddF6AEkm2wrRgNEQtGZMGklBkYnAawmffC7mx4CdmDQ70rnpjw4Zt9KZgAFgn410RJfMWR5us4AFGNRvU88ieLqoYgOijMLSWrvkiyE4z5CfZCpeuAQALoK1v9K1ER6Cl7zH0HmAEAoFAIJpOVOX2HmAEQobUpKbvSNReuEBPjSDI/vN0QFzP5P9MNDGkGATim6TeAQ7Jd0ks79KmvAQCiKTbAx4QpDTsJ0b7bnzoPcBfckqBQCAQCARCJqhiIUgJ3zTBi+s//mci5+A29MJIBEJ+8K0tWBgGAJOszCchdcgNdAQagUAgEIgfGuTSIBAIxNfiA1uZIyXIG/QQLAQCgUAgEAgEAoFAIAcYgUAgEAgEAoFAIBAI5AAjEAgEAoFAIBAIBAKBHGAEAoFAIBAIBAKBQCCQA4xAIBAIRMeBk3Ijn/y7CgBHupAI5158d6OEdHbH1chKjLU0T37C/QJVIxAIBOIHBz0FGoFAIBDf9X0uJ5IWO8MFgJNrJzAbjRTyVUHt7nQhFtOhIU0gEAgEooNAO8AIBAKB+CEQidAOcOvgFfF3vHUi1sayhTgvc//1vkbhNl0P29pf2Z3MFQGApETOvXg7g3M/9T0d4Puve8//dqVwRU1K5ddcWX6+l8lRB8OwbvpRy87WCBp8yX2UGuib+pTNvhQY2ntbBQ8AQFS4J8psYF6JUJIMCAQCgUAgB7j+zs3KOvKzp5Eqg8FQN+07/0QeOlKFQLQ2YkoifRgf0Zl4q6bFa3nPdnupMBhex9/WzUDxmkdhM/t0VWYwVIy85sl6tDWtruK8P6MRhnOSWW1sQvtpqfYmzlXl3b/H2OswGAw9p0l705myd7VYaTvGedsZMKxIo5cAACAASURBVBgMvSkJtZ8hapt/KbWPDswZaG+gzGAwtCz7LTqVx8I/0Wr5a6MNCMxHl7vtCsl3ecXog8Z9K/1cGpcUNP5tQPSw333pnKSkCcG09amTM19OSfhL8fDI+NvVUCspEQC4b1n2/wu6EDvy0g562LiU9Ma/OXbGo+Bknd3pE9MKpiVtJEaszSngN6sco3su7Foenp3HBeBVnT5Y47GwCz1ZcnUIBAKBQCAHGAAAuNnB4xfetPnr4buKt/c2G12eNznsBV9OdbEy/hg59WIZLuOM7S72m+PHaenXjqLjnifvSkpKSkpKXh7yUGrJgSiMWLaP212FXJ/CTFo5fMVDz9DMN28fH/R4sGTkFhnG8DWvTi3wYkkd754e6quoNeAnW4U2NeFzaK32et+hIm7JmG0V/2fvPgOayLowAJ9JQiBIKCKgKKiEXixYUFBB7NgVRNe1YNfP3nvvrmtZe3ddEXDtuq6KumIBGwooCBYEBJUOkRRS5vsBdsAG2N7nl95k7j33zEyYMzOZ9D+RmPb4kE/CPN9pF3NLffsWVHPrv2DbmrZ6vC8J9TMKI2lqumHHRQdv3nsQeWSM4aGh3ivuyEuadblk41MwyXrulzLNk5NTsM8Xv9vd7dsx/JlXw0EN+RxSPTzyOP5h7P8a/llH9GfzAQ+yZNm3U/KLalQRkcDepos9jyHSa2DVUJIU/Fj11nZb3/XQHvOkveFLJ52fuikjT5Zf5JVcYePaXZSxf95WymJi9okthrjxHhUzHAAAAApgIiLKf3LrqWGrPq1qaPMqWLbv5yFMjkzJL6tiO/7c5UQpW9oLfna339/Zip9mpt86hqOhVUhTo5iPA9Xz4zN+p3Hz2xq9eoM07siZbJep41uZ61QwbzlueqOn/jsiJaUTUhHDEXH4hVFq5ITsDNP3HlRP51Om8KWfk8WP/lJO2JaT3B7zBtcz0DJ0GTG/s+Lw1uulfTVa267XiH6dmtpU1PiiUD9j/pVazlgw3KuBVVWTmq79p/czS74Yk8uWMOvyyManyc3NJaKUFBTAJWxfJjNPetj/HbzggpwlVq0i/Q6tLj3sd/thv9sP+ly51XGoNaeoRi4REcsWfpyzapmSGMo/23m9PrNWn1lbuXNC4qmzLs4hwWkaInfbMROqVeKwRX/2Cyr1769xfNOT0C33ub861a7AFjscAAAACmAiIm1Hn6bq83uCEyRKycN/dl/iNetsK/jEsixmTTcXZ2dnZ2fnOjZGQqHDzNsyRco/M7s0rFW7toPI3MZzwtEUpfJJwJiZoeKr0zsNPpCccf2Pfq42ltbWlnbuQ7dFvHWjnyrjv/ldGtSuU9vB1tFzdOBjyRsLJiaV0G3QnbNvLZhffJ/5JAkdblN3XsH1GEnocNv6i2PkJL050cmx58AuHk0bO4rq+C7bOufX9q2a1baq139PfP4HXqX3p0wkuTbawdHb26WGiU33yV0tHKeFS4mI1M8COll3Cii8T1WVeWmFj7OllZ29s5efj4PD+BsSIvZF1PZhHo529va2Dm59117LVr+ZwKeq72NqPyzJ9ckuZpXN7Jr0mn8iUV7UO9RZ5+fOTfZb1tPsrcuOLEsMwxSWoAyjSI2IziqNazPFDPeSMvn4lhvGvfo6Cj5hCqWmiNFfnn97evu+orqrRcELAlFjM/m9qOeKr7diiw/1SztOvXEl3aSRtZApftbfXDaIcnJyKlSogAK4BLxKRq7ujn/8ZrC/76XzmVxRx2r8M9f3RCpYUiftPeVa/2KYmFdUIxGR9G6M/zW5mlSPgm6HGdRoXVPQ4sj/stnR2ezoZ0eqZvybmN24wYKZTj5t9dNOpaTK1aqiK2CuZR+nqv9enHxAq38/A00qdjgAAAAUwAV/Oqt0/m1pw+DejiYGJnUGXGm2fHGbSp84PU27MQevhoeH37y0q38NvTqTdk6urY7asupa/Q1XbkfcjQudxd+3MPAxW63nmoWNhS6Lj25pETO55x8ak89Gx8Xd+Wdo7uIeUy6+LoFVKYfnbKfpZ29F3Ln5VxdpyIVnxi8X3NoufXvx3W5qfHX+Wws+yS+2zyfFXuSWP3lkt/jkxSuXNthfWLhdb8aBMyGXtjlfXrkrVl7yq5L3p6wgIpIlJjTYHp0c6T9nli9zYPN1MZEi4cCmONdRbU04RMTmXpgyYJfpkisxMZEnxwijCmqRvLBZvTcYzA+5Ex1999JS0+19JodIX810a/cq3O9haj8opkKdMdsOHD4ZEnJ4Raf8Hb94zb3+3kVc9sW1pVNvdf5tsDWfeaNZy6qDpzBs+erzKVLp0//WLDmvIGmO9MtPFhQz3CuKxwe33anh94u15sdPofS8O/qbZ7uk2TIS6GoVRM0V6GmRNFv69c6elBDqF60fSeQfA2Yme68aV0urhFl/a9kgoqysLFtb2+TkZPzVL/mQoFofzyWOD0aMfSxv6h6wUCeg7S7bajtaLqHRB5o10yOhexGNRMTT40dOCqxltrPDJsHMgy613zrtwrMf0bD143OuNv7Nm546ZmJhJclKziumCDe3HOyQm2Bbq0sNDlGxwwEAAHyJH+dnkFjxlantJjwZ9O/90Y300i/+9ssvHefVuLyw3qd//y0/wX+g99bqK4OnN9RlyHnOkW2h/wauPRP/8O6l6DxZY9nrwzjZ/eOhWp32tKnGJ6KaXUa2mj3kxH1ZM+eCP/5co8ZdbWcNadoiqE3LVu3GLmxhwaeswiW1S+q2qAWLfyn/edHT0KjarHlNATGMSU3jaoZu1bWIGMNqwvwMqYq4Jb2q3bDo2Pjmnq1E2jxN4jkNGmTcev2FjAY19uzM7LjJTZ8hIpLeO3JZq6u/uzGPyMRjSC+rs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alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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alt=&quot;&quot; /&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;Me on Twitter&quot; href=&quot;https://twitter.com/fourthrealm&quot;&gt;@fourthrealm&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a class=&quot;a2a_dd a2a_target addtoany_share_save&quot; href=&quot;http://www.addtoany.com/share_save#url=http%3A%2F%2Fwww.gefira.pl%2Fblog%2F2013%2F05%2F18%2Fzato-1-0-the-next-generation-esb-and-application-server-open-source-in-python%2F&amp;title=Zato%201.0.%20The%20next%20generation%20ESB%20and%20application%20server.%20Open-source.%20In%20Python.&quot; id=&quot;wpa2a_2&quot;&gt;&lt;img src=&quot;http://www.gefira.pl/blog/wp-content/plugins/add-to-any/share_save_171_16.png&quot; width=&quot;171&quot; height=&quot;16&quot; alt=&quot;Share&quot; /&gt;&lt;/a&gt;&lt;/p&gt;</description>
	<pubDate>Sat, 18 May 2013 22:58:51 +0000</pubDate>
</item>
<item>
	<title>kdev-python: kdev-python 1.5.1 released</title>
	<guid>http://scummos.blogspot.com/2013/05/kdev-python-151-released.html</guid>
	<link>http://scummos.blogspot.com/2013/05/kdev-python-151-released.html</link>
	<description>&lt;i&gt;kdev-python provides Python language support for the KDevelop integrated development environment. For more information, please look at the &lt;a href=&quot;http://scummos.blogspot.de/2012/11/kdev-python-14-stable-released.html&quot;&gt;1.4&lt;/a&gt; and &lt;a href=&quot;http://scummos.blogspot.de/2013/05/kdev-python-15-released.html&quot;&gt;1.5&lt;/a&gt; release announcements, and especially make sure to watch &lt;a href=&quot;https://www.youtube.com/watch?v=WLhigzo00iM&quot;&gt;this short demonstration video&lt;/a&gt;!&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;The 1.5.1 release fixes a few issues with 1.5.0. Especially, it&lt;br /&gt;&lt;ul&gt;&lt;li&gt;fixes a crash bug which could happen when PEP8 checking was enabled&lt;/li&gt;&lt;li&gt;fixes capitalization in the coding line completion&lt;/li&gt;&lt;li&gt;displays the correct plugin version in the About dialog&lt;/li&gt;&lt;/ul&gt;This is a rather minor update and I recommend it to everyone running 1.5.&lt;br /&gt;&lt;br /&gt;There's one thing I forgot to announce in the 1.5 release: &lt;b&gt;PEP8 checking support&lt;/b&gt; (which was actually a good thing, since it was rather crashy until now ;)).&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;a href=&quot;http://4.bp.blogspot.com/-AEj2xMyOjuQ/UZd3OvTLWtI/AAAAAAAAAbo/BqKEo_LI4ek/s1600/pep8.png&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;225&quot; src=&quot;http://4.bp.blogspot.com/-AEj2xMyOjuQ/UZd3OvTLWtI/AAAAAAAAAbo/BqKEo_LI4ek/s400/pep8.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot;&gt;PEP8 checking suppot in kdev-python 1.5.1&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;It will run the PEP8 style checker whenever an open file is modified and display all errors inline (if you have inline error display enabled) and in the Problems toolview.&lt;br /&gt;By default it is disabled though, since it displays a lot of errors for people who don't follow PEP8, so if you want to use it, go to Settings -- Configure KDevelop -- PEP8 style checking (the change will only apply to newly opened or modified files).&lt;br /&gt;&lt;br /&gt;If there's any issues, please make sure to let me know on the &lt;a href=&quot;https://bugs.kde.org/enter_bug.cgi?product=kdev-python&amp;format=guided&quot;&gt;bug tracker&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;The tarball can be found &lt;a href=&quot;http://download.kde.org/stable/kdevelop/kdev-python/1.5.1/src/kdev-python-v1.5.1.tar.bz2.mirrorlist&quot;&gt;here&lt;/a&gt;, sha256 checksum is&amp;nbsp; &lt;span&gt;&lt;span&gt;d9b68bd2dd9361961e264254d2acfebc9ce0ea4b47ea2689d2f01a3ed81f7c47&lt;/span&gt;&lt;/span&gt;</description>
	<pubDate>Sat, 18 May 2013 14:43:11 +0000</pubDate>
</item>
<item>
	<title>Vern Ceder: Another Quick Python Deal</title>
	<guid>http://learnpython.wordpress.com/2013/01/19/another-quick-python-deal/</guid>
