<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7489697954955813078</id><updated>2026-07-04T14:55:13.717+05:30</updated><category term="Asp.net"/><category term="Sql"/><category term="tricks"/><category term="Jquery"/><category term="hadoop Hive"/><category term="Apache Pig"/><category term="Mapreduce"/><category term="Nosql-Hbase"/><category term="SPA"/><category term="Apache OOZIE"/><category term="Godaddy"/><category term="Knockout"/><category term="Google anlytics"/><category term="MR/Hadoop/Bigdat"/><category term="MVC"/><category term="SiteCore"/><category term="Source Control"/><category term="Sqoop"/><category term="excel"/><category term="Durandal"/><category term="TFS"/><category term="Web service"/><category term="mongodb"/><title type='text'>Asp.net Codes </title><subtitle type='html'>ASP.NET is a web application framework developed and marketed by Microsoft to allow programmers to build dynamic web sites, web applications and web services. It was first released in January 2002 with version 1.0 of the .NET Framework, and is the successor to Microsoft&#39;s Active Server Pages (ASP) technology. ASP.NET is built on the Common Language Runtime (CLR), allowing programmers to write ASP.NET code using any supported .NET language.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>253</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-2992987071500536998</id><published>2015-07-13T21:34:00.001+05:30</published><updated>2015-07-13T21:34:36.685+05:30</updated><title type='text'>Hadoop SDK, HIVE, Mapreduce and .NET Developers</title><content type='html'>&lt;h1 class=&quot;wordy&quot; style=&quot;background-color: #69be28; box-sizing: border-box; color: white; font-family: Cabin, &#39;Helvetica Neue&#39;, Arial, Helvetica, &#39;Lucida Grande&#39;, sans-serif; font-size: 48px; font-weight: 300; line-height: 1.5em; margin: 20px 0px 10px; padding-top: 10px;&quot;&gt;
Hadoop SDK and Tutorials for Microsoft .NET Developers&lt;/h1&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;a href=&quot;http://hortonworks.com/blog/hadoop-sdk-and-tutorials-for-microsoft-net-developers/&quot;&gt;http://hortonworks.com/blog/hadoop-sdk-and-tutorials-for-microsoft-net-developers/&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;h1 id=&quot;ctl00_ArticleTitle&quot; itemprop=&quot;name&quot; style=&quot;background-color: white; color: #333333; font-family: &#39;Segoe UI&#39;, Arial, sans-serif; font-size: 29px; font-weight: 200; margin: 0px 0px 15px; padding: 0px;&quot;&gt;
How to Communicate to Hadoop via Hive using .NET/C#&lt;/h1&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;a href=&quot;http://www.codeproject.com/Tips/738141/How-to-Communicate-to-Hadoop-via-Hive-using-NET-Cs&quot;&gt;http://www.codeproject.com/Tips/738141/How-to-Communicate-to-Hadoop-via-Hive-using-NET-Cs&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;a href=&quot;http://jnbridge.com/labfiles/Create-dotNET-MapReducers-for-Hadoop.pdf&quot;&gt;Creating .NET-based Mappers and Reducersfor Hadoop with JNBridgePro&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; font-family: Arial, sans-sarif, serif; font-size: 18px; font-weight: bold; line-height: 18px;&quot;&gt;How to Create MapReduce Jobs for Hadoop Using C#&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;a href=&quot;http://www.codeguru.com/columns/experts/how-to-create-mapreduce-jobs-for-hadoop-using-c.htm&quot;&gt;http://www.codeguru.com/columns/experts/how-to-create-mapreduce-jobs-for-hadoop-using-c.htm&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot; style=&quot;background: rgb(242, 242, 242); border: 0px; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 22.3999996185303px; margin: 0px; outline: 0px; padding: 0px 0px 0px 10px; vertical-align: baseline;&quot;&gt;
BIG DATA for .NET Devs: HDInsight, Writing Hadoop Map Reduce Jobs In C# And Querying Results Back Using LINQ&lt;/h3&gt;
&lt;div class=&quot;post-header&quot; style=&quot;background: rgb(242, 242, 242); border: 0px; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14px; line-height: 22.3999996185303px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;
&lt;div class=&quot;post-header-line-1&quot; style=&quot;background: transparent; border: 0px; margin: 0px; outline: 0px; padding: 0px 20px; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;background: transparent; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: #f2f2f2; font-size: 14px; line-height: 22.3999996185303px;&quot;&gt;&lt;a href=&quot;http://www.amazedsaint.com/2013/03/taming-big-data-with-c-using-hadoop-on.html&quot;&gt;http://www.amazedsaint.com/2013/03/taming-big-data-with-c-using-hadoop-on.html&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/2992987071500536998/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/07/hadoop-sdk-hive-mapreduce-and-net.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2992987071500536998'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2992987071500536998'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/07/hadoop-sdk-hive-mapreduce-and-net.html' title='Hadoop SDK, HIVE, Mapreduce and .NET Developers'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-123988100779516597</id><published>2015-06-25T21:29:00.001+05:30</published><updated>2015-06-25T21:29:24.101+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="mongodb"/><title type='text'>What type of MongoDB deployment would you like to build?</title><content type='html'>Three ways we can deploy mongodb&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; font-weight: 700; line-height: 22.8571434020996px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: white; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; font-weight: 700; line-height: 22.8571434020996px;&quot;&gt;Standalone Instance&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 22.8571434020996px;&quot;&gt;&amp;nbsp;A standalone MongoDB provides a single copy of your data and is appropriate for &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;projects where data loss is not a concern.