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<title><![CDATA[Unified Python Planet]]></title>
<description><![CDATA[A uniqued union of the Official and Unofficial Python planet feeds.  Generated by Atomisator FTW!]]></description>
<link>http://feeds2.feedburner.com/UnifiedPythonPlanet</link>
<language>en</language>
<copyright>Copyright 2008, Atomisator</copyright>
<pubDate>Sat, 15 Mar 2008 00:15:05 +0200</pubDate>
<lastBuildDate>Sat, 15 Mar 2008 00:15:05 +0200</lastBuildDate>
  <item>
    <title><![CDATA[Python 4 Kids: Comprehending Lists and Tuples]]></title>
    <description><![CDATA[<p><a href="http://www.ibras.dk/montypython/episode05.htm"><em> SUPERIMPOSED CAPTION: &#8216;SUBURBAN LOUNGE NEAR ESHER&#8217;<br />
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. </em></a></p>
<p>The last couple of tutorials have been a bit heavy, so this week&#8217;s tutorials are going to balance that out by being a little light.  We&#8217;re having a look at a couple of different aspects of the Python language. </p>
<p><strong>List Comprehensions</strong><br />
The first is comprehensions:</p>
<pre class="brush: python; collapse: false; title: ; notranslate">
&gt;&gt;&gt; a_list = [1,2,3,4,5]
&gt;&gt;&gt; b_list= [element*2 for element in a_list]
&gt;&gt;&gt; b_list
[2, 4, 6, 8, 10]
</pre>
<p>In this example, we have automatically generated a new list <em>b_list</em> from an existing <em>list</em> <em>a_list</em> by using a <em>list comprehension</em>.  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: </p>
<pre class="brush: python; collapse: false; title: ; notranslate">
&gt;&gt;&gt; b_list = []
&gt;&gt;&gt; for element in a_list:
...    b_list.append(element*2)
... 
&gt;&gt;&gt; b_list
[2, 4, 6, 8, 10]
</pre>
<p>We could call the <em>variable</em> <em>element</em> anything we liked &#8211; it is just another <em>variable</em>:</p>
<pre class="brush: python; collapse: false; title: ; notranslate"> 
&gt;&gt;&gt; b_list = [baloney*2 for baloney in a_list]
&gt;&gt;&gt; b_list
[2, 4, 6, 8, 10]
&gt;&gt;&gt; 
</pre>
<p>You can also add conditions.  Let&#8217;s say you only wanted the even elements in <em>a_list:<br />
</em>
<pre class="brush: python; collapse: false; title: ; notranslate"> 
&gt;&gt;&gt; b_list = [element for element in a_list if element%2 ==0] #ie remainder is 0 when dividing by two
&gt;&gt;&gt; b_list
[2, 4]
&gt;&gt;&gt; 
</pre>
<p>The condition here is <em>if element%2 ==0</em>, but you can substitute other conditions (as long as they resolve to either <em>True</em> or <em>False</em>).  You can have a comprehension which relies on multiple <em>variables</em> (this example is from the <a href="http://docs.python.org/2/tutorial/datastructures.html">Python documentation</a>):</p>
<pre class="brush: python; collapse: false; title: ; notranslate"> 
&gt;&gt;&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)]
</pre>
<p>Unwinding this is a little tricky &#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 <em>tuple</em> if the elements are not equal. </p>
<p>List comprehensions provide an easy shorthand for constructing lists.  Moreover, they are often more readable than writing out the for loops explicitly. </p>
<p><strong>Tuples</strong><br />
The second topic is tuples.<br />
The other thing we&#8217;re going to look at is tuples (pronounced, variously, &#8220;tupp-lls&#8221;, &#8220;two-pls&#8221; and, to some people, &#8220;tyou-pls&#8221; &#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:</p>
<pre class="brush: python; collapse: false; title: ; notranslate"> 
&gt;&gt;&gt; my_tuple = (1,2,3)
&gt;&gt;&gt; my_tuple
(1, 2, 3)
&gt;&gt;&gt; my_list = [1,2,3]
&gt;&gt;&gt; my_list
[1, 2, 3]
</pre>
<p>Elements of the tuple are referenced in the same way as you&#8217;d reference a list but, unlike lists, these elements cannot be changed (tuples are &#8220;immutable&#8221;):</p>
<pre class="brush: python; collapse: false; title: ; notranslate"> 
&gt;&gt;&gt;my_tuple[0]                                                                                                       1                                                                                                                    &gt;&gt;&gt; my_tuple[0]=2
Traceback (most recent call last):                                         
  File &quot;&lt;stdin&gt;&quot;, line 1, in &lt;module&gt;                                      
TypeError: 'tuple' object does not support item assignment    
</pre>
<p>The TypeError is telling us that you can&#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:</p>
<pre class="brush: python; collapse: false; title: ; notranslate"> 
&gt;&gt;&gt; my_tuple = (1)  # no comma, so Python just thinks it's a number
&gt;&gt;&gt; my_tuple  
1             
&gt;&gt;&gt; my_tuple[0]  # just a number, so has no elements
Traceback (most recent call last):                                                                           
  File &quot;&lt;stdin&gt;&quot;, line 1, in &lt;module&gt; 
TypeError: 'int' object has no attribute '__getitem__'
&gt;&gt;&gt; my_tuple= (1,)
&gt;&gt;&gt; my_tuple
(1,)                                                                                                                 
&gt;&gt;&gt;my_tuple[0]                                                                                                       