	<link>http://learnpython.wordpress.com/2013/01/19/another-quick-python-deal/</link>
	<description>&lt;p&gt;Just a quick note that the Quick Python Book, 2nd edition will be Manning Publications deal of the day Saturday, May 18.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Here&amp;#8217;s the official scoop:&lt;/p&gt;
&lt;p&gt;Deal of the Day : Half off my book &lt;em&gt;The Quick Python Book, Second Edition&lt;/em&gt;. Use code dotd0518au at &lt;a title=&quot;Quick Python Book, 2nd Edition&quot; href=&quot;http://www.manning.com/affiliate/idevaffiliate.php?id=1119_168&quot; target=&quot;_blank&quot;&gt;http://www.manning.com/ceder/&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Also on the same code is &lt;em&gt;Hello! Python&lt;/em&gt; (&lt;a href=&quot;http://www.manning.com/briggs/&quot; rel=&quot;nofollow&quot;&gt;http://www.manning.com/briggs/&lt;/a&gt;) and &lt;em&gt;Extending jQuery&lt;/em&gt; (&lt;a href=&quot;http://www.manning.com/wood/&quot; rel=&quot;nofollow&quot;&gt;http://www.manning.com/wood/&lt;/a&gt;)&lt;/p&gt;
&lt;p&gt;And for anyone in Europe and the Americas, you should know that the deals usually run until past the end of day everywhere in the world. So if you don&amp;#8217;t get it done on Saturday, the code might still work on Sunday morning. Just sayin&amp;#8217;&amp;#8230;&lt;/p&gt;
&lt;br /&gt;Filed under: &lt;a href=&quot;http://learnpython.wordpress.com/category/python/&quot;&gt;Python&lt;/a&gt;  &lt;a rel=&quot;nofollow&quot; href=&quot;http://feeds.wordpress.com/1.0/gocomments/learnpython.wordpress.com/188/&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://feeds.wordpress.com/1.0/comments/learnpython.wordpress.com/188/&quot; /&gt;&lt;/a&gt; &lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://stats.wordpress.com/b.gif?host=learnpython.wordpress.com&amp;blog=1158170&amp;post=188&amp;subd=learnpython&amp;ref=&amp;feed=1&quot; width=&quot;1&quot; height=&quot;1&quot; /&gt;</description>
	<pubDate>Sat, 18 May 2013 13:49:55 +0000</pubDate>
</item>
<item>
	<title>Kay Hayen: Nuitka Release 0.4.3</title>
	<guid>http://nuitka.net/posts/nuitka-release-043.html</guid>
	<link>http://nuitka.net/posts/nuitka-release-043.html</link>
	<description>&lt;p&gt;This is to inform you about the new stable release of &lt;a class=&quot;reference external&quot; href=&quot;http://nuitka.net&quot;&gt;Nuitka&lt;/a&gt;. Please see the page &lt;a class=&quot;reference external&quot; href=&quot;http://nuitka.net/pages/overview.html&quot;&gt;&quot;What is Nuitka?&quot;&lt;/a&gt; for clarification of what it is now and what it wants to be.&lt;/p&gt;
&lt;p&gt;This release expands the reach of Nuitka substantially, as new platforms and
compilers are now supported. A lot of polish has been applied. Under the hood
there is the continued and in-progress effort to implement SSA form in Nuitka.&lt;/p&gt;
&lt;div class=&quot;section&quot; id=&quot;new-features&quot;&gt;
&lt;h2&gt;New Features&lt;/h2&gt;
&lt;ul&gt;&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Support for new compiler: Microsoft Visual C++.&lt;/p&gt;
&lt;p&gt;You can now use Visual Studio 2008 or Visual Studio 2010 for compiling under
Windows.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Support for NetBSD.&lt;/p&gt;
&lt;p&gt;Nuitka works for at least NetBSD 6.0, older versions may or may not work. This
required fixing bugs in the generic &quot;fibers&quot; implementation.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Support for Python3 under Windows too.&lt;/p&gt;
&lt;p&gt;Nuitka uses Scons to build the generated C++ files. Unfortunately it requires
Python2 to execute, which is not readily available to call from Python3. It
now guesses the default installation paths of CPython 2.7 or CPython 2.6 and
it will use it for running Scons instead. You have to install it to&quot;
C:Python26&quot; or &quot;C:Python27&quot; for Nuitka to be able to find it.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Enhanced Python 3.3 compatibility.&lt;/p&gt;
&lt;p&gt;The support the newest version of Python has been extended, improving
compatibility for many minor corner cases.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Added warning when a user compiles a module and executes it immediately when
that references &lt;tt class=&quot;docutils literal&quot;&gt;__name__&lt;/tt&gt;.&lt;/p&gt;
&lt;p&gt;Because very likely the intention was to create an executable. And esp. if
there is code like this:&lt;/p&gt;
&lt;pre class=&quot;code python literal-block&quot;&gt;
&lt;span class=&quot;k&quot;&gt;if&lt;/span&gt; &lt;span class=&quot;n&quot;&gt;__name__&lt;/span&gt; &lt;span class=&quot;o&quot;&gt;==&lt;/span&gt; &lt;span class=&quot;s&quot;&gt;&quot;__main__&quot;&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;:&lt;/span&gt;
   &lt;span class=&quot;n&quot;&gt;main&lt;/span&gt;&lt;span class=&quot;p&quot;&gt;()&lt;/span&gt;
&lt;/pre&gt;
&lt;p&gt;In module mode, Nuitka will optimize it away, and nothing will happen on
execution. This is because the command&lt;/p&gt;
&lt;pre class=&quot;code sh literal-block&quot;&gt;
nuitka --execute module
&lt;/pre&gt;
&lt;p&gt;is behavioral more like&lt;/p&gt;
&lt;blockquote&gt;
&lt;p&gt;python -c &quot;import module&quot;&lt;/p&gt;
&lt;/blockquote&gt;
&lt;p&gt;and that was a trap for new users.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;All Linux architectures are now supported. Due to changes in how evaluation
order is enforced, we don't have to implement for specific architectures
anymore.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;bug-fixes&quot;&gt;
&lt;h2&gt;Bug Fixes&lt;/h2&gt;
&lt;ul&gt;&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Dictionary creation was not fully compatible.&lt;/p&gt;
&lt;p&gt;As revealed by using Nuitka with CPython3.3, the order in which dictionaries
are to be populated needs to be reversed, i.e. CPython adds the last item
first. We didn't observe this before, and it's likely the new dictionary
implementation that finds it.&lt;/p&gt;
&lt;p&gt;Given that hash randomization makes dictionaries item order undetermined
anyway, this is more an issue of testing.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Evaluation order for arguments of calls was not effectively enforced. It is
now done in a standards compliant and therefore fully portable way. The
compilers and platforms so far supported were not affected, but the newly
supported Visual Studio C++ compiler was.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Using a &lt;tt class=&quot;docutils literal&quot;&gt;__future__&lt;/tt&gt; import inside a function was giving an assertion,
instead of the proper syntax error.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Python3: Do not set the attributes &lt;tt class=&quot;docutils literal&quot;&gt;sys.exc_type&lt;/tt&gt;, &lt;tt class=&quot;docutils literal&quot;&gt;sys.exc_value&lt;/tt&gt;,
&lt;tt class=&quot;docutils literal&quot;&gt;sys.exc_traceback&lt;/tt&gt;.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Python3: Annotations of function worked only as long as their definition was
not referring to local variables.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;new-optimization&quot;&gt;
&lt;h2&gt;New Optimization&lt;/h2&gt;
&lt;ul&gt;&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Calls with no positional arguments are now using the faster call methods.&lt;/p&gt;
&lt;p&gt;The generated C++ code was using the &lt;tt class=&quot;docutils literal&quot;&gt;()&lt;/tt&gt; constant at call site, when doing
calls that use no positional arguments, which is of course useless.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;For Windows now uses OS &quot;Fibers&quot; for Nuitka &quot;Fibers&quot;.&lt;/p&gt;
&lt;p&gt;Using threads for fibers was causing only overhead and with this API, MSVC had