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; line-height: 22.8571434020996px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; box-sizing: border-box; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; font-weight: 700; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;Replica Set&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; box-sizing: border-box; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; font-weight: 700; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; box-sizing: border-box; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; font-weight: 700; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;&lt;span style=&quot;font-weight: normal; line-height: 22.8571434020996px;&quot;&gt;A&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://docs.mongodb.org/manual/core/replication-introduction/&quot; style=&quot;box-sizing: border-box; color: #006cbc; font-weight: normal; line-height: 22.8571434020996px; outline: 0px; text-decoration: none;&quot; target=&quot;_new&quot;&gt;replica set&lt;/a&gt;&lt;span style=&quot;font-weight: normal; line-height: 22.8571434020996px;&quot;&gt;&amp;nbsp;is a group of MongoDB instances that host the same data set. A replica set provides both redundancy and high availability.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; box-sizing: border-box; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; font-weight: 700; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;&lt;span style=&quot;font-weight: normal; line-height: 22.8571434020996px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; box-sizing: border-box; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; font-weight: 700; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;&lt;span style=&quot;box-sizing: border-box; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;Sharded Cluster&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; box-sizing: border-box; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; font-weight: 700; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;&lt;span style=&quot;box-sizing: border-box; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; box-sizing: border-box; color: #494747; font-family: Akzidenz, &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 16px; font-weight: 700; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;&lt;span style=&quot;box-sizing: border-box; line-height: 22.8571434020996px; outline: 0px;&quot;&gt;&lt;a href=&quot;http://docs.mongodb.org/manual/core/sharding-introduction/&quot; style=&quot;box-sizing: border-box; color: #006cbc; font-weight: normal; line-height: 22.8571434020996px; outline: 0px; text-decoration: none;&quot; target=&quot;_new&quot;&gt;Sharding&lt;/a&gt;&lt;span style=&quot;font-weight: normal; line-height: 22.8571434020996px;&quot;&gt;&amp;nbsp;is a method for storing data across multiple machines. MongoDB uses sharding to support deployments with very large data sets and high throughput operations.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #494747; font-family: Akzidenz, Helvetica Neue, Helvetica, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 22.8571434020996px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #494747; font-family: Akzidenz, Helvetica Neue, Helvetica, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 22.8571434020996px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #494747; font-family: Akzidenz, Helvetica Neue, Helvetica, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 22.8571434020996px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #494747; font-family: Akzidenz, Helvetica Neue, Helvetica, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 22.8571434020996px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #494747; font-family: Akzidenz, Helvetica Neue, Helvetica, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 22.8571434020996px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #494747; font-family: Akzidenz, Helvetica Neue, Helvetica, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 22.8571434020996px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #494747; font-family: Akzidenz, Helvetica Neue, Helvetica, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 22.8571434020996px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #494747; font-family: Akzidenz, Helvetica Neue, Helvetica, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 22.8571434020996px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/123988100779516597/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/what-type-of-mongodb-deployment-would.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/123988100779516597'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/123988100779516597'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/what-type-of-mongodb-deployment-would.html' title='What type of MongoDB deployment would you like to build?'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-1858459849830534912</id><published>2015-06-20T17:15:00.002+05:30</published><updated>2015-06-20T17:35:17.475+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="hadoop Hive"/><title type='text'>HIVE 0.14 Update , delete, insert is possible</title><content type='html'>&lt;h3 class=&quot;post-title entry-title&quot; itemprop=&quot;name&quot; style=&quot;background-color: white; color: #222222; font-family: Georgia, Utopia, &#39;Palatino Linotype&#39;, Palatino, serif; font-size: 22px; font-stretch: normal; font-style: italic; margin: 0.75em 0px 0px; position: relative;&quot;&gt;
Attempt to do update or delete using transaction manager that does not support these operations in hive-0.14.0&lt;/h3&gt;
&lt;div class=&quot;post-header&quot; style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 10.8000001907349px; line-height: 1.6; margin: 0px 0px 1.5em;&quot;&gt;
&lt;div class=&quot;post-header-line-1&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;post-body entry-content&quot; id=&quot;post-body-1390607798010240040&quot; itemprop=&quot;articleBody&quot; style=&quot;background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.1999998092651px; line-height: 1.4; position: relative; width: 650px;&quot;&gt;