1              
</pre>
<p>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&#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 <a href="http://en.wiktionary.org/wiki/pragmatic">pragmatic</a> reason to use a tuple is when you have data which you know shouldn&#8217;t change (like a constant).  So, if you accidentally try to change one of the tuple&#8217;s entries, you will have an error thrown.   </p>
<p>Finally, since tuples are immutable they can be used as keys in dictionaries, unlike lists: </p>
<pre class="brush: python; collapse: false; title: ; notranslate"> 
&gt;&gt;&gt; my_dict={}
&gt;&gt;&gt; my_tuple=(&quot;A Name&quot;,23,&quot;A location&quot;)
&gt;&gt;&gt; my_list= list(my_tuple)
&gt;&gt;&gt; my_dict[my_tuple]=&quot;Client 1&quot;
&gt;&gt;&gt; my_dict[my_list]=&quot;Client 2&quot;
Traceback (most recent call last):
  File &quot;&lt;stdin&gt;&quot;, line 1, in &lt;module&gt;
TypeError: unhashable type: 'list'
</pre>
<br />  <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/python4kids.wordpress.com/661/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/python4kids.wordpress.com/661/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=python4kids.wordpress.com&blog=14472219&post=661&subd=python4kids&ref=&feed=1" width="1" height="1" /></p>]]></description>
    <link><![CDATA[http://python4kids.wordpress.com/2013/05/19/661/]]></link>
    <pubDate>2013-05-19 09:11:52</pubDate>
  </item>
  <item>
    <title><![CDATA[Holger Krekel: PEP438 is live: speed up python package installs now!]]></title>
    <description><![CDATA[<p>My &#8220;speed up pypi installs&#8221; <a href="http://www.python.org/dev/peps/pep-0438/">PEP438</a> has been accepted and transition phase 1 is live: <strong>as a package maintainer you can speed up the installation for your packages for all your users now, with the click of a button</strong>: Login to <a href="https://pypi.python.org">https://pypi.python.org</a> and then go to <tt>urls</tt> 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 <tt>pip</tt> or <tt>easy_install</tt> will thus avoid any slow crawling of third party sites.</p>
<p>Many thanks to <strong>Carl Meyer</strong> who helped me write the PEP, and <strong>Donald Stufft</strong> for implementing most of it, and <strong>Richard Jones</strong> who accepted it today!   And thanks also to the distutils-sig discussion participants, in particular Phillip Eby and Marc-Andre Lemburg. </p>
<p> </p>
<br />  <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/tetamap.wordpress.com/584/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/tetamap.wordpress.com/584/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=holgerkrekel.net&blog=6679328&post=584&subd=tetamap&ref=&feed=1" width="1" height="1" />]]></description>
    <link><![CDATA[http://holgerkrekel.net/2013/05/19/pep438-is-live-speed-up-python-package-installs-now/]]></link>
    <pubDate>2013-05-19 08:49:44</pubDate>
  </item>
  <item>
    <title><![CDATA[Mathieu Virbel: Kivy 1.7.0 is out]]></title>
    <description><![CDATA[<p>If you missed it, <a href="http://kivy.org/">Kivy 1.7.0</a> is out last Monday. It&#8217;s quite a big release that include some big fixes we did during the <a href="https://us.pycon.org/2013/" title="Pycon US"></a>:</p>
<ul>
<li><a href="http://developer.android.com/tools/devices/emulator.html">Android Emulator</a> is now supported</li>
<li><a href="http://kivy.org/docs/api-kivy.uix.scrollview.html">ScrollView</a> has been re-factored with new physics calculations. To be exact, the scrollview doesn&#8217;t calculate anything now, it just pass the touch position to an <a href="http://kivy.org/docs/api-kivy.effects.scroll.html">Scroll effect</a>. This class calculate the movement&#8217;s velocity, and the over-scroll&#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 <a href="http://kivy.org/docs/api-kivy.effects.dampedscroll.html">Damped spring<a>, and/or to <a href="http://kivy.org/docs/api-kivy.effects.opacityscroll.html">fade out</a> the scrollview if you over-scroll too much.</a></a></li>
<li><a href="http://kivy-garden.github.io/">Garden</a>: a separated organization for centralize user&#8217;s widgets and addons. You can create garden packages very easily, and import it in the source code with just &#8220;kivy.garden.<em>packagename</em>&#8220;. <a href="https://github.com/kivy-garden/">Few garden packages</a> are already available!</li>
<li>And more, <a href="https://groups.google.com/forum/?fromgroups#!topic/kivy-users/TyOzyLtYKMw">Check the announcement </a> <img src="http://txzone.net/wp-includes/images/smilies/icon_smile.gif" alt=":)" class="wp-smiley" /> </li>
<p>If you like my work, <a href="https://www.gittip.com/tito/">tip me!</a> 
</p></ul>]]></description>
    <link><![CDATA[http://txzone.net/2013/05/kivy-1-7-0-is-out/]]></link>
    <pubDate>2013-05-19 07:48:23</pubDate>
  </item>
  <item>
    <title><![CDATA[Twisted Matrix Labs: Migration Report]]></title>
    <description><![CDATA[<p>I have completed the migration <a href="https://github.com/twisted-infra/braid">scripts</a> for deploying the <a href="https://github.com/twisted-infra">services</a>
currently running on cube. They have been run against our new
machine, dornkirk which is currently running with a snapshot of data.