less issues too.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;organizational&quot;&gt;
&lt;h2&gt;Organizational&lt;/h2&gt;
&lt;ul class=&quot;simple&quot;&gt;&lt;li&gt;Accepting &lt;a class=&quot;reference external&quot; href=&quot;http://nuitka.net/pages/donations.html&quot;&gt;Donations&lt;/a&gt; via Paypal,
please support funding travels, website, etc.&lt;/li&gt;
&lt;li&gt;The &lt;a class=&quot;reference external&quot; href=&quot;http://nuitka.net/doc/user-manual.html&quot;&gt;User Manual&lt;/a&gt; has been updated
with new content. We now do support Visual Studio, documented the required
LLVM version for clang, Win64 and modules may include modules too, etc. Lots
of information was no longer accurate and has been updated.&lt;/li&gt;
&lt;li&gt;The Changelog has been improved for consistency, wordings, and styles.&lt;/li&gt;
&lt;li&gt;Nuitka is now available on the social code platforms as well&lt;ul&gt;&lt;li&gt;&lt;a class=&quot;reference external&quot; href=&quot;https://bitbucket.org/kayhayen/nuitka&quot;&gt;Bitbucket&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;reference external&quot; href=&quot;https://github.com/kayhayen/Nuitka&quot;&gt;Github&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;reference external&quot; href=&quot;https://gitorious.org/nuitka/nuitka&quot;&gt;Gitorious&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a class=&quot;reference external&quot; href=&quot;https://code.google.com/p/nuitka/&quot;&gt;Google Code&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/li&gt;
&lt;li&gt;Removed &quot;clean-up.sh&quot;, which is practically useless, as tests now clean up
after themselves reasonably, and with &lt;tt class=&quot;docutils literal&quot;&gt;git clean &lt;span class=&quot;pre&quot;&gt;-dfx&lt;/span&gt;&lt;/tt&gt; working better.&lt;/li&gt;
&lt;li&gt;Removed &quot;create-environment.sh&quot; script, which was only setting the &lt;tt class=&quot;docutils literal&quot;&gt;PATH&lt;/tt&gt;
variable, which is not necessary.&lt;/li&gt;
&lt;li&gt;Added &lt;tt class=&quot;docutils literal&quot;&gt;&lt;span class=&quot;pre&quot;&gt;check-with-pylint&lt;/span&gt; &lt;span class=&quot;pre&quot;&gt;--emacs&lt;/span&gt;&lt;/tt&gt; option to make output its work with Emacs
compilation mode, to allow easier fixing of warnings from PyLint.&lt;/li&gt;
&lt;li&gt;Documentation is formatted for 80 columns now, source code will gradually aim
at it too. So far 90 columns were used, and up to 100 tolerated.&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;cleanups&quot;&gt;
&lt;h2&gt;Cleanups&lt;/h2&gt;
&lt;ul&gt;&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Removed useless manifest and resource file creation under Windows.&lt;/p&gt;
&lt;p&gt;Turns out this is no longer needed at all. Either CPython, MinGW, or Windows
improved to no longer need it.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;PyLint massive cleanups and annotations bringing down the number of warnings
by a lot.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Avoid use of strings and built-ins as run time pre-computed constants that are
not needed for specific Python versions, or Nuitka modes.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Do not track needed tuple, list, and dict creation code variants in context,
but e.g. in &lt;tt class=&quot;docutils literal&quot;&gt;nuitka.codegen.TupleCodes&lt;/tt&gt; module instead.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Introduced an &quot;internal&quot; module to host the complex call helper functions,
instead of just adding it to any module that first uses it.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;new-tests&quot;&gt;
&lt;h2&gt;New Tests&lt;/h2&gt;
&lt;ul class=&quot;simple&quot;&gt;&lt;li&gt;Added basic tests for order evaluation, where there currently were None.&lt;/li&gt;
&lt;li&gt;Added support for &quot;2to3&quot; execution under Windows too, so we can run tests for
Python3 installations too.&lt;/li&gt;
&lt;/ul&gt;&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;summary&quot;&gt;
&lt;h2&gt;Summary&lt;/h2&gt;
&lt;p&gt;The release is clearly major step ahead. The new platform support triggered a
whole range of improvements, and means this is truly complete now.&lt;/p&gt;
&lt;p&gt;Also there is very much polish in this release, reducing the number of warnings,
updated documentation, the only thing really missing is visible progress with
optimization.&lt;/p&gt;
&lt;/div&gt;</description>
	<pubDate>Sat, 18 May 2013 10:17:00 +0000</pubDate>
</item>
<item>
	<title>Vasudev Ram: Python's inspect module is powerful</title>
	<guid>http://jugad2.blogspot.com/2013/05/python-inspect-module-is-powerful.html</guid>
	<link>http://jugad2.blogspot.com/2013/05/python-inspect-module-is-powerful.html</link>
	<description>&lt;p&gt;&lt;a href=&quot;http://docs.python.org/2/library/inspect.html&quot;&gt;27.13. inspect &amp;#8212; Inspect live objects &amp;#8212; Python v2.7.5 documentation&lt;/a&gt;&lt;/p&gt;&lt;p&gt;The inspect module comes as part of the standard library of Python. It allows you to inspect live objects at run time by using its methods.&lt;/p&gt;&lt;p&gt;Here is an example:&lt;/p&gt;&lt;p&gt;import inspect&lt;br /&gt;class Bar( object):&lt;br /&gt;&amp;#160;&amp;#160;&amp;#160; def foo( self ):&lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160; print &quot;in Bar.foo 4&quot;&lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160; self .a = 1&lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160; self .di = { 'b' : 2, 'c' : 3 }&lt;br /&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160; self .li = [&amp;#160; 4, 5, 6 ]&lt;/p&gt;&lt;p&gt;bar = Bar()&lt;br /&gt;bar.foo()&lt;br /&gt;for member in inspect.getmembers(bar):&lt;br /&gt;&amp;#160;&amp;#160;&amp;#160; print member&lt;/p&gt;&lt;p&gt;Running the above code gives this as (partial) output:&lt;/p&gt;&lt;p&gt;in Bar.foo 4&lt;/p&gt;&lt;p&gt;('__dict__', {'a': 1, 'li': [4, 5, 6], 'di': {'c': 3, 'b': 2}})&lt;br /&gt;('__doc__', None)&lt;br /&gt;('a', 1)&lt;br /&gt;('di', {'c': 3, 'b': 2})&lt;br /&gt;('foo', bound method Bar.foo of __main__.Bar object at 0x4035bfac)&lt;br /&gt;('li', [4, 5, 6])&lt;/p&gt;&lt;p&gt;This shows both the bound methods and the member variables of the instance bar.&lt;/p&gt;&lt;p&gt;The inspect module can do a lot of other things too. Check the docs for it, linked at the top of this post.&lt;/p&gt;&lt;p&gt;You can also modify and run the above code snippet at this codepad.org URL:&lt;/p&gt;&lt;p&gt;http://codepad.org/dMLmkhQ6&lt;/p&gt;&lt;p&gt;It may not last there for too long, though, since they probably delete pastes to make room for new ones.&lt;/p&gt;&lt;p&gt;- Vasudev Ram&lt;br /&gt;dancingbison.com&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;&lt;a href=&quot;http://www.dancingbison.com&quot;&gt;Vasudev Ram&lt;/a&gt;
&lt;br /&gt;&lt;/div&gt;</description>
	<pubDate>Fri, 17 May 2013 19:44:22 +0000</pubDate>
</item>
<item>
	<title>Joe Abbate: Pyrseas contributions solicited</title>
	<guid>http://pyrseas.wordpress.com/2013/05/17/pyrseas-contributions-solicited/</guid>
	<link>http://pyrseas.wordpress.com/2013/05/17/pyrseas-contributions-solicited/</link>
	<description>&lt;p&gt;Do you use &lt;a href=&quot;http://www.postgresql.org/&quot;&gt;PostgreSQL&lt;/a&gt; and truly believe it&amp;#8217;s &amp;#8220;the world&amp;#8217;s most advanced open source database&amp;#8221; and that its upcoming 9.3 release will make it even more awesome?&lt;/p&gt;
&lt;p&gt;Do you also use &lt;a href=&quot;http://www.python.org/&quot;&gt;Python&lt;/a&gt; and believe it&amp;#8217;s &amp;#8220;an easy to learn, powerful programming language&amp;#8221; with &amp;#8220;elegant syntax&amp;#8221; that makes it an ideal language for developing applications and tools around PostgreSQL, such as Pyrseas?&lt;/p&gt;