&lt;div dir=&quot;ltr&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;CRUD operations are supported in Hive from 0.14 onwards.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;See&amp;nbsp;&lt;a href=&quot;https://cwiki.apache.org/confluence/display/Hive/LanguageManual+DML&quot; style=&quot;color: #888888; text-decoration: none;&quot; target=&quot;_blank&quot;&gt;Wiki&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Hive supports data warehouse software facility,which facilitates querying and managing large datasets residing in distributed storage. In data warehouse there are situation where we need to update, delete etc transactions.In hive later versions UPDATE was not supported,but there were workarounds to do update a transaction&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;1.&amp;nbsp;&lt;a href=&quot;http://unmeshasreeveni.blogspot.in/2014/11/update-query-in-hive.html&quot; style=&quot;color: #888888; text-decoration: none;&quot; target=&quot;_blank&quot;&gt;Update Statement In Hive For Small Tables&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;2.&amp;nbsp;&lt;a href=&quot;http://unmeshasreeveni.blogspot.in/2014/11/updating-partition-table-using-insert.html&quot; style=&quot;color: #888888; text-decoration: none;&quot; target=&quot;_blank&quot;&gt;Update Statement In Hive For Large Tables using INSERT&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Lets see how to do&amp;nbsp;&lt;b&gt;INSERT,UPDATE,DELETE&lt;/b&gt;&amp;nbsp;in newer version of hive.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Create a table &quot;&lt;b&gt;test&lt;/b&gt;&quot;&lt;/span&gt;&lt;br /&gt;
&lt;pre style=&quot;background-color: #f0f0f0; border: 1px dashed rgb(204, 204, 204); height: auto; overflow: auto; padding: 0px; width: 649.4375px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Consolas, &#39;Liberation Mono&#39;, Courier, monospace;&quot;&gt;&lt;span style=&quot;font-size: 12px; line-height: 18px;&quot;&gt;CREATE EXTERNAL TABLE 
    test (EmployeeID Int,FirstName String,Designation  
        String,Salary Int,Department String) 
    ROW FORMAT DELIMITED FIELDS TERMINATED BY  &quot;,&quot; 
    LOCATION &#39;/user/hdfs/Hive&#39;;&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;We will try to update the salary of employee id 19 from 45,000 to 50,000.&lt;/span&gt;&lt;br /&gt;
&lt;pre style=&quot;background-color: #f0f0f0; border: 1px dashed rgb(204, 204, 204); height: auto; overflow: auto; padding: 0px; width: 649.4375px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Consolas, &#39;Liberation Mono&#39;, Courier, monospace;&quot;&gt;&lt;span style=&quot;font-size: 12px; line-height: 18px;&quot;&gt; hive&amp;gt; UPDATE test 
           SET salary = 50000 
           WHERE employeeid = 19;

 FAILED: SemanticException [Error 10294]: Attempt to do update or delete using transaction m anager that does not support these operations.&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;While applying above query it shows a semantic Exception.In order to allow update and delete we need to add additional settings in hive-site.xml and create table with ACID output format support.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;To achieve the same follow below steps:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;1.&amp;nbsp;&lt;a href=&quot;https://cwiki.apache.org/confluence/display/Hive/Hive+Transactions#HiveTransactions-&quot; style=&quot;color: #888888; text-decoration: none;&quot; target=&quot;_blank&quot;&gt;New Configuration Parameters for Transactions&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;pre style=&quot;background-color: #f0f0f0; border: 1px dashed rgb(204, 204, 204); height: auto; overflow: auto; padding: 0px; width: 649.4375px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Consolas, &#39;Liberation Mono&#39;, Courier, monospace;&quot;&gt;&lt;span style=&quot;font-size: 12px; line-height: 18px;&quot;&gt; hive.support.concurrency – true
 hive.enforce.bucketing – true
 hive.exec.dynamic.partition.mode – nonstrict
 hive.txn.manager –org.apache.hadoop.hive.ql.lockmgr.DbTxnManager
 hive.compactor.initiator.on – true
 hive.compactor.worker.threads – 1&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;You can set these configuration in hive-site.xml (&lt;b&gt;after setting restart Hive&lt;/b&gt;&amp;nbsp;) for ever or via terminal.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Dont Forget to restart Hive once the above settings are applied, else you will get the same error again.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;2. Below query creates&amp;nbsp;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;HiveTest&lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: x-large;&quot;&gt;&amp;nbsp;&lt;/b&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;table with ACID support&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;(To do Update,delete or Insert we need to create a table that support ACID properties)&lt;/span&gt;&lt;br /&gt;
&lt;pre style=&quot;background-color: #f0f0f0; border: 1px dashed rgb(204, 204, 204); height: auto; overflow: auto; padding: 0px; width: 649.4375px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Consolas, &#39;Liberation Mono&#39;, Courier, monospace;&quot;&gt;&lt;span style=&quot;font-size: 12px; line-height: 18px;&quot;&gt; create table HiveTest 
   (EmployeeID Int,FirstName String,Designation String,
     Salary Int,Department String) 
   clustered by (department) into 3 buckets 
   stored as orc TBLPROPERTIES (&#39;transactional&#39;=&#39;true&#39;) ;&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;3. Load data into&amp;nbsp;&lt;b&gt;HiveTest&amp;nbsp;&lt;/b&gt;from a&amp;nbsp;&lt;b&gt;staging table&lt;/b&gt;,which contains the original data.&lt;/span&gt;&lt;br /&gt;
&lt;pre style=&quot;background-color: #f0f0f0; border: 1px dashed rgb(204, 204, 204); height: auto; overflow: auto; padding: 0px; width: 649.4375px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Consolas, &#39;Liberation Mono&#39;, Courier, monospace;&quot;&gt;&lt;span style=&quot;font-size: 12px; line-height: 18px;&quot;&gt; from stagingtbl 
   insert into table HiveTest 
   select employeeid,firstname,designation,salary,department;&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6esRjKFW2kSUNT3Mjmgx6FSqbfpQbHAK2D8wBDkHESJwgsvOJmqEDj1gaL-KY8R4X73wcpXYLycDG-cpTi7a6ASqLgL4to9q3QoXPlnFnf8Sd6OlKM47vaOljpmbw5L5girexcjpI0jk/s1600/select.png&quot; imageanchor=&quot;1&quot; style=&quot;color: #888888; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;304&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6esRjKFW2kSUNT3Mjmgx6FSqbfpQbHAK2D8wBDkHESJwgsvOJmqEDj1gaL-KY8R4X73wcpXYLycDG-cpTi7a6ASqLgL4to9q3QoXPlnFnf8Sd6OlKM47vaOljpmbw5L5girexcjpI0jk/s1600/select.png&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;h4 style=&quot;margin: 0px; position: relative;&quot;&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium; font-weight: normal;&quot;&gt;4. UPDATE,DELETE and INSERT operations&lt;/span&gt;&lt;/h4&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;1.UPDATE&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;pre style=&quot;background-color: #f0f0f0; border: 1px dashed rgb(204, 204, 204); height: auto; overflow: auto; padding: 0px; width: 649.4375px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Consolas, &#39;Liberation Mono&#39;, Courier, monospace;&quot;&gt;&lt;span style=&quot;font-size: 12px; line-height: 18px;&quot;&gt; update HiveTest 