</p>
<p>
It can currently be accessed by putting
</p>


<pre class="example">66.35.39.66     twistedmatrix.com speed.twistedmatrix.com
</pre>

<p>
in <code>/etc/hosts</code>. Please tests it, and verify that things appear to be
working, but be aware that any changes will be lost, when the
transition occurs.
</p>
<p>
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.
</p>
<p>
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.
</p>
<p>
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!
</p>
<img src="http://feeds.feedburner.com/~r/TwistedMatrixLaboratories/~4/f1Hs3pETcpc" height="1" width="1" />]]></description>
    <link><![CDATA[http://feedproxy.google.com/~r/TwistedMatrixLaboratories/~3/f1Hs3pETcpc/migration-report.html]]></link>
    <pubDate>2013-05-19 00:45:55</pubDate>
  </item>
  <item>
    <title><![CDATA[Dariusz Suchojad: Zato 1.0. The next generation ESB and application server. Open-source. In Python.]]></title>
    <description><![CDATA[<p>&nbsp;</p>
<p>(This is a re-post of what I sent to python-announce@ but with several screenshots attached)</p>
<p>I&#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.</p>
<p><a href="https://zato.io">https://zato.io</a></p>
<p><span>What can you expect out of the box?</span></p>
<ul>
<li>HTTP, JSON, SOAP, Redis, AMQP, JMS WebSphere MQ, ZeroMQ, FTP, SQL, hot-deployment, job scheduling, statistics, high-availability load balancing and more</li>
<li>Incredible productivity with Python</li>
<li>Painless rollouts with less downtime</li>
<li>Slick web admin GUI, CLI and API</li>
<li>Awesome documentation (several hundred A4 pages)</li>
<li>24&#215;7 commercial support and training</li>
</ul>
<p>Project&#8217;s site: <a href="https://zato.io">https://zato.io</a><br />
Download: <a href="https://zato.io/download/zato-1.0.tar.bz2">https://zato.io/download/zato-1.0.tar.bz2</a><br />
Support: <a href="https://zato.io/support">https://zato.io/support</a><br />
Docs: <a href="https://zato.io/docs">https://zato.io/docs</a><br />
Architecture: <a href="https://zato.io/docs/architecture/overview.html">https://zato.io/docs/architecture/overview.html</a><br />
Tutorial: <a href="https://zato.io/docs/tutorial/01.html">https://zato.io/docs/tutorial/01.html</a><br />
GitHub: <a href="https://github.com/zatosource">https://github.com/zatosource</a><br />
Mailing list: <a href="https://mailman-mail5.webfaction.com/listinfo/zato-discuss">https://mailman-mail5.webfaction.com/listinfo/zato-discuss</a><br />
IRC: <a href="irc://irc.freenode.net/zato">irc://irc.freenode.net/zato</a><br />
Twitter: <a href="https://twitter.com/zatosource">https://twitter.com/zatosource</a><br />
LinkedIn: <a href="https://www.linkedin.com/groups?gid=5015554">https://www.linkedin.com/groups?gid=5015554</a><br />
Diversity statement: <a href="https://zato.io/docs/project/diversity.html">https://zato.io/docs/project/diversity.html</a></p>
<p>Spread the news and enjoy <img src="http://www.gefira.pl/blog/wp-includes/images/smilies/icon_smile.gif" alt=":-)" class="wp-smiley" /> </p>
<p>Cheers!</p>
<p><img 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" 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