&lt;p&gt;Then we could use your help. For starters, we want to add support for the &lt;a href=&quot;https://github.com/jmafc/Pyrseas/issues/55&quot;&gt;MATERIALIZED VIEWs&lt;/a&gt; and &lt;a href=&quot;https://github.com/jmafc/Pyrseas/issues/56&quot;&gt;EVENT TRIGGERs&lt;/a&gt; coming up in PG 9.3.&lt;/p&gt;
&lt;p&gt;We have also been requested to add the capability to load and maintain &amp;#8220;static data&amp;#8221; (relatively small, unchanging tables) as part of &lt;a href=&quot;http://pyrseas.readthedocs.org/en/latest/yamltodb.html&quot;&gt;yamltodb&lt;/a&gt;, so that it can be integrated more easily into database version control workflows.&lt;/p&gt;
&lt;p&gt;And for the next release, Pyrseas 0.7, we&amp;#8217;d like to include the first version of the &lt;a href=&quot;https://github.com/jmafc/Pyrseas/issues/17&quot;&gt;database augmentation tool&lt;/a&gt; which will support declarative implementation of business logic in the database&amp;#8211;starting off with audit trail columns. Some work has been done on this already, but it needs integration with the current code and tests.&lt;/p&gt;
&lt;p&gt;Or perhaps coding is not your forte, but you&amp;#8217;re really good at explaining and documenting technical &amp;#8220;stuff&amp;#8221;. Then you could give us a hand with revamping the &lt;a href=&quot;http://pyrseas.readthedocs.org/en/latest/&quot;&gt;docs&lt;/a&gt;, maybe writing a tutorial so that users have a smooth ride using our tools.&lt;/p&gt;
&lt;p&gt;Or maybe you have your own ideas as to how improve the PostgreSQL version control experience. We&amp;#8217;d love to hear those too.&lt;/p&gt;
&lt;p&gt;If you&amp;#8217;d like to help, you can &lt;a href=&quot;https://github.com/jmafc/Pyrseas&quot;&gt;fork the code on GitHub&lt;/a&gt;, join the &lt;a href=&quot;http://lists.pgfoundry.org/mailman/listinfo/pyrseas-general&quot;&gt;mailing list&lt;/a&gt; and introduce yourself, or leave a comment below.&lt;/p&gt;
&lt;br /&gt;Filed under: &lt;a href=&quot;http://pyrseas.wordpress.com/category/postgresql-2/&quot;&gt;PostgreSQL&lt;/a&gt;, &lt;a href=&quot;http://pyrseas.wordpress.com/category/python/&quot;&gt;Python&lt;/a&gt;, &lt;a href=&quot;http://pyrseas.wordpress.com/category/version-control/&quot;&gt;Version control&lt;/a&gt;  &lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://stats.wordpress.com/b.gif?host=pyrseas.wordpress.com&amp;blog=19437126&amp;post=2019&amp;subd=pyrseas&amp;ref=&amp;feed=1&quot; width=&quot;1&quot; height=&quot;1&quot; /&gt;</description>
	<pubDate>Fri, 17 May 2013 18:48:31 +0000</pubDate>
</item>
<item>
	<title>Montreal Python User Group: PyCon 2014 Call For Launch Day Sponsors</title>
	<guid>http://montrealpython.org/2013/05/pycon-day-sponsors/</guid>
	<link>http://montrealpython.org/2013/05/pycon-day-sponsors/</link>
	<description>&lt;p&gt;It&amp;#8217;s that time again! Planning for PyCon 2014 is well underway, and we&amp;#8217;re currently preparing for the launch of our new site. With the launch comes a unique opportunity: Is your organization interested in being a launch day sponsor?&lt;/p&gt;
&lt;p&gt;PyCon 2013 &lt;a href=&quot;https://us.pycon.org/2013/about/press/20120709_launch_release/&quot;&gt;launched&lt;/a&gt; on July 9, 2012 with 21 sponsors pledging support, leading the charge that drew over 150 organizations to pitch in to the biggest and best Python conference yet. We&amp;#8217;re planning a similar go-live date for the 2014 site, and we&amp;#8217;re building up our cadre of supporters for the April 9-17 conference taking place in Montreal, Quebec, Canada.&lt;/p&gt;
&lt;p&gt;Your organization&amp;#8217;s support enables PyCon to do the awesome things. 2013 introduced a number of new events suggested by the community, so we&amp;#8217;d like to keep doing those things and more. For example, the inaugural &lt;a href=&quot;http://pycon.blogspot.com/2013/03/how-kids-stole-show-young-coders.html&quot;&gt;Young Coders tutorial&lt;/a&gt; was such a hit that there are already plans around the world for user groups to replicate it, and we&amp;#8217;re looking forward to doing a PyCon 2014 rendition. Programs like Financial Aid, which saw its budget increased and then quickly doubled to reach $100,000 USD, are greatly enhanced by the giving of sponsors.&lt;/p&gt;
&lt;p&gt;Along with benefiting the community, sponsorship of PyCon brings many benefits to its supporters. We hear it year after year that there is no better place to hire Python developers than at PyCon. We offer sponsors a place on our site to promote available positions, and we run a job fair on-site that has been a huge success. The Expo Hall is a great place to market your latest projects and to network with 2,000 eager Python developers. The value is unparalleled in the conference scene, especially after considering our flexibility to work with each and every organization. We even offer a 50% discount to organizations under 25 people. See &lt;a href=&quot;https://us.pycon.org/2013/sponsors/whysponsor/&quot;&gt;https://us.pycon.org/2013/sponsors/whysponsor/&lt;/a&gt; for more thoughts.&lt;/p&gt;
&lt;p&gt;While we&amp;#8217;re still finalizing the sponsorship prospectus, it will be very similar to the one we used in 2013 at &lt;a href=&quot;https://us.pycon.org/2013/sponsors/prospectus/&quot;&gt;https://us.pycon.org/2013/sponsors/prospectus/&lt;/a&gt;. We&amp;#8217;ll share the details as soon as we complete them, and any questions can be forwarded to our Sponsorship Chair, &lt;a href=&quot;mailto:jnoller@gmail.comjnoller@gmail.com&quot;&gt;Jesse Noller&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;For 2014, PyCon will have a maximum capacity of 2,000 attendees. We&amp;#8217;ve sold out the last two conferences and we&amp;#8217;re expecting a third, so mark your calendars for April 9-17, 2014. Other dates to remember are our Call for Proposals in July, and we&amp;#8217;re looking forward to opening registration in September. We&amp;#8217;re planning for the conference schedule to be laid out in December, just in time for the holidays.&lt;/p&gt;
&lt;p&gt;If you don&amp;#8217;t have a passport, don&amp;#8217;t forget that entering Canada requires one. US residents should see &lt;a href=&quot;http://travel.state.gov/passport/&quot;&gt;http://travel.state.gov/passport/&lt;/a&gt; for details.&lt;/p&gt;</description>
	<pubDate>Fri, 17 May 2013 14:32:32 +0000</pubDate>
</item>
<item>
	<title>PyCon: PyCon 2014 Begins! Call For Launch Day Sponsors</title>
	<guid>http://pycon.blogspot.com/2013/05/pycon-2014-begins-call-for-launch-day.html</guid>
	<link>http://pycon.blogspot.com/2013/05/pycon-2014-begins-call-for-launch-day.html</link>