    set salary = 50000 
    where employeeid = 19; &lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAj_6EryDNW6fsbE5_MccWUB5aLZQxhvIB7OchUIZbplTt8cTp4rhDm-Lai5znHiiEZhyphenhyphenyk5IymP1Le1CNUG_uusHIqE-cVnzbdNYFwMaV2V8CD9CZm11QJIgqAQU-4B1k3sPKXlsvtL0/s1600/update2.png&quot; imageanchor=&quot;1&quot; style=&quot;color: #888888; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;309&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAj_6EryDNW6fsbE5_MccWUB5aLZQxhvIB7OchUIZbplTt8cTp4rhDm-Lai5znHiiEZhyphenhyphenyk5IymP1Le1CNUG_uusHIqE-cVnzbdNYFwMaV2V8CD9CZm11QJIgqAQU-4B1k3sPKXlsvtL0/s1600/update2.png&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;SYNOPSIS&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ol&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;The referenced column must be a column of the table being updated.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;The value assigned must be an expression that Hive supports in the select clause. &amp;nbsp;Thus arithmetic operators, UDFs, casts, literals, etc. are supported. &amp;nbsp;Subqueries are not supported.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Only rows that match the WHERE clause will be updated.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Partitioning columns cannot be updated.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Bucketing columns cannot be updated.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;In Hive 0.14, upon successful completion of this operation the changes will be auto-committed.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;2. INSERT&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;pre style=&quot;background-color: #f0f0f0; border: 1px dashed rgb(204, 204, 204); height: auto; overflow: auto; padding: 0px; width: 649.4375px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Consolas, &#39;Liberation Mono&#39;, Courier, monospace;&quot;&gt;&lt;span style=&quot;font-size: 12px; line-height: 18px;&quot;&gt; insert into table HiveTest 
     values(21,&#39;Hive&#39;,&#39;Hive&#39;,0,&#39;B&#39;);&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtRs1pH16LaE9gYMfn33N5XqURnNU_x24NwsmMRtkEOCWRpW7Bpbji1KO3q3vyQlEBc2evHYiP5SyGoxjUGtKm2kMFfjVf3dhSb7W94FoHEca9m2d7zDYPHpQdKNAQ0pFIAZj2kEvlEYs/s1600/insert.png&quot; imageanchor=&quot;1&quot; style=&quot;color: #888888; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtRs1pH16LaE9gYMfn33N5XqURnNU_x24NwsmMRtkEOCWRpW7Bpbji1KO3q3vyQlEBc2evHYiP5SyGoxjUGtKm2kMFfjVf3dhSb7W94FoHEca9m2d7zDYPHpQdKNAQ0pFIAZj2kEvlEYs/s1600/insert.png&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;&quot; width=&quot;311&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;&lt;i&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;SYNOPSIS&lt;/span&gt;&lt;/i&gt;&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ol&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Each row listed in the VALUES clause is inserted into table tablename.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Values must be provided for every column in the table. &amp;nbsp;The standard SQL syntax that allows the user to insert values into only some columns is not yet supported. &amp;nbsp;To mimic the standard SQL, nulls can be provided for columns the user does not wish to assign a value to.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Dynamic partitioning is supported in the same way as for INSERT...SELECT.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;If the table being inserted into supports ACID and a transaction manager that supports ACID is in use, this operation will be auto-committed upon successful completion.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;3. DELETE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;pre style=&quot;background-color: #f0f0f0; border: 1px dashed rgb(204, 204, 204); height: auto; overflow: auto; padding: 0px; width: 649.4375px;&quot;&gt;&lt;span style=&quot;color: #333333; font-family: Consolas, &#39;Liberation Mono&#39;, Courier, monospace;&quot;&gt;&lt;span style=&quot;font-size: 12px; line-height: 18px;&quot;&gt; delete from HiveTest
     where employeeid=19;&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrYrfDe8ymgY5Wk2PjvbhxkNiGyF_g7UK8JRvhEoUU8NdCtB4LgWxayI1UClGKTpWV7S_AmCZWoTwlD9IROEPArGj7W6gQfRCtyUmfB8xJjQ-ZRJKJxZtpLTpVagowjk7MUVseYNGu5h0/s1600/delete.png&quot; imageanchor=&quot;1&quot; style=&quot;color: #888888; margin-left: 1em; margin-right: 1em; text-decoration: none;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;298&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrYrfDe8ymgY5Wk2PjvbhxkNiGyF_g7UK8JRvhEoUU8NdCtB4LgWxayI1UClGKTpWV7S_AmCZWoTwlD9IROEPArGj7W6gQfRCtyUmfB8xJjQ-ZRJKJxZtpLTpVagowjk7MUVseYNGu5h0/s1600/delete.png&quot; style=&quot;-webkit-box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: 1px solid rgb(238, 238, 238); box-shadow: rgba(0, 0, 0, 0.0980392) 1px 1px 5px; padding: 5px; position: relative;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;SYNOPSIS&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ol&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;Only rows that match the WHERE clause will be deleted.&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;margin: 0px 0px 0.25em; padding: 0px;&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: medium;&quot;&gt;In Hive 0.14, upon successful completion of this operation the changes will be auto-committed.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/1858459849830534912/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/hive-014-update-delete-insert-is.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/1858459849830534912'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/1858459849830534912'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/hive-014-update-delete-insert-is.html' title='HIVE 0.14 Update , delete, insert is possible'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6esRjKFW2kSUNT3Mjmgx6FSqbfpQbHAK2D8wBDkHESJwgsvOJmqEDj1gaL-KY8R4X73wcpXYLycDG-cpTi7a6ASqLgL4to9q3QoXPlnFnf8Sd6OlKM47vaOljpmbw5L5girexcjpI0jk/s72-c/select.