	<description>&lt;span&gt;&lt;i&gt;French translation:&amp;nbsp;&lt;a href=&quot;http://montrealpython.org/fr/2013/05/pycon-day-sponsors/&quot;&gt;http://montrealpython.org/fr/2013/05/pycon-day-sponsors/&lt;/a&gt;&lt;/i&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;pre&gt;&lt;span&gt;It's that time again! Planning for PyCon 2014 is well underway, and we're currently preparing for the launch of our new site. With the launch comes a unique opportunity: Is your organization interested in being a launch day sponsor?&lt;br /&gt;&lt;br /&gt;PyCon 2013 &lt;a href=&quot;https://us.pycon.org/2013/about/press/20120709_launch_release/&quot;&gt;launched&lt;/a&gt; on July 9, 2012 with 21 sponsors pledging support, leading the charge that drew over 150 organizations to pitch in to the biggest and best Python conference yet. We're planning a similar go-live date for the 2014 site, and we're building up our cadre of supporters for the April 9-17 conference taking place in Montreal, Quebec, Canada.&lt;br /&gt;&lt;br /&gt;Your organization's support enables PyCon to do the awesome things that it does. 2013 introduced a number of new events that we've heard great feedback on, so we'd like to keep doing those things and more. For example, the inaugural &lt;a href=&quot;http://pycon.blogspot.com/2013/03/how-kids-stole-show-young-coders.html&quot;&gt;Young Coders tutorial&lt;/a&gt; was such a hit that there are already plans around the world for user groups to replicate it, and we're looking forward to doing a PyCon 2014 rendition. Programs like Financial Aid, which saw its budget increased and then quickly doubled to reach $100,000 USD, are greatly enhanced by the giving of sponsors.&lt;br /&gt;&lt;br /&gt;Along with benefiting the community, sponsorship of PyCon brings many benefits to its supporters. We hear it year after year that there is no better place to hire Python developers than at PyCon. We offer sponsors a place on our site to promote their open positions, and we run a job fair on-site that has been a huge success. The Expo Hall is a great place to market your latest projects and to network with 2,000 eager Python developers. The value is unparalleled in the conference scene, especially after considering our flexibility to work with each and every organization. We even offer a 50% discount to organizations under 25 people. See &lt;a href=&quot;https://us.pycon.org/2013/sponsors/whysponsor/&quot;&gt;https://us.pycon.org/2013/sponsors/whysponsor/&lt;/a&gt; for more thoughts.&lt;br /&gt;&lt;br /&gt;While we're still finalizing the sponsorship prospectus, it will be very similar to the one we used in 2013 at https://us.pycon.org/2013/sponsors/prospectus/. We'll share the details as soon as we complete them, and any questions can be forwarded to our Sponsorship Chair, &lt;a href=&quot;mailto:jnoller@gmail.com&quot;&gt;Jesse Noller&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;For 2014, PyCon will have a maximum capacity of 2,000 attendees. We've sold out the last two conferences and we're expecting a third, so mark your calendars for April 9-17, 2014. Other dates to remember are our Call for Proposals in July, and we're looking forward to opening registration in September. We're planning for the conference schedule to be laid out in December, just in time for the holidays.&lt;br /&gt;&lt;br /&gt;If you don't have a passport, don't forget that Canada requires one. US residents should see &lt;a href=&quot;http://travel.state.gov/passport/&quot;&gt;http://travel.state.gov/passport/&lt;/a&gt; for details.&lt;/span&gt;&lt;/pre&gt;</description>
	<pubDate>Fri, 17 May 2013 11:34:54 +0000</pubDate>
</item>
<item>
	<title>Reinout van Rees: Principle philosophy - Swift</title>
	<guid>http://reinout.vanrees.org/weblog/2013/05/17/priniciple-philosophy.html</guid>
	<link>http://reinout.vanrees.org/weblog/2013/05/17/priniciple-philosophy.html</link>
	<description>&lt;div class=&quot;document&quot;&gt;
&lt;p&gt;Principle philosophy: a way to discuss our rules and beliefs that govern our
actions. He tells it from his personal experience.&lt;/p&gt;
&lt;p&gt;His parents wanted to raise him as a good person. So they thought him good
principles (like don't be a quitter, don't steal, etc). This is quite
black/white though. We are all more gray/gray.&lt;/p&gt;
&lt;p&gt;What about the question &amp;quot;how can I be a good programmer&amp;quot;? Programmers use
logic, which sounds black/white again: write tests, don't repeat
yourself. Sigh.&lt;/p&gt;
&lt;p&gt;Talking about things like this is impossible without &lt;a class=&quot;reference external&quot; href=&quot;https://en.wikipedia.org/wiki/Immanuel_Kant&quot;&gt;Immanuel Kant&lt;/a&gt;. He differentiates between
reason and instinct. If &amp;quot;be happy&amp;quot; were our life goal, we'd just follow our
instincts. So what is reason for, then, apart for doing good? Reason has to do
with moral. There are three ways of looking at &amp;quot;doing good&amp;quot;:&lt;/p&gt;
&lt;ul class=&quot;simple&quot;&gt;
&lt;li&gt;Duty. Good things can come from duty. Duty can also lead to non-good things,
though. Hm, so this is not it.&lt;/li&gt;
&lt;li&gt;Make a difference between the goal and the outcome. The outcome might be bad
even though the goal could be worthy.&lt;/li&gt;
&lt;li&gt;Universal lawfullness. Only do something if you know that everybody thinks
it is a good idea.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Does this help with a question like &amp;quot;is testing good&amp;quot;?&lt;/p&gt;
&lt;p&gt;Gandhi said that a man is the sum of his actions.&lt;/p&gt;
&lt;p&gt;In a sense we are the sum of our experiences. So increase the amount of
experience that you have. Either have the experiences yourself, or share them
&lt;strong&gt;like on this conference&lt;/strong&gt;. Everything looks different from the trenches:
learn from eachother.&lt;/p&gt;
&lt;p&gt;Some lessons he learned from a &lt;em&gt;little baseball league&lt;/em&gt; experience (where he
sucked) as a kid:&lt;/p&gt;
&lt;ul class=&quot;simple&quot;&gt;
&lt;li&gt;Swing for the fences. Aim for a home run. It allows you take great risks
(because you have great goals). It motivates you.&lt;/li&gt;
&lt;li&gt;Set reasonable goals, too. Incremental intermediate goals. Those
intermediate goals help you progress.&lt;/li&gt;
&lt;li&gt;You suck... and that's totally OK. You're not good at everything. It gives
you a different perspective. And you &lt;em&gt;can&lt;/em&gt; still give it your best. Also to
that almost-unused old project that you get a bug report for.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;strong&gt;Some take-aways&lt;/strong&gt;:&lt;/p&gt;
&lt;ul class=&quot;simple&quot;&gt;
&lt;li&gt;Build a strong foundation of principles.&lt;/li&gt;
&lt;li&gt;One size doesn't fit all&lt;/li&gt;
&lt;li&gt;Learn from your experiences and share them.&lt;/li&gt;
&lt;li&gt;Build a great network.&lt;/li&gt;
&lt;li&gt;Ask all the right questions.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;</description>
	<pubDate>Fri, 17 May 2013 09:23:00 +0000</pubDate>
</item>
<item>
	<title>PyPy Development: PyPy 2.0.1 - Bohr Smørrebrød</title>
	<guid>http://feedproxy.google.com/~r/PyPyStatusBlog/~3/q2ijxAdBLcQ/pypy-201-bohr-smrrebrd.html</guid>
	<link>http://feedproxy.google.com/~r/PyPyStatusBlog/~3/q2ijxAdBLcQ/pypy-201-bohr-smrrebrd.html</link>
	<description>&lt;p&gt;We're pleased to announce PyPy 2.0.1.  This is a stable bugfix release
over &lt;a class=&quot;reference external&quot; href=&quot;http://morepypy.blogspot.ch/2013/05/pypy-20-einstein-sandwich.html&quot;&gt;2.0&lt;/a&gt;.  You can download it here:&lt;/p&gt;
&lt;blockquote&gt;
&lt;a class=&quot;reference external&quot; href=&quot;http://pypy.org/download.html&quot;&gt;http://pypy.org/download.html&lt;/a&gt;&lt;/blockquote&gt;
&lt;p&gt;The fixes are mainly about fatal errors or crashes in our stdlib.  See
below for more details.&lt;/p&gt;
&lt;div class=&quot;section&quot; id=&quot;what-is-pypy&quot;&gt;
&lt;h1&gt;What is PyPy?&lt;/h1&gt;
&lt;p&gt;PyPy is a very compliant Python interpreter, almost a drop-in replacement for
CPython 2.7. It's fast (&lt;a class=&quot;reference external&quot; href=&quot;http://speed.pypy.org&quot;&gt;pypy 2.0 and cpython 2.7.3&lt;/a&gt; performance comparison)
due to its integrated tracing JIT compiler.&lt;/p&gt;
&lt;p&gt;This release supports x86 machines running Linux 32/64, Mac OS X 64 or
Windows 32.  Support for ARM is progressing but not bug-free yet.&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;highlights&quot;&gt;
&lt;h1&gt;Highlights&lt;/h1&gt;
&lt;ul class=&quot;simple&quot;&gt;
&lt;li&gt;fix an occasional crash in the JIT that ends in &lt;a class=&quot;reference external&quot; href=&quot;https://bugs.pypy.org/issue1482&quot;&gt;RPython Fatal error:
NotImplementedError&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;&lt;cite&gt;id(x)&lt;/cite&gt; is now always a positive number (except on int/float/long/complex).