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-2202856297846939360</id><published>2015-06-09T16:02:00.000+05:30</published><updated>2015-06-09T16:02:16.655+05:30</updated><title type='text'>MySQL: Multiple Inserts for a single column</title><content type='html'>&lt;pre class=&quot;lang-sql prettyprint prettyprinted&quot; style=&quot;background-color: #eeeeee; border: 0px; color: #393318; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; font-size: 13px; margin-bottom: 1em; max-height: 600px; overflow: auto; padding: 5px; width: auto; word-wrap: normal;&quot;&gt;&lt;code style=&quot;border: 0px; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; margin: 0px; padding: 0px; white-space: inherit;&quot;&gt;&lt;span class=&quot;kwd&quot; style=&quot;border: 0px; color: darkblue; margin: 0px; padding: 0px;&quot;&gt;INSERT&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt; &lt;/span&gt;&lt;span class=&quot;kwd&quot; style=&quot;border: 0px; color: darkblue; margin: 0px; padding: 0px;&quot;&gt;INTO&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt; tbl_name &lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;a&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;,&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;b&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;,&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;c&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;)&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt; &lt;/span&gt;&lt;span class=&quot;kwd&quot; style=&quot;border: 0px; color: darkblue; margin: 0px; padding: 0px;&quot;&gt;VALUES&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;1&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;,&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;2&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;,&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;3&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;),(&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;4&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;,&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;5&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;,&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;6&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;),(&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;7&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;,&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;8&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;,&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;9&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;);&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;pre class=&quot;lang-sql prettyprint prettyprinted&quot; style=&quot;background-color: #eeeeee; border: 0px; color: #393318; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; font-size: 13px; margin-bottom: 1em; max-height: 600px; overflow: auto; padding: 5px; width: auto; word-wrap: normal;&quot;&gt;&lt;code style=&quot;border: 0px; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; margin: 0px; padding: 0px; white-space: inherit;&quot;&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;
&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;pre class=&quot;lang-sql prettyprint prettyprinted&quot; style=&quot;background-color: #eeeeee; border: 0px; color: #393318; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; font-size: 13px; margin-bottom: 1em; max-height: 600px; overflow: auto; padding: 5px; width: auto; word-wrap: normal;&quot;&gt;&lt;code style=&quot;border: 0px; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; margin: 0px; padding: 0px; white-space: inherit;&quot;&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;once the bracket close it will take the values and look for another value in next bracket.&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/2202856297846939360/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/mysql-multiple-inserts-for-single-column.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2202856297846939360'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2202856297846939360'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/mysql-multiple-inserts-for-single-column.html' title='MySQL: Multiple Inserts for a single column'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-4384080261824593481</id><published>2015-06-09T15:51:00.001+05:30</published><updated>2015-06-09T15:51:05.000+05:30</updated><title type='text'>Incorrect table definition; there can be only one auto colum</title><content type='html'>Create table Tablename (id int not null AUTO_incremment ..........&lt;br /&gt;
.....................&lt;br /&gt;
.............................&lt;br /&gt;
);&lt;br /&gt;
&lt;br /&gt;
IF you have not defined the primary key in above syntax u will face this kind of error.</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/4384080261824593481/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/incorrect-table-definition-there-can-be.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/4384080261824593481'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/4384080261824593481'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/incorrect-table-definition-there-can-be.html' title='Incorrect table definition; there can be only one auto colum'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-8721174446899190303</id><published>2015-06-08T00:14:00.000+05:30</published><updated>2015-06-08T00:14:24.100+05:30</updated><title type='text'>Data introduction</title><content type='html'>Data&lt;br /&gt;
&lt;br /&gt;
New York Stock exchange - 4-5 terabyte data per day&lt;br /&gt;
Facebook - 240 billion photos, 7 petabyte data per month&lt;br /&gt;
Internet archive stores 18.5 data.&lt;br /&gt;
&lt;a href=&quot;http://ancestory.com/&quot;&gt;Ancestory.com&lt;/a&gt; stores 10 petabyte data.&lt;br /&gt;
&lt;br /&gt;
Good news is that big data is here and problem&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;How to store&lt;/li&gt;