This fixes an issue in &lt;tt class=&quot;docutils literal&quot;&gt;_sqlite.py&lt;/tt&gt; (mostly for 32-bit Linux).&lt;/li&gt;
&lt;li&gt;fix crashes of callback-from-C-functions (with cffi) when used together
with Stackless features, on asmgcc (i.e. Linux only).  Now &lt;a class=&quot;reference external&quot; href=&quot;http://mail.python.org/pipermail/pypy-dev/2013-May/011362.html&quot;&gt;gevent should
work better&lt;/a&gt;.&lt;/li&gt;
&lt;li&gt;work around an eventlet issue with &lt;a class=&quot;reference external&quot; href=&quot;https://bugs.pypy.org/issue1468&quot;&gt;socket._decref_socketios()&lt;/a&gt;.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Cheers,
arigo et. al. for the PyPy team&lt;/p&gt;
&lt;/div&gt;&lt;img src=&quot;http://feeds.feedburner.com/~r/PyPyStatusBlog/~4/q2ijxAdBLcQ&quot; height=&quot;1&quot; width=&quot;1&quot; /&gt;</description>
	<pubDate>Thu, 16 May 2013 20:10:08 +0000</pubDate>
</item>
<item>
	<title>Reinout van Rees: The web of stuff - Zack Voase</title>
	<guid>http://reinout.vanrees.org/weblog/2013/05/16/web-of-stuff.html</guid>
	<link>http://reinout.vanrees.org/weblog/2013/05/16/web-of-stuff.html</link>
	<description>&lt;div class=&quot;document&quot;&gt;
&lt;p&gt;A plane flew over (noisily) at the start of his presentation. He put our work
in perspective by saying that that was a 80 ton plane and that we're just
building websites :-)&lt;/p&gt;
&lt;div class=&quot;section&quot; id=&quot;possibilities&quot;&gt;
&lt;h1&gt;Possibilities&lt;/h1&gt;
&lt;p&gt;Computers used to take up whole rooms, now you have a smartphone. Big data is
&lt;em&gt;really big&lt;/em&gt; data now. Moore's lawworks both ways, though, so you have really small
computers now. An arduino for instance.&lt;/p&gt;
&lt;p&gt;He often makes comparison to the human body. All over our body, sensors give
off signals that go into the central nervous system. The brain processes it
and gives signals back to muscles if necessary. Sensing, feedback,
understanding, reaction.&lt;/p&gt;
&lt;p&gt;Stuff can talk to the cloud. Like a sensor in your body talks to your mind,
stuff can treat the cloud as a brain. The cloud is what allows small tools to
be smart.&lt;/p&gt;
&lt;p&gt;Stuff &lt;em&gt;does&lt;/em&gt; often need a human to interact with it. Like a
smartphone. There's all sorts of people thinking about how to &amp;quot;liberate the
computers from their human overlords&amp;quot;. Why cannot computers sense and act on
their own account?&lt;/p&gt;
&lt;p&gt;So how do you bridge the gap betwen &lt;strong&gt;sensing&lt;/strong&gt; and &lt;strong&gt;acting&lt;/strong&gt; of stuff? How
do you use Django for it? There's a lot available online about sensing and
about acting, but not the communication in between.&lt;/p&gt;
&lt;p&gt;The communication medium itself is a bit of a problem. You don't want to have
a telephone data contract for every single small piece of stuff. A physical
connection isn't always handy either.&lt;/p&gt;
&lt;p&gt;His preferred communication medium is &lt;a class=&quot;reference external&quot; href=&quot;http://www.twilio.com/&quot;&gt;Twilio&lt;/a&gt; for
sending SMSs. The stuff has low memory, so the message length limit is fine.&lt;/p&gt;
&lt;p&gt;He showed a demo with a card reader that read his London transport card and
sended an SMS to his Django site. The card reader was a combination between an
arduino, a 'shield' sms sender and an RFID reader. The django app then submits
it to foursquare. (The last part didn't work, probably due to a local
foursquare problem, but the django app &lt;em&gt;did&lt;/em&gt; have all the data he send from
his card reader). Nice.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;SUCCESS&lt;/strong&gt;: after the lightning talks he did it again and now it worked!&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;personal-development&quot;&gt;
&lt;h1&gt;Personal development&lt;/h1&gt;
&lt;p&gt;He had never done any hardware work until four months ago. No compiling for
arduino. It sounded a bit scary to him.&lt;/p&gt;
&lt;p&gt;It is normal, if you start as a beginner, you're slowly getting better if you
keep at something. Then you automatically learn more and thus learn that
there's a lot you don't know. That's the dip in the middle. Those are the
people we need to keep on board so that they push through to the expert stage.&lt;/p&gt;
&lt;p&gt;When you're in the middle, you &lt;em&gt;know&lt;/em&gt; how bad you are (or how good you aren't
yet). That's the risky phase were people quit.&lt;/p&gt;
&lt;p&gt;Likewise documentation. Tutorials are useful for beginners. Reference material
is useful for experts. There's not a lot in the middle and you're bound to be
a bit frustrated in that stage.&lt;/p&gt;
&lt;p&gt;So if you're going to start experimenting with electronics, you're bound to
hit a wall, for instance when calculating complex electronic schemas. Push on
anyway: the first time you make a phone call with your own device is &lt;strong&gt;totally
worth it&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Two books he recommends to get you started:&lt;/p&gt;
&lt;ul class=&quot;simple&quot;&gt;
&lt;li&gt;Getting started with Arduino.&lt;/li&gt;
&lt;li&gt;The art of electronics.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
	<pubDate>Thu, 16 May 2013 15:47:00 +0000</pubDate>
</item>
<item>
	<title>Reinout van Rees: Growing open source seeds - Kenneth Reitz</title>
	<guid>http://reinout.vanrees.org/weblog/2013/05/16/planting-open-source-seeds.html</guid>
	<link>http://reinout.vanrees.org/weblog/2013/05/16/planting-open-source-seeds.html</link>
	<description>&lt;div class=&quot;document&quot;&gt;
&lt;p&gt;He shows us three kinds of (more or less) open source projects.&lt;/p&gt;
&lt;div class=&quot;section&quot; id=&quot;type-1-public-source&quot;&gt;
&lt;h1&gt;Type 1: public source&lt;/h1&gt;
&lt;p&gt;Once upon a time there was an &amp;quot;open source project&amp;quot; called the &lt;em&gt;facebook
SDK&lt;/em&gt;. Basically it just stopped working one day and nobody could help, despite
offers for help on the issue tracker. Hacker news got wind of it and it was on
the front page for a while. Facebook's reaction? Disabling the issue
tracker... (Later on they fixed it).&lt;/p&gt;
&lt;p&gt;That's not open source, that's &lt;strong&gt;public source&lt;/strong&gt;. Often it is abandoned due to
loack of interest, change of focus or so. The motivation for having it as open
source simply is not clear.&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;type-2-shared-investment&quot;&gt;
&lt;h1&gt;Type 2: shared investment&lt;/h1&gt;
&lt;p&gt;A different example: &lt;a class=&quot;reference external&quot; href=&quot;https://www.gittip.com/&quot;&gt;gittip&lt;/a&gt;. They aim to be the
world's first open company. There's a github issue for everything, even the
company name. Major decisions are voted for on github. The code is open
source, of course. All interviews with journalists are filmed and
live-streamed. And all otherwise-often-backdoor-cooperation-agreements are
fully open.&lt;/p&gt;
&lt;p&gt;Projects like gittip are &lt;strong&gt;shared investment&lt;/strong&gt; projects. Shared ownership,
extreme transparency. There is very little questioning of motivations. The
motivation is clear and public. There's a documented process for new
contributers. The advantage? It is low risk. There's a high bus
factor.&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;type-3-dictatorship-project&quot;&gt;
&lt;h1&gt;Type 3: dictatorship project&lt;/h1&gt;
&lt;p&gt;Kenneth is the author of &lt;a class=&quot;reference external&quot; href=&quot;https://pypi.python.org/pypi/requests&quot;&gt;requests&lt;/a&gt;. An open source project, very
succesful. But all the decisions are made by Kenneth.&lt;/p&gt;
&lt;p&gt;That's really more of an &lt;strong&gt;dictatorship project&lt;/strong&gt;. A totalitarian BDFL that
owns everything. The dictator is responsible for all decisions. Requests'
values lie in its extreme opinions. If he'd involve more people, the value
would be dilluted. There are drawbacks. A low bus factor. High risk of
burnout: Kenneth is the single point of failure.&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&quot;section&quot; id=&quot;lessons-learned&quot;&gt;
&lt;h1&gt;Lessons learned&lt;/h1&gt;
&lt;ul&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;&lt;strong&gt;Be cordial or be on your way&lt;/strong&gt;. As a user, you need to keep all your
interactions with the maintainer as respectful as possible. The maintainer
put a lot of work in it and they don't owe you any of their time.&lt;/p&gt;
&lt;p&gt;As a maintainer, you also must be cordial. Be thankful to all
contributions. Feedback is the liveblood of your project, even the
negative. You'll need to ignore non-constructive comments. Be careful with
the words you choose, sometimes contributors take what you say VERY
personally. You might have to educate your users. And: a bit of kindness
goes a long way.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;&lt;strong&gt;Sustainability&lt;/strong&gt; is almost the biggest challenge. Don't burn out. Try to
get others to help.&lt;/p&gt;
&lt;p&gt;He quotes Wes Beary: &amp;quot;open source provides a unique opportunity for the
trifecta of purpose, mastery and autonomy&amp;quot;. Pay equal attention to all of
these three. Learn to do less, focus more on your purpose, for instance.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;&lt;strong&gt;Learn to say no&lt;/strong&gt;. People ask for crazy features. Or they submit quite
sane pull requests that, if you allow them all in, makes your project slow
and unfocused. &lt;strong&gt;Kenneth wants as few lines of codes in his
project&lt;/strong&gt;. Negative diffs are the best diffs!&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Open source makes the world a better place. Don't make it complicated!&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
	<pubDate>Thu, 16 May 2013 12:02:00 +0000</pubDate>
</item>
<item>
	<title>Tryton News: Last maintenance releases for series 1.8</title>
	<guid>http://www.tryton.org/posts/last-maintenance-releases-for-series-18.html</guid>
	<link>http://www.tryton.org/posts/last-maintenance-releases-for-series-18.html</link>
	<pubDate>Thu, 16 May 2013 12:00:00 +0000</pubDate>
</item>
<item>
	<title>Reinout van Rees: Advanced Python through Django: metaclasses - Peter Inglesby</title>
	<guid>http://reinout.vanrees.org/weblog/2013/05/16/advanced-python-metaclasses.html</guid>
	<link>http://reinout.vanrees.org/weblog/2013/05/16/advanced-python-metaclasses.html</link>
	<description>&lt;div class=&quot;document&quot;&gt;
&lt;p&gt;Metaclasses are a handy feature of Python and Django makes good use of them.&lt;/p&gt;
&lt;p&gt;When you create certain kinds of classes in Django, a metaclass will do
something to the class before it is created. For forms, the various attributes of the
class are converted into a &lt;tt class=&quot;docutils literal&quot;&gt;base_fields&lt;/tt&gt; dictionary on the class.&lt;/p&gt;
&lt;p&gt;Similarly, a subclass of &lt;tt class=&quot;docutils literal&quot;&gt;Model&lt;/tt&gt; also fires up a metaclass that does some
registering. A foreignkey to another model adds a relation back on that other
model, for instance.&lt;/p&gt;
&lt;p&gt;As a recap, a class is something that can be instantiated into an object. It
can have an &lt;tt class=&quot;docutils literal&quot;&gt;__init__()&lt;/tt&gt; method that does something upon
instantiation. &lt;tt class=&quot;docutils literal&quot;&gt;type(your_instance)&lt;/tt&gt; will return the class.&lt;/p&gt;
&lt;p&gt;Did you know that you can create classes dynamically? See for yourself:&lt;/p&gt;
&lt;pre class=&quot;literal-block&quot;&gt;
&amp;gt;&amp;gt;&amp;gt; name = 'ExampleClass'
&amp;gt;&amp;gt;&amp;gt; bases = (object,)
&amp;gt;&amp;gt;&amp;gt; attrs = {'__init__': lambda self: print('Hello from __init__')}
&amp;gt;&amp;gt;&amp;gt; ExampleClass = type(name, bases, attrs)
&amp;gt;&amp;gt;&amp;gt; example = ExampleClass()
Hello From __init__
&amp;gt;&amp;gt;&amp;gt; type(example)
&amp;lt;class '__console__.ExampleClass'&amp;gt;
&lt;/pre&gt;
&lt;p&gt;So... we can actually control how classes are created! You could create a
&lt;tt class=&quot;docutils literal&quot;&gt;create_class()&lt;/tt&gt; method that calls type but that modifies, for instance, the name.
Or we could take all the attributes and add them to a &lt;tt class=&quot;docutils literal&quot;&gt;base_fields&lt;/tt&gt;
dictionary on the instance. Hey, that's what we saw in the first Django form example!&lt;/p&gt;
&lt;p&gt;Now, what is &lt;tt class=&quot;docutils literal&quot;&gt;type&lt;/tt&gt; exactly? It is a class that creates classes.&lt;/p&gt;
&lt;p&gt;This also means we can subclass it! The most useful thing to override in our
subclass is the &lt;tt class=&quot;docutils literal&quot;&gt;__new__()&lt;/tt&gt; method. The &lt;tt class=&quot;docutils literal&quot;&gt;__init__()&lt;/tt&gt; method creates
instances from the class, the &lt;tt class=&quot;docutils literal&quot;&gt;__new__()&lt;/tt&gt; creates classes. So again we can
modify the name and/or the attributes.&lt;/p&gt;
&lt;p&gt;How do you use it in practice? Normally you'd set a &lt;tt class=&quot;docutils literal&quot;&gt;__metaclass__&lt;/tt&gt;
attribute on a class. This tells python to use that metaclass for creating the
class. The same for subclasses. This is how our Django form classes use the
metaclass specified in Django's base &lt;tt class=&quot;docutils literal&quot;&gt;Form&lt;/tt&gt; class.&lt;/p&gt;
&lt;p&gt;Django uses metaclasses in five places: admin media, models, forms,
formfields, form widgets. Grep for &lt;tt class=&quot;docutils literal&quot;&gt;metaclass&lt;/tt&gt; in your local django
source code once to get a better feel for how Django uses it.&lt;/p&gt;
&lt;p&gt;Note on python 3: it uses a slightly different syntax for specifying
metaclasses. So Django 1.5 uses &lt;a class=&quot;reference external&quot; href=&quot;https://pypi.python.org/pypi/six&quot;&gt;six&lt;/a&gt; to
support both ways in a single codebase.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;Warning:&lt;/strong&gt; don't overuse metaclasses. They can make code difficult to debug
and follow. Use Django as a good example of how to use metaclasses. Django
saves you a lot of work by using metaclasses in a few locations.&lt;/p&gt;
&lt;p&gt;See &lt;a class=&quot;reference external&quot; href=&quot;https://github.com/inglesp/Metaclasses&quot;&gt;https://github.com/inglesp/Metaclasses&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Nice way of giving a presentation, btw. Some sort of semi-interactive python
prompt. The software is online at &lt;a class=&quot;reference external&quot; href=&quot;https://github.com/inglesp/prescons&quot;&gt;https://github.com/inglesp/prescons&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;</description>
	<pubDate>Thu, 16 May 2013 11:33:00 +0000</pubDate>
</item>
<item>
	<title>Reinout van Rees: Thread profiling in Python - Amjith Ramanujam</title>
	<guid>http://reinout.vanrees.org/weblog/2013/05/15/thread-profiling-python.html</guid>
	<link>http://reinout.vanrees.org/weblog/2013/05/15/thread-profiling-python.html</link>
	<description>&lt;div class=&quot;document&quot;&gt;
&lt;p&gt;&lt;a class=&quot;reference external&quot; href=&quot;http://amjith.blogspot.com/&quot;&gt;Amjith Ramanujam&lt;/a&gt; recently wrote a thread
profiler in Python and it was rediculously simple. He works for &lt;a class=&quot;reference external&quot; href=&quot;https://newrelic.com/&quot;&gt;New Relic&lt;/a&gt;, which is all about performance and expecially
performance measuring.&lt;/p&gt;
&lt;p&gt;Python comes with batteries included, so it also includes a C profiler that
works pretty well. But it doesn't work nice for django because the output is
so huge. If you use the GUI &lt;a class=&quot;reference external&quot; href=&quot;http://pypi.python.org/pypi/RunSnakeRun/&quot;&gt;RunSnakeRun&lt;/a&gt;, it is more managable that way.&lt;/p&gt;
&lt;p&gt;Additional problem with cProfile: it has about 100% overhead, so you can't run
it in production (which they need).&lt;/p&gt;
&lt;p&gt;You can do more targeted profiling. For instance in Django. The way a web
framework processes requests is normally always in the same way. You can use
that during profiling.&lt;/p&gt;
&lt;p&gt;There are two important stages: interrupt and inquire.&lt;/p&gt;
&lt;dl class=&quot;docutils&quot;&gt;
&lt;dt&gt;Interrupt&lt;/dt&gt;
&lt;dd&gt;A statistical profiler looks how often a function is called and by who.
For this it needs to interrupt the regular process. You
could set an OS-level signal to call your profiler every x miliseconds so that
it can do something. It only works in linux, btw.
Another way is to create a python background thread that wakes up every x
miliseconds. It is cross-platform and mod_wsgi compatible. It is less accurate
for CPU tasks and it cannot interrupt C extensions.&lt;/dd&gt;
&lt;dt&gt;Inquire&lt;/dt&gt;
&lt;dd&gt;You can use &lt;tt class=&quot;docutils literal&quot;&gt;sys._current_frames()&lt;/tt&gt; to get yourself the frames (&amp;quot;stack trace&amp;quot;) from the
current thread. Here you can extract the filename, line number and so of
the most interesting frames. He's building a &amp;quot;call tree&amp;quot; structure, mapping how
often a function is called, preserving the parent/child relation between
functions. The tricky part was visualizing it :-) In the end they did it
with d3.js.&lt;/dd&gt;
&lt;/dl&gt;
&lt;p&gt;There's some 3% overhead in the thread approach, so that's real good. They can
switch it on for a type of request and it'll profile the next 100 requests of
that type.&lt;/p&gt;
&lt;/div&gt;</description>
	<pubDate>Thu, 16 May 2013 11:04:00 +0000</pubDate>
</item>
<item>
	<title>Reinout van Rees: Copernicus, the great refactorer - Brandon Rhodes</title>
	<guid>http://reinout.vanrees.org/weblog/2013/05/15/brandon-rhodes.html</guid>
	<link>http://reinout.vanrees.org/weblog/2013/05/15/brandon-rhodes.html</link>
	<description>&lt;div class=&quot;document&quot;&gt;
&lt;p&gt;&lt;a class=&quot;reference external&quot; href=&quot;http://rhodesmill.org/brandon/&quot;&gt;Brandon Rhodes&lt;/a&gt; mentions &lt;a class=&quot;reference external&quot; href=&quot;https://en.wikipedia.org/wiki/Nicolai_Copernicus&quot;&gt;Nicolai Kopernik&lt;/a&gt;, a famous Polish
scientist. He &amp;quot;lifted Earth into Heaven&amp;quot; by his book where he put the sun in
the center of our universe instead of Earth. We're no longer at the bottom.&lt;/p&gt;
&lt;p&gt;The near-earth environment was pretty well mapped out. 300BC, the size of the
spherical earth was already known. Around 100BC the distance to the moon was
known.&lt;/p&gt;
&lt;p&gt;But what about those planets? They were harder. Stars did move around the sky
more or less linearly. But those planets. They seemed to move back and forth a
bit. Did they need to have a different model? The sun-centric model &lt;em&gt;was&lt;/em&gt;
already known, but it didn't catch on. The reason? Medieval science was &lt;strong&gt;too
emperic&lt;/strong&gt;: the earth cannot be moving, it seems to stay in place. Throw a
ball and it falls down again towards the earth, it doesn't career off into
space. The church wasn't totally idiotic by later convicting Galileo: there
was just no solid emperical evidence :-)&lt;/p&gt;
&lt;p&gt;One of the pieces of evidence that was missing was that there was no
observable stellar parralax; visible movement between stars because of earth
movement. It was only in 1838 that the instruments were good enough to
actually observe parralax. Only then did we figure out how far away the stars
were. So &lt;strong&gt;it took 200-300 year&lt;/strong&gt; to get real evidence.&lt;/p&gt;
&lt;p&gt;So why did Kopernik trust his theory despite the lack of evidence? &lt;strong&gt;Because
of beauty&lt;/strong&gt;. Brandon showed Kopernik's theory as Python code; an algorithm for
planet movements. And showed his theory as a code refactoring. The end result
was quite simple and nice once you factored out Earth's motion.  The code
looks nicely ordered.&lt;/p&gt;
&lt;p&gt;There's truth in beauty.&lt;/p&gt;
&lt;p&gt;Brandon proposes a new term: &lt;strong&gt;Kopernican refactoring: making a system simpler
by moving something new into the center&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;It is so easy to behave according to a rule that's not even really there. You
look at a problem in a certain way and you're stuck. Once you put something
else in the center, you look at the problem in a different way.&lt;/p&gt;
&lt;p&gt;For instance, you can use argparse to generate a help message when you pass
&lt;tt class=&quot;docutils literal&quot;&gt;&lt;span class=&quot;pre&quot;&gt;--help&lt;/span&gt;&lt;/tt&gt;. You can also do it the other way around: using &lt;a class=&quot;reference external&quot; href=&quot;http://docopt.org/&quot;&gt;docopt&lt;/a&gt; which generates a parser from your help message! You
get a much nicer help message.&lt;/p&gt;
&lt;p&gt;So if you're stuck, think of Copernicus and his refactoring.&lt;/p&gt;
&lt;/div&gt;</description>
	<pubDate>Thu, 16 May 2013 11:03:00 +0000</pubDate>
</item>
<item>
	<title>Reinout van Rees: The imaginative programmer - Zed Shaw</title>
	<guid>http://reinout.vanrees.org/weblog/2013/05/15/imaginative-programmer.html</guid>
	<link>http://reinout.vanrees.org/weblog/2013/05/15/imaginative-programmer.html</link>
	<description>&lt;div class=&quot;document&quot;&gt;
&lt;p&gt;&lt;strong&gt;His goal&lt;/strong&gt;: teach programmers to be more creative.&lt;/p&gt;
&lt;p&gt;He's got a love/hate relationship with creativity. The first part of his talk
was impossible to summarize. You'll have to watch the video later on :-)&lt;/p&gt;
&lt;ul class=&quot;simple&quot;&gt;
&lt;li&gt;Artists tell him he's not artistic because he works on developing technical
skills.&lt;/li&gt;
&lt;li&gt;Guitarists tell him he's not a real guitarist as he doesn't play in a
band. And 'cause he builds his own guitars he's a programmer, not a Real
Guitarist.&lt;/li&gt;
&lt;li&gt;Writers tell him he's not a writer because he writes technical books.&lt;/li&gt;
&lt;li&gt;Programmers tell him he's not a programmer because he doesn't work on their
project. And by the way, he's a (technical) writer now, so he's not a
programmer.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;He's not creative enough. Or so the others say. Or he's not acceptable. How to
deal with creativity? In a way, you can re-phrase creativity. Programmers are
always making &lt;em&gt;something&lt;/em&gt; from &lt;em&gt;nothing&lt;/em&gt;, right? Isn't that the pinnacle of
creativity?&lt;/p&gt;
&lt;p&gt;Here are four hypothetical persons:&lt;/p&gt;
&lt;ul class=&quot;simple&quot;&gt;
&lt;li&gt;Technique, no imagination: a stereotypical programmer.&lt;/li&gt;
&lt;li&gt;Imagination, no technique: stereotypical biz dude.&lt;/li&gt;
&lt;li&gt;No imagination, no technique. Probably doesn't exist.&lt;/li&gt;
&lt;li&gt;Both imagination and technique. Zed's goal.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Zed's imaginative programmer process. Everyone has a process (if they're
good), here's the one he proposes to help you be more creative:&lt;/p&gt;
&lt;ul class=&quot;simple&quot;&gt;
&lt;li&gt;You start with an idea.&lt;/li&gt;
&lt;li&gt;You establish a concept that helps form the idea. It gives your idea
clothes.&lt;/li&gt;
&lt;li&gt;Research techniques or tools. Do some research or you'll pay for it later
on.&lt;/li&gt;
&lt;li&gt;Refine the concept through composition. So put a box around the vast world
of available possibilities. Just mark which features are inside and outside
the concept.&lt;/li&gt;
&lt;li&gt;Explore through prototypes. Throw away code or use paper prototypes for
instance. &lt;strong&gt;This saves you so much time later&lt;/strong&gt;.&lt;/li&gt;
&lt;li&gt;You make it &lt;strong&gt;real&lt;/strong&gt;.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;We are programmers, so we should iterate this process.&lt;/p&gt;
&lt;p&gt;He tried this process with &lt;a class=&quot;reference external&quot; href=&quot;http://projectzorn.com/&quot;&gt;http://projectzorn.com/&lt;/a&gt;, going through all the
stages. And he's probably going to work on it&lt;/p&gt;
&lt;/div&gt;</description>
	<pubDate>Thu, 16 May 2013 11:03:00 +0000</pubDate>
</item>
<item>
	<title>Reinout van Rees: Bleed for speed - Rob Spectre</title>
	<guid>http://reinout.vanrees.org/weblog/2013/05/16/bleed-for-speed.html</guid>
	<link>http://reinout.vanrees.org/weblog/2013/05/16/bleed-for-speed.html</link>
	<description>&lt;div class=&quot;document&quot;&gt;
&lt;p&gt;He started with a little history lesson. The &lt;a class=&quot;reference external&quot; href=&quot;https://en.wikipedia.org/wiki/Battle_of_Mobile_Bay&quot;&gt;sea battle of mobile bay&lt;/a&gt;. The admiral (Faragut)
ordered the ships straight through the minefield (called &amp;quot;torpedoes&amp;quot; at the
time). &amp;quot;Damn the torpedoes, full speed ahead&amp;quot;. And it worked.&lt;/p&gt;
&lt;p&gt;What does this to have to do with Django? Well, &amp;quot;damn the torpedoes, full
speed ahead&amp;quot; feels a bit like how rapid prototyping feels afterwards. He's
often involved with hackathons. Lot of quick coding in limited time with a
lot of people. He learned a lot about his tools that way (and he often used
Django).&lt;/p&gt;
&lt;p&gt;There's a time to make a distinction between &lt;em&gt;production&lt;/em&gt; and
&lt;em&gt;prototype&lt;/em&gt;. Sometimes it is better to just try something with a
prototype. Throw-away code.&lt;/p&gt;
&lt;p&gt;Aaargh! Throw-away code?!? We never throw code away. But it is something we
must learn. It is good to let go once in a while. Let your code go. It isn't
yourself, it is just some code.&lt;/p&gt;
&lt;p&gt;The danger is that prototype code is put into action as production code. With
some work, this danger can be prevented.&lt;/p&gt;
&lt;p&gt;What about Django? Django is &lt;strong&gt;the best for prototyping&lt;/strong&gt;. For rapid
prototyping, Django is better than micro-frameworks like Flask that might seem
better at first glance. Here are some reasons:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Django was build for rapid prototyping. It originated at a newspaper! 24
hours to build something.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;It is flexible. It was build to bend. He can prepare something for the other
people programmign with him and get them going and still keep the code in
reasonable shape.&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;&lt;p class=&quot;first&quot;&gt;Us. The strength of Django is the community that supports it. Stack overflow
questions and answers. The django websites. Books like &lt;a class=&quot;reference external&quot; href=&quot;http://django.2scoops.org/&quot;&gt;two scoops of Django&lt;/a&gt; (see &lt;a class=&quot;reference external&quot; href=&quot;http://reinout.vanrees.org/weblog/2013/05/15/two-scoops-of-django.html&quot;&gt;my review&lt;/a&gt;). That's
not something you have with many other frameworks!&lt;/p&gt;
&lt;p&gt;Tip: read especially chapter 2 and 3 of the &lt;em&gt;two scoops&lt;/em&gt; book.&lt;/p&gt;
&lt;p&gt;One thing he'd add to the book is stuff like fabfiles and makefiles. Handy
for rapid prototyping.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Use stuff that's available. For instance Django's staticfiles app for grabbing
together all the css/js/png. Whether it is in one directory or split out over
multiple apps. It also helps with production.&lt;/p&gt;
&lt;p&gt;Also look at &lt;a class=&quot;reference external&quot; href=&quot;http://brunch.io/&quot;&gt;brunch&lt;/a&gt; for setting up your javascript
app's structure. It works well with Django.&lt;/p&gt;
&lt;p&gt;Deployment: you need to show your prototype. Heroku is very quick for
prototypes. (He mentioned that they have a data center in Europe now in case
you need it).&lt;/p&gt;
&lt;p&gt;Deployment: use chef. Lots of recipes. You could also use Salt if you're more
into Python. Also lots of stuff available. Both take a while to learn, but it
is a very good investment.&lt;/p&gt;
&lt;p&gt;Configuration management is an extremely useful skill. Do it well.&lt;/p&gt;
&lt;p&gt;Tastypie is the quickest way to get a REST api out of your Django. It is the
best for rapid prototyping. Another good one is django-rest-framework. It will
take a little bit longer to set up, but once done you're working with actual
Django views. And django-rest-framework's browseable API is very helpful when
you're working with a couple of others&lt;/p&gt;
&lt;p&gt;Social auth connectors: everyone makes one and there are way too many
half-working ones. He's got two that he can recommend. &lt;a class=&quot;reference external&quot; href=&quot;https://pypi.python.org/pypi/django-social-auth/&quot;&gt;django-social-auth&lt;/a&gt; is very complete. The
other is &lt;a class=&quot;reference external&quot; href=&quot;https://github.com/pennersr/django-allauth&quot;&gt;django-allauth&lt;/a&gt; for
when speed is important for you.&lt;/p&gt;
&lt;p&gt;If you don't want to play fair to others during a hackathon: use celery. It is
very unfair to use celery, python and Django. The combination with Django is pretty OK to
set up. You can do a lot what others cannot do easily. So use it for rapid
prototyping. (Regarding setting it up: there are good chef recipes for it).&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;TEST&lt;/strong&gt;. Yes, even during a hackathon. He doesn't advocate full test driven
development. It is a balance. But the errors that kill you during a hackathon
are the errors you make twice. So, for instance, test that all your views
simply return a &lt;tt class=&quot;docutils literal&quot;&gt;200 Ok&lt;/tt&gt;. This already helps prevent a lot of problems.&lt;/p&gt;
&lt;p&gt;Look at AngularJS. Even if you don't use the framework itself. Why? It has a
great javascript test runner. Good for testing while rapid prototyping.&lt;/p&gt;
&lt;/div&gt;</description>
	<pubDate>Thu, 16 May 2013 11:02:00 +0000</pubDate>
</item>
<item>
	<title>Amit Saha: New Book: Write Your First Program – C and Python</title>
	<guid></guid>
	<link></link>
	<description>I am excited to announce that my book, Write Your First Program is finally available for public consumption. In this day and age, when there are easily accessible programming books galore (in the context of both, price and availability), why write a new book? Through this post, I hope to reach out to the prospective readers and [&amp;#8230;]&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;http://stats.wordpress.com/b.gif?host=echorand.me&amp;blog=899010&amp;post=2490&amp;subd=amitksaha&amp;ref=&amp;feed=1&quot; width=&quot;1&quot; height=&quot;1&quot; /&gt;</description>
	<pubDate>Thu, 16 May 2013 10:32:25 +0000</pubDate>
</item>

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