&lt;li&gt;how to anylyze this much of huge data.&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/8721174446899190303/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/data-introduction.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/8721174446899190303'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/8721174446899190303'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/06/data-introduction.html' title='Data introduction'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-6415567213917337704</id><published>2015-05-26T17:29:00.001+05:30</published><updated>2015-05-26T17:29:20.638+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Apache OOZIE"/><title type='text'>Apache Oozie : Element In workflow and callback mechnism</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;448&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;448&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;640&quot; /&gt; </content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/6415567213917337704/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/apache-oozie-element-in-workflow-and.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/6415567213917337704'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/6415567213917337704'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/apache-oozie-element-in-workflow-and.html' title='Apache Oozie : Element In workflow and callback mechnism'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-8221900359207414125</id><published>2015-05-26T17:25:00.001+05:30</published><updated>2015-05-26T17:25:35.080+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Apache OOZIE"/><title type='text'>Apache OOZIE : Workflow</title><content type='html'>&lt;img alt=&quot;&quot; height=&quot;280&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt;&lt;img alt=&quot;&quot; height=&quot;280&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/8221900359207414125/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/apache-oozie-workflow.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/8221900359207414125'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/8221900359207414125'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/apache-oozie-workflow.html' title='Apache OOZIE : Workflow'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-984374466656853789</id><published>2015-05-26T17:23:00.000+05:30</published><updated>2015-05-26T17:23:07.589+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Apache OOZIE"/><title type='text'>Oozie</title><content type='html'>&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA0QAAAJWCAYAAAB4cEcKAAAACXBIWXMAAAzbAAAM3gFDnYHJAAE55ElEQVR4nOzdB1gTSRsH8NmE3ovYRbBgQcSKeiJ2sfeG+Nm7nnpnveapp6ecvffeezl7F0VUFBRREFAURRSRJh2S/TKGsilAAgng5f97bp6T2c2W2U123t2ZWS2WZQkAAAAAAIAm0irpDQAAAAAAACgpCIgAAAAAAEBjISACAAAAAACNhYAIAAAAAAA0FgIiAAAAAADQWAiIAAAAAABAYyEgAgAAAAAAjYWACAAAAAAANBYCIgAAAAAA0FgIiAAAAAAAQGMhIAIAAAAAAI2FgAgAAAAAADQWAiIAAAAAANBYCIgAAAAAAEBjISACAAAAAACNhYAIAAAAAAA0FgIiAAAAAADQWAiIAAAAAABAYyEgAgAAAAAAjYWACAAAAAAANBYCIgAAAAAA0FgIiAAAAAAAQGMhIAIAAAAAAI2FgAgAAAAAADQWAqKiaS5KnqKkLZV/UJSGi1JmsW8R/Jfg/AIAAABQM1UERKai1FOUOotSE1GqKkq6WdMEovROlJ6I0lVROiVKkSpYJ6gWjiEAAAAAaKSiBETmojRXlKaR3MqzNL4o2WSl3qK0TpT2i9IfohRehHWDauAYAgAAAIBGK0xAxIiSkygdFSVrJT/LE6VhRFyxHiFKp0WJLcQ2QNHgGAIAAAAAEOUDIlqRbiVK50XJqAjrNRGlY6I0koifNnyvFeoUUQoVJUOp/Pek9O4TjuH343s8vwAAAAC+K8oGRDaidJjkX5Gm/UueE3GH7xpZSR7aFGuLKL0SpXtKbkdp8VSU6pb0RijJhuAYfi++x/MLAAAA4LuiTECkI0pLRKlCHtNfitI4UborSsKsPPo0orYorReldnI+oy9Ka0WprSh9VWJboHBwDAEAAAAAOJQJiByJuN+IPC9EqZMoRUjl02Y9gaLUS5QOEPFIZtIaEvHoZsfyWTetlNNKvFvWvA1EqQxnOl2vryidzVpOfB7LoU86/Ejhm4pdE6WuopSR9XdRhkUuK0qDs5bXMOvvbG+JOCihy7lSwHKUURzHkB6rLqL0LxH3N+JaKkq/kdxgSxod7e6hKNlJ5dPBGxqLUrScz6iqHAs6lnS/BonSWFFqRsSDUNAR+NaI0nSinn0t6rDbRS0bul7az0z6nPlIxN/BT1L5bYj4O8Ln5AVm7UcCJ4+W5UAiflLJRcuqPxGPZAgAAABQLBQNiGhlz53IH4mMVqQmEtmKNFciEVcaW4qSpZxljxGlM6KULuezxqI0L+vzeW1vpazUQ5RWEXFFdHMeyytptD/InKykk8c8VbMSLXN/URotSo9J0fqNFOcxvC9KYaJUXWo+WrGmgUJeASutZFeTk08HboiRyivOcqTB9zZR6i5n2gOi/n1VlqrKhp4XN4lsQETLg+4vNyCiQQ4NfPhS89qIUnkiGxC1kbNNSUQ8vDsAAABAsVE0IKIVrI55TKOVXx8FlkHvfNM7wpPlTKN3xK2IbIWcVqTo3eLmim3mN/TpD71r31SUxotSshKfVTdakaR33Nsq8Zn6onSHiO+onyOFD4qK8xjGidJxIq6Qc9EndNn7I40GVf2I7DlJn8YdIpJPWoqzHOn5tIeIn57JQwMede6rslRZNvT/9NygQS43sKLbTd9X5c2Zlz5NcpazbD0iDv6COXm0maWTnHlDiOxTJwAAAAC1UjQgok1tquQxjY5WlqrAMoRZ804i4jvEXLT5EK1AcgMiWhHdR5QLhriGEnGzo1lEdU3OisJAlHYR5Sqq2Wilcn/WZ30Luf7iPIZ0Plopp+830uPMQ8+3vqLkRWQr/WZE/hOYZ1kpW3GXo7wmglw0IFDXvipLHWVDR7mLEqXKUvO3FqWNJPe7Rb+vDeQsl54n9KkiDRqzy4Gei/IG6qBBmSLnIQAAAIDKKBoQlSOSlb1stIITQBS7207noU2L6BMb6WGEaTMb7vtwaCWKBjQd8lgWbaZEK34fRKkmET+xkNf8iOafJLl36elwxa5Etk8Gd7104IDfiWyFn+7rCSLuN6Isuizal0NeJThWlGYTcf8b2qyINv2bS2SfwtBhrpdnLaMwT72K+xgGEXF/rRZS89FmjQuJeL+z0fJpROS/E2k/yd3f0lCOtDkbrbSX52yTOvZVWeoqGzpQxiMiGxDR/mjGJHffbIlkvz4uGhDRppopWdtZJ+uzXPQ8vE2K9nQMAAAAQGmKBkS08iIviKCVl89KrI82paLNb6Qr07SSxO2XQtc3JY9l0KdGdCQ07p1k2qTpEhE34+Gi2/wjETftycz6TF7DQ9NtoM2+phLZYIhaLErbSeEqbPTu+TQ5+XR7aKXZi5NHg7afiLgCOUZqfvr+IFqZvluIbSjuY0grv/RYSQcJNkTcwf8GJ482IRtAZPuf0OZodHCG7GCtJMuRBsM0qAjL2h5alnTf6OAE6thXZamrbPLqR0QDpIpEHBBlB3ny+qdRtL8RbU4ZTnLfgyX9HUP/IQAAACgRigZEeVV0aOUtTYn1ZZC8K3x0HUzW9FpE/ORHGq18zSeyzWroXXt6x5sGRdL7RCtf9M71xwK2jTbhoU+TTOVM20rEAVFhm97RkcRqycm/SMRPu6TRctpNxCOJcYMYum90xDAa1CkbmBX3MaSJ7h+t6HPLlAYCNCCgTwOyn7aZE/HIdNLoPG85f5dUOdKBDugTS+55R5ftKbUNqtxXZamrbPLqR0T/TYMg+r4qGuS15kwTZuU7ZP1Ng3H6PqXwrM9JB44U+g8BAABAiVA0IMqrwkwrv3lVtOXRJvKfvmSvg82abk/kj45F+za8k5PPZk2jLxSV7idjmZWXX0BEh/Q+KeezFB3K+2eiXNDARfeHVgzllRNtdkQHjZAXYNB+JvKe6NAhn2lFW9mAqDiPYTban4gO6TxAaj4aENDAIDprWXQAjEpS89D920tyhzgvqXKkgcACUnDfFlXuq7LUXTby+hHRddJBFOiw3fRpYWPONPrEcScRj/hIspZFl3mZiMvCgchC/yEAAAAoEYoGRLQfAa2sSVee6J1hKyXWRytg8gIdWln7wvnbJo/P03ea5FWBpZUpeoddOqihlbG8XkSavU10ZK96cqbRpnYjibg5T1HY5JFfjcjv+5QfWt60DJWtPBf3MaToEzVa0e9HJN/TQyvWtHnjpaz8QUT2PT40wPCUyrPJY5vUWY70yUWoAstT9b4qyyaPfFWUTV79iGiQQ/ul0aZz3O8dfcEv3R/aD8kgK48+QaLnHn3yayK1HPQfAgAAgBKjaEBEm7LQgENeZZoGEnTksYL6PtA7yrTjtYGcabQ5UThnPnnzUF/zWQ+tTMnrkE6XJ28wAZK1HtocrrWcabRSR4chLuo7YfLbn8Kgx0CZF+pmK85jmI0uzzsr34aTT4NUWrZXifgJnrwhrWkzNW6AVVLlSINsRZ5cqHJflaXussmrHxENtGjwRM8fbp8yGgy9JuInttnvZ6IDKVgQcXM56XJH/yEAAAAoMYpWrGlzGdpUra6cad2I+L0/KQUsg1a86ehV8ppb0b4X2XfhacUyr5G2jPP4fPby5VUK6fLkVWjpHXAPItvEiaIVuT5E3Pm8qPLbn8LIa/8LUpzHkIv2+6IDEsyQyqeBAQ0Q6LDq5aWmyXsfT0mVY0LBs+RQ1b4qS91lk1c/IhoE0XcYuXDyBFnz0hf50he9ZgdEtB9fbSLu0ycN/YcAAACgxCgaENE7uPQOt7zKNK3k0X4RBTX5ocMMD8pjGq04cUc6y6tzOb3LTCvl8oa+pk+BqsrJp/NGSuXR/aYjhskbyY5WgOn7YwLz2IbCeJNH/m+itIQUfmQxZRT3McxGK/pHiLisuX1caDNGWjmmTcykK+B0GHB/Oct6k8e61VmOygQqqtxXZb3JI19VZSOvHxH9LrYhku8Ko+cZ3Sf6vct+2StFv3N0SPuGcpaN/kMAAABQYhQNiGhF74AoTSCyHbfpMjYR8V3wCCIfHRJ4NZEclpm77B1EfPeZohW350T2bjRFK1O0QhYmlc9kTZPXV4g2RXonNe8IIu4oL42ucwiRPypXYdH9oRVEOuCAdNnRDve043lBT2ayZXd0L0zltjiPoTR6PJ+KkhMnj1amaeBQX8788t7HU1rKsSCq2FdlFUfZ5NWPiD5JLcf5mzaVi876vA+R/B6PkJqXEPQfAgAAgBKmTF8UWsk7Q3Lv+HLRpw7XRWksEb/vJLtyQ4MPOhTwBiK+OywPfaHlJak8+qJL2ozGXiqf9kH4U5TGE8lR0+jIVfQuuLz9oe9TieZsT8+s7ZHu2C7IWu4FovqKMu2PRPdHeuCGH4j4ZZq7C1gn7YQ+goiHfqYV0LyCloIU5zHkopVxWvF3kspvI2de+oSOjuwnrzxKSznmR1X7qix1l01e/YhspP6mzeWyn/bQ4Ig2I8wOguSN4oj+QwAAAFCilAmI6J3eX4i4v4B0PwiKVpppk6sPRHyXnFag6Lt95L1PKButPNKXSUr306B3o2kFfKOcz9D3ptB3ruwi4qZwdB307nt1OfPS/hnrsraFVuxp0x5aWZU3ShqtmNIO8S5ypmWjT5vovilbgaX9KWgfnW1S+TQooy97paN10cEdnmVtqz4RD15At5e+E4a+WJN2dI8jhe9DRBXnMeSi5UUHbVhEZEcYk0bXLz04Q7bSUo75UdW+KkvdZZNXPyLpeegNiOwmrfScoM0BO+az3eg/BAAAACVK2dHKaFM1ereZVvgM85inYlYqCK00TSTiF0BKoxWrfaLUn8h/KtGCyH+5o7TNUsunyzLKY94+WSk/14i48qjskNd0fw5lLb+r1DRaYR2flYpDcR1DabTZIn0ClV8Z06dSe0jeTe9KUznmRxX7qqziKBt5/Yi46L74Sf1Nz438AiL0HwIAAIASpWxARCtd9K52B1E6SuQ3gVEEvXM8iohfhprX0xZ6x5s236FPbpoUYh20czt9GpJZmA1UA9o0aAQRl1ubEtyO4jyGXNnv6aFNrvJ6OkOfTN0uYDmlpRzzo6p9VZa6yyavfkTZ6NOuD5y/6XmR3fxSuokqIeg/BAAAAKVAYd5nk910poEo/SpKP5K8m9BIoxUfehebjnyV10hyXLRJXHsiHgCBroevwGdopZD2M6JN5VR1911V6ChsdIjrmURcdtId4PNDh7XenfX/oirOY8hdJ21ORZ+eWOcxD+3fpMh7n0pLOeZFlfuqLHWWTV79iLLRvkCJUnm0bxMNpEzlzI/+QwAAAFDiChMQZaOVOVrpon0lehHxaFaNiXjo6+yXf9LKM32XD+3Mf4WI39EiPQR2QeiTiJ9FaQURjwDXWZQciXiAhWwfRcmXiJ8m0bvjsUrvTfGhI4otJOKAjTYJpJXXRkR81z37aQIdMILebadDf9MR72jzK7p/yjbVK0hxHUPu+k4RcZ8jabSyTQMteUOqy1OaylEeVe6rstRVNgX1I6JPHqX3iQ5oQoMi6UEmKPQfAgAAgBJXlIAoG+2EvScrqQutiNFK+T9ZqbDLWJyVVIVWDhV9siKNBm3biGwn+JJQHMeQosHV9KykKqoqx6IcS3lUsa9F3SZ1nGMPiXJPnWhw1kyF6wcAAABQKcUDIobJ7SfCsrL9IjC9ZKcDAAAAAIDSFAuIaGWcWwnH36XrbwAAAAAAKJSCAyJ5lW/6d35PLDBd/dMBAAAAAKDICg6I8qp8F1Qpx3T1TgcAAAAAgCJTxaAKAAAAAAAA3yUERAAAAAAAoLEQEAEAAAAAgMZCQAQAAAAAABoLAREAAAAAAGgsBEQAAAAAAKCxEBABAAAAAIDGQkAEAAAAAAAaCwERAAAAAABoLAREAAAAAACgsRAQAQAAAACAxkJABAAAAAAAGgsBEQAAAAAAaCwERAAAAAAAoLEQEAEAAAAAgMZCQAQAAAAAABoLAREAAAAAAGgsBEQAAAAAAKCxEBABAAAAAIDGQkAEAAAAAAAaCwERAAAAAABoLAREAAAAAACgsRAQAQAAAACAxkJABAAAAAAAGgsBEQAAAAAAaCwERAAAAAAAoLEQEAEAAAAAgMZCQAQAAAAAABoLAREAAAAAAGgsBEQAAAAAAKCxEBABAAAAAIDGQkAEAAAAAAAaCwERAAAAAABoLAREAAAAAACgsRAQAQAAAACAxkJABAAAAAAAGgsBEQAAAAAAaCwERAAAAAAAoLEQEAEAAAAAgMZCQAQAAAAAABoLAREAAAAAAGgsBEQAAAAAAKCxEBABAAAAAIDGQkAEAAAAAAAaCwERAAAAAABoLAREAAAAAACgsRAQAQAAAACAxkJABAAAAAAAGgsBEQAAAAAAaCwERAAAAAAAoLEQEAEAAAAAgMZCQAQAAAAAABoLAREAAAAAAGgsBEQAAAAAAKCxEBABAAAAAIDGQkAEAAAAAAAaCwERAAAAAABoLAREAAAAAACgsRAQAQAAAACAxkJA9J+SxgTMs//J4a9XKySyHVa9eOU7vXk1LfK1hDYMAAAAAKBUQkCUJfH2/1pWabP/VpzcMqmZOe/ZM9cF9XRv5L0Elok5N6CjTY8TF0RRB192esOMjW99mk+05vuqbqu/b/mXeQF0uiZd+HzevosJeauGTVOP1CCD3Ut3Tw1KJWY5eTwzodO4nw/1tdF5VoJbBgAAAKCxEBApJERr85oH42duc/E0JiRT7iyCd9onlp6aID8YAhBJe6m3Z4HHzFuEWOZmmrFDXaf4IyACAAAAKBkIiBQUdcCjy+XFztX7l+W9lDc9LWhnjeVewk7FvV0AAAAAAFB4CIgUlXLB2OPIG/feP1abLyo0oeTEr7wHqzcNCybEsGQ2Lps2sR68/t8jdWIjBZxcrTJNY8rxSUqJbRYAAAAAQCmFgEgJj1Zt+1/A2CVrG+iRaG6+MOqSlceBqKEltV25eKxJ3c4hA+uSkJLekqKwGb/5iEd7i5MMIWxe8zC6VdIaGZDPxbldAAAAAPDfg4BIGWFbq670mttpT3vTQ7mV9Qwm7NDS7hdSSKXCLFL4NcTY6/rdNj6PfRv7+vo1ehby3u5zTIxlbOxX81ShuD+SjlmlhGq1HV82b9vj9uAR7vs62hk/48kNFpQZZa6AeTPDM65tW/G/9XtOj7z9LLxhXDrR45tVS3Bydbs+9ffZSwfWM/GRvw1FZ+XUw7//gIrHCrt8YeIroxsHd/Y/cPpq37uPXzR5HZVU4dsjPZ6RsEKthqHOrn2vDhs3akfXOiZP8luHao7NV961/hXWdTyRNEn+WuKY/W2MD+0n5BA3l9f+rFfMtR5tTUUnGCHxvH87WOzueV34P+48ej0vXft0xrWrybd5sgmYd5udhlpP9N0rsRrrmeG+L5c1bpgTzOd//G3TQ4RnVi6asObAxeHeQZ/t00SbRJwP+3z2HNSqDEPS1FHeJO2D7r2j23vvOX55wJ3Hz51CI+Iri3aM+TZNxySjfOWqEdVq1wt2bNDkSXNnF6+2rRvfrmLAxOe5PAAAAAAFICDKV3mhc50vQXcDM+qK/45hjnqcn/hP2yGnyvOymqClPDPYvMp3PPdTVs3rBXy9H1A3lVYiC5B0f07jzn1OnUrOZzCG9LgIk6D7EU2D7l9ounvJjBmNf9y768TyftOr6qhjGG2WpATvqTG8z6jte4OFjbhTBHGvTbyPLO7jfeRAzysnvMZv7Vtxl2zzwRLEJvFe7JvR73+TtmzwTSJWMtOFibzIwDt2x2ha/dukRpN27D2yYvD0GnokTt7iSt+xkZXfU7TCYUn626PW47oP3rU9iG0qOUlqVSos79SQ3dVHu448eTCM1Je7WekJ2h9fP7Oh6d6FQ502ibJcjsdMvd3PfF3h9xUAAAAAAVEBygpc53TZGjxi1z9RhOjQnLSr/zQ78GpAgxk1tb3pUNtxnsudtr8lDXM/0zRjxrhqO5beD1imSECkvGTm8br+o1wyrur5begwyoInebe+yN7tr+zewvfS0wRSNu+Z3vB3DRm2xjn40uNR1lpPVLr+whLG8b3+7DCjzaLHSzOznyrkK5nx3eg2vGFwVI0HZ6f2rKtPYoq+EWo+NlIYRg1P6BK8Ted1OXbgWAhxlDc5Z4WqLO8UX8O/uo/ck2cwBAAAAKBGCIgKYNxs2pNJdrsezg8mzuKcp9prNj0dO2llk4f6gg+8M0uPT+C+R8eg+5w7A6uefra0EOsysq7/oYG9XYBNefNIY0PdRJIap/vxtb+N1w1/l+yALFv45skDV0/y37nQQfd6kXZQWpyvyVNCTAqcL+264eItL8a5L67/oy4hggLnV4LP6EqL+aPJ4vzmabQpfP7DCVUW8r/V0QVM5IkxXbsverxYpnKuVz21dffWl+uUYT9+enLJ/tT9SGfu5MRr01r2/KOpx5NlLSYZMdymZ5IKf2z4xKR6w/A6tT6/FAritF6GfqouvWydijU+2xrzJQIyk1qmQfyCnv4wjOoDorfHKh0jeTT/ZIVZZava8k58uLrBpmDiJLkyA7Zmmy73W9YqH2DIpAoSYiItXr/wr/0k4L19Eoa2BwAAABVCQFQQ3Vopo2Y7b/xrzF3n7Fr/u53Le93+49DCdp/26P5zK6Nr7szlhENnu26yEp5OVXTx2hVcP85eO3JGn4GdTjqU030vrwmU4MvNMnOd251ZHkR+yM0N1tqz97nbr8sa3dJTcUBC6/cNJ23eu35238WNyiR/CDj2R0+3kTu2hYpqqdy5Xp+50vbd/PqGNbRJgmrXr6TE+8Z/TTuxSPoFr/ouSx7ePDO7bzMzXoQ4J415tde9v9PwEwdi6JB8WV6tnDZs96R7W6dU0/Lhfl41x8ZA4ORxx+OFB/Eg8Wcs2pr1Dr4l9R6igQf9pu5rbXRY2d3m8Rj1NVfUtkvrOXnMrp5Otl7GmdHMG/9b9te/mJT99shTpeWdyUT7+9vFcqaLvnSk477gmReHVlolHRSyaVG6z+9caHHiwKnBUWa8T2rbfwAAANAYCIgKpEUq95l7tc/P3cOOJxDbb1nxJyw8zgQPMni4zuQFIUY5s9aa9GpqM6PrxJvUVXTpevXGB/1ZjwTlNw/fstWXieMddi3/6dkP3PzwW75NogWN9CrzSZJy+5S/siPPnri6znWc5bcmX6akyYi1h/f5XKjdYmPkHxIzvn1Y/m0aMSnpgCjBe32jg5FSZc5rkbZq78yJuZVzSpet7r769D+bT54f4832zslmfXQ2HAkdPO6X2o91OH2iSuOx4WL4PPUERJb9o/f5HOg41FaH0xxyApmd9S9RebdQYXmzQiEr07SUFQh5rPjpk0RAxOiWTavXYcQtmoq8nwAAAAAEAZFCGIu2MbNGVtpzfE3EfHFOJrn125gZE6M/cu5q84nzrJG7auuQOKVf+CNM5IfeONxy39Fzg27ef/pD4KvwGtHJQqMCPxf10jwqg+irttJtnznzl3YrLSX6vxgIa7ap6cNsjJSsnSZ+1k/IlGwuVvxSmZBLXs7x0udyxTrRvCeXapx7RipKzp/GxFuYpIqiWoncoPM+LjFzauvmDJaRrVQdG0kMj2EV6LyjJAO226YN84fY6jyVP13V5a2VUqaO3Wsj4i9IzGkKl0aujai6rMqajiNaN673sHbtWkG1atcNcmjQ4GmdSkbhBTYlBAAAAFACAiKFGAgbTp5+sP6aWTP8CTH+lvXhrtUL7iwmfWLn9ql8RNnKWvq705Xn9Bu6Z7VPUjulNys1QSdNqOJjWL71Z5dK2q+ks3VMzJJ0ReGB5EARAkYgVP3AEQW/h0iLWDUt80y84jTmQ0BkDZlZ3u+sNK73ziMKr/R9gNXHdGJYXi83ICp1x0YKo44+RLptksZ3KHsx7+GxVV/exs2n+A0pfzxw60dSL3cGlnz0u2J/RJQkPmdZL67zgBEnp/w8YU3XmobPVD/KHgAAAGgaBEQK0q7uHjanw2//ul9LHyJveqURM/9ta8GEK7NMNvGBye/t+xxdHUJaFGqjWFb1NWIL6wRzbSLbB0pLV6BVTJVPpd5DxGbwkpIyDQqcryAp8bopnACmVB4bmVXIe0DEksx0gbZsvoIqN46yNZA/DLl48RmMqsubMXGJX/avx//CXOecvhpDqub7uS8BZpc2zxx1afPa4f877DVl56DKW0vV0O8AAADw3UFApCheeUG3uYO2WFzbNyBGogM45ZA5dXKjrQa0LZ3ChMzH0790XBVCmktPKdvhJ695E3usb1rNKthIh5dKn8R8ODSgV8dFL/MdeU0l+KLAh5GtYDIMT6j65lkqwGizhgZaKUoVvTyskBPAlNJjIyUzNUNHNujKJDFvYyrKmV0xBuap+vy8R9tTT3kzrEmT2U8uh/e1v7J7i9uuI/+6Xb370jmGza85Zjh/35gpS/u0O3m9jxUvpGgbAwAAAJoMAZHCGNa05YxH46vte7zktWRFWaf9nAf/q6Htq9zykpjnpx+2kxm2uJ5HkOf52d1r6XDv0qcxmWxGl0Jv+n+aLluxXvkQcvW9ZHbjzf7hD8b/UKVQfXhK27FhCE+LJ5B+EJISE2eaxhK+McOJTjI/6HjdeOcsvQRl1pV/4KuO8s5as2GNJNfJy7bTRNh0Xtz7VxVCX4dVex36osajawfbbTrs55bIHXI78bLpLp+vLn26miIgAgAAgEJDQKQMPfuUcTOcNi+Z/JATEJmzA+Z031yeJ6eZWX7YNCb6Y5KVdLZR7UZhFXVIokRmarD+yWOvexVuo//r9NganX/wMll1NDOBez4/3lbnRNgoh+k1tO/n/3khk/T2RcUoy7optkY88buA1HVsGC1WT5tkSD5/ySSpGWwBTdz4xKissWjbYiWzg65UfZE4qIyLMYnI3pfYWx7Nlj4hbRTankJRQ3nLw+gIzarUiWhCU+uudwaOHrOnbXqVxK4nEyfkzpRKwl/F2mQSUx6azQEAAEBhISBSihZrPWjB+YkHZl3xjGe/vbxSy/p/7+a0Mr2odOduRoc1NdeNJ9zB3EQSPfc3uhPdrmrXMjzxwAYZkTrnZw/4bUHOi2FBmmmLKb6Dyx0N2vqJ2yn/sfaMPjP2VD37T//etnoB0seHTXmv73P+aKf9uzaP2HJBq+v8oCcdfqmlc+fbRHUdG76xoKwxSSAxpDxnqcz90486xbZre9ScJ7XCHLqsdVPrALJPKiD6vLPc0PGNNx1YPGh2faPYL0/PruwyfdLWVZH0RT5qpOryTvGd59hzToRH25HDjwzo+sP5mmZaUTIrFX3e/3Wi7EttDXVSFOprBgAAAJAHBERK4ll2jt7o1dm16EsyZO27O94m5x6OkciO2lOuW40nft17t/jXWis6xf/qyTZ3w4UyFUHgMP4h4c/VvX4/7HbmOPephTBgnV3fajueVm/Z4VGLupWfmfJT0+O/fLJ48+JxbZ/nH+ul5YyYV1uqQ4yajo2ebcoP1Ujw3hhix81+v6HdUIu9lfpWq2D0QZshAqJtkz7q8Jkps+11PcVzaLGV2vV5YEeeJgWLNo772XeHJvdwESWFt0EVVF3embFaz6/tbHPt2k7X30SzWFRzDK9vbxdgXdb8o4kBLzk1OszC9/pFF98oUllyQ6wFrRta+CIgAgAAgKJAQFRi+GzlAQsvDp/XOXBPFKkjMSn+qfG5PU85o9mZsc1a6z54cPuTTCd/oPhsxYG7zv/7tN28dkuf/C2QmJbMvPI62/SVF2mqzPLUcmz4FTI7DW9ygjx61F1m2tcIg9dfSdZw1gnCd0lCM+5kndpjQn7v7HFq2KWUofmvxIit31TH398nxrHA7Sk0VZc3l5DEvPazviVKBc1p0OnPe1Mc9O4Wbj0AAAAAYgiIShDPolPMugsebu87zPn3ehypIn+uCsJea8/PW6I15kNdBER545lnuvx9x+Np7Zmvhk/Zsu5xIimr6EfNG7d5UdeUL9FMSz3HRou1Hbnl+ILdTkP+fCzoqOj2fcOvlDFk58HZns596m5/TRrJn6maYMj2M7PmpQ+Pq+0Ts1Op5StLxeWt7AiG5bosvXX64IihVbWk+nQBAAAAKAkBUYliWOPGs59eCmndaJ/HP9M2H7s2+PHbhBr0jrtOGbvYZh0HXp/4y6zlgxwMH0ZsJgU8GQDCGAnth28+6jNg7rnbR/f2PnT6St87j545hUQkVM4eMY5vUCa1SnW713UcGgf80LqdZwfXDlecqhqFyja7UtOxMWyU+MftwD4N1i4dt+HwZfd7zyIcE1nFvof8Cr0jtzwJaNNx+eIpaw9cGnb/VWxtAeETk0r1Ilv1Gn5+yqwJq1xtdALfF9e5oqLy1m+6ws8/aGC9m9dvtfN6+KiZ6I/6r96+s/kQk1ImZ6QEHbOMyjXsXzd27niv99BRhwY7V7mhR5sXAgAAABQRAqIsRq33ecWy+wr/QssiLEurTLPokctO/DFyGfkjr3mqTHi8j51A9uW/JF223sLQlexCsrLgtSozr2if2h2+k8AeVun5osoy52IMbJLbjJh3kKaiLkt1x4azfYY1k3r+smNVz1/IKmW3h2ds/3XggoNLBi4gS4q2Pcod//wUubwZHaFlrVah/WmaRLYWdXsAAAAAlIGACAAAAAAANBYCIgAAAAAA0FgIiAAAAAAAQGMhIAIAAAAAAI2FgAgAAAAAADQWAiIAAAAAANBYCIgAAAAAAEBjISACAAAAAACNhYAIAAAAAAA0FgIiAAAAAADQWAiIAAAAAABAYyEgAgAAAAAAjYWACAAAAAAANBYCIgAAAAAA0FgIiAAAAAAAQGMhIAIAAAAAAI2FgAgAAAAAADQWAiIAAAAAANBYCIgAAAAAAEBjISACAAAAAACNhYAIAAAAAAA0FgIiANAoSXdHNa/aapfnF0K0czKdj/hEew5sZcmQtBLctP+ABN6FrmW2dbuYMSo3z4wdeuvdkH2tjQ6X3HaBeqjneLOJgUan1y4ft+nIFfcHz987JAg439V8NNoUPv/hhCoL+aJFFHbdmgPf1eKE607ph4AI5Mhk3qxrMsJ26tOdSn+0rsfL4Cezm9XUJvFq2DAAAPgPE0RdKDulZbfzm0NJk5LeFigpedRBbH998zRwceP6uiRG9jMC5t1mp6HWE333SmRXmvbeJ2R1oyb65LM6txi+fwiIAEqBlIc/Nq7ebL1XJCG6OZkt9j/+5OXuXJYhqSW4aQAqh/Md5PvK8/p95E8IhgCguCEgAgAAgJKXHGB44ExUD8lMbdJgnMfBmZ1rnDLVZrKC5TTm5aZR7jMvJAwq/o0EgP8iBEQAAKAixmzHw5HTotKEc3OyGD7RNzVKKMGNgu9FaoRuUBSpIJFn4Ra9ZuVPs1wMyYfczBSm3BWjxoTgtCo8fFcBuBAQgeKqzgi/92i+i4Me+ZLnPDxd1lCbJBfjVgFAqcGw2iaWiVaEJJb0lsD3hxWk8zNFJ5FEpr55qgGPZJTQJv2H4bsKwIWACBTH0xUaGht9NdJV7AdUEHW23PB6vW4f+Exq5eZWFUy94z9gtbPJaYYzElCy3zzHpo3+uvuCEKOcWY26xe95cdplWBUtf8klZzBRPicct+88POrczQftn4V8tEsU0nOZT0wq20c6te1+223spJ3uzpVu6DJEUMBWMglBl6vv23Vo+JmrXq6+gWH2X1KJAW2mYWxV4Uvl6g1et3LterV77/5nujSwfCRaifDbx9Ke68+vV+/qglDSMndZ9pnLQvxcZtbQ9uauIf58545lul++zL3Qmw+7ferdngaD7vYqt77z2dRxcjfNe2jjcryhKRJ5DdYHvPGZ3KKqlvQxUGWZ5IdlUt/dq3DugmfXh48eN/H1C2j4KvJLpZiYGIuEVKH+t1l0zTKq1Kwf2rR11zuDRo7a26exlbd2drnlyGeEIxfe0dB/13bwWLd32tl7gS5RycRIy6x6QrMuQ6/8PG/mkj61jfyYfEaRSv9ws8Lmxctmbj/pOTDgY1Jllhiz1k6ufu7T5m2cO9hhH7/wOy9HHO9UG/P9fW8TN5n9+CHh5M1Ni4Yv3Xx8smfgZwfRacVUatzZf9iM+WvnDnLYb8Ij6bQ8U8IuW2/2WPnTttNeAwI/JVckemXT7Fv19h77y7zlE9tWuqgjU3YcbBov4t7hJtt3HR15/rZP24DQzzVFJwyP/mdUvmaUQ7N2Pj3cRh0d07fJcSu5NypUfRzyG7lKePRyr3KbVHK+q3O/W7HHAo4s6blgzcGfrjx82yKBFX2PnHb6RXiPbFmRR1Jkl8WRfM94nE3L+9s+k7o5eRV/jHgQuraRkz6JypnNa2wzG+ftnp8J0RHnOGSuDPVt9VN1rfs5n4s9a9mtYi//C6mkYk5e/VUvXj2e3ryaFvlaSspDsdGxMiN0Toxt8U//3e+mSeSbdIpf43W4R4dTzRvZzwteLfezEWsqNzVYk1N24r5mfVsptN5sRSmfYj+mLJMWcbf8/k07xh67dLerb+Br+8/JbNZ1UZeYVbT+WM2ubki9+o38nVq63OvY2eWKnQkvWqny+EaRUebU9ztdclR1DZOk8utOkb/TqlxWfr8Pmcf89v/d76/1R6Zd8wlvJjqJ+fpl60a36j3q3Izfpnh0stYNUnbXSwoCIlAbftnuUWsPjB1/q9O2SxGE6Ilz3/LX/u/PVQOfrnzY0oSJ+JaV7Ge0dOhfayWCIWLBDty9fY57Fa1n3GUKY++brxnjtvrnk2+Gya5RQBLe+1e4ts9/8LV9fw/+s9eKKyd2Tx/pZMb7IDuv6Dfiq7/xjqnuf0/ZHTAp7duPA1cG+fo53DKQpvtnm269qNPlg6gCUKGgClEJUGWZFCyThB8c23vA3MANec6SFqf9LsCzDk0nN/w2rvaoPUfObXQfX1234JEH2eQgw+2D+20ZezR8jMRa416ZeB1a0N/ryKmes67fdFvaxuIUT+ZiK2S+3Pz1h06dPc76phOL3PyvTPjD442WuB/fvufElv5nx7PrldxppQnjvM0WtOl9ev695C65uckk4vFJxyVDTu44fON0R69NXcdknpncpkP/bUeCCTHMmS01Svf51a1tpl893PrCWu8/T/9Y9299IhvECj7fslo6zG3j75c+9pezBSTx48uy3mdedvM+s6nbr7YDFq89tm3Y5Mamt2TLTVbRjoN6qXO/SdpbvYMje6x23xs2RSKfZZk8PiHJoE5Sz2b63tvOpeRWnj/cKncvMtPWqZpWVuU5nQm/fbdpbsWZCtQ67xfXdHr1Mg+yK5HJLy9We5xKynAXb93JxbuilmSFpVSXx7cNjNK+MK3NAplgyLxrzIa7x3pMrKvlHXSKNFR4eUoqcvkU6zHNYN4fn9it3YAdh0O4vwk50kjch5DyvjTdOtNq71qtya7nosdf6ma6tShlpKzS/PtQMFVfw1R/3VHld1qdvw/Cr09MVnXrc+DnS9ESfflSol6UubJ15ogr23e5//jv9ZGrupY7+D0MhY+ACNSIx1p0WHb30LRrHi5rwv7MyX6zuur/5vdf+HRFywnGTLLAd+nQCX+9IC7cT5Yfuf/Ehj7l93C/RMKYG5YzndufXRVIflBk7e/PzOjUom3sVa/bCzs2N2EkAgBhnJf5H+1an/jbT9C2iDvJwRDFawmqocoyUQ8BCdo5dFAHI+vUp6tbjTVh8mv6EsdcHNvq7wMRqWXznEXor7Ns0KyNnYO3+7QzZd5xJ6U+X1G7WyfRRSmTe1GS9OHk+M7tn1eu+5Uo9l6Twoljzo/t8vfBzwLzvOYI2+42eLDhgPTINXv7ya/4UAnMlamD5q1s/8jzt7q6t7lTBFHny01u3v3CljDSSKFNCjtWeapTyKUor9t9FjY3uZj/nduiHQd1Uu9+JzGPFvWYsv9OWGPZaSz9oAJfbxO2YR/Ha+Tc/dG5eUFaF/zim0yrZvnw2/qFsfzHl4JdJD+XSfzOB7ZO7t9qkyH9g1aMPT2bfJKoYJuyLbvUvKnHCY5LfXkIv2jdnNtubveNoXMl8i17ftnidbjbuFr6D2gwodC2F4Jqyqf4jmlm+J4qQ4fs2Jn3b0JpUHp/H9Qj/2uYqq87qvxOq/06Ma794oOR6WXynEX4XHtdt067zB/di57f2PBK6XximAsBESgu7G8bR72/8+4/JO+lboypwHnRkZW/XHbqsCQot3lZ2Kphw+f39zu7UG/52//99eJPicVUnRJ+aGXnn8vwOMPvCqO0zk7s/5dMxd/cKX7oxMHbW9tZPBd89LU6s2ntyItvSe2cjz1ZVLf/3A7/vNjQemTOD5kwWuvClF4L5AdD5mwdF+f79a1Nwtj4CKPAh3caP/skqKRYATGExzBKfOF1iHW3CbdGl0nQyvjkWXb/+dDuEs/kTZ3j3frZneY+HdCt6fDaOLs9vSrLpBD0bFpEuLZrcb2RffWAChbGX/SZNEFsRGBF73/3dT50/7NE5eDN2hlD9k6/t2GKrZZPfsuMyb7I8soIqtU0Cot9+aZqrPRFJGp/OY8rS3u3HWC1PucHNjNMZ9f4X/5+IOeiZFijZbhLXTP/lFf3rG89j60f//K9dWH3WVHx2cGQhW1CLbOELy9ff7GVnCOFeK7Zm/NET6d8jS82WhEpwe9TKkvOF6C1bp3v+J82tfAy+FapEhFEah8f67ZE3kXOzL5DSHtHK1/Be59ylz1DXVK4Tz6FT3QW9Zu1rd2Lzc3bFlBJKfRxyJcOW6TzXe37nUGC5Fb+ifiJiELfbD5r1aLbEztyPyn3qV8G8bsY1DqlX8st345h0nPD8/5CmX2I8brR4E16K2N7HRJL2Fje4wtBrSVm0Gqc2tvB6FHO36W9PITxfO8Fnad3Wv58gcSsVn0+7/A62G1UTb2s3wI+MW/q7j9h1Nsd6SnBhicO3e0fz62b8Owyug91Pl5WS/x0Xq+uXbC8J6YyVFY+xXVMBcyHC5tb384gVtxZKneadGdc90anbMy1otMSvhhHhD6v9sTnTpMbd0NaJpRQHU49vw8KKLAOopwiX8NUfd1R5Xe6GK4TsVnBkGntVq9b2hm/+BrsZXsnKN5eci5/7YVjNqwY8mC2cy0dEldgGZQgBESgdoxR04Q/jiyacKnB73f9WGIqzn3NXzloyOZQnfNfJJvK1cqcc2TJpNZmzHvuMtJebKg1+2isZJOwSmM+nPfb7NLViv9KnDGcjJswYOvMRq0ur3xNnLJni9jya/8jcz1XjLXm+9G/0wM31px54MsoIsW43WLvfw/OGtq6nPbrnEw2hffOc1fzVRfKd9Uq8EedYXm8/NsZS9Jj64xbdWj7OHKIvpfl6vn1HSXey1J3Qujq7e4T8noviyrLRHE8YtHq9wcn/Vyb92hg6ZPTp4rjx7m/Lxs9qd5fHbZ84NwV9tHeezWy88RxVR4V9OjcZuTB41fWDx5f04CJEUTfLPOLS7vTywK5fbXSic+5wLbJA6yy7rwSkhqwpfY/XgJXySXpkzbL7y46+3OjhcY08GNTeaH7h/VrMezY/miJu7TqoE9ae9xecmZm0/mmvMyMiMMDetV1O31MtgJTUTj0gOeP29yqb9EjieyjBc1/arrg+XLuHJ9u3mgSnt7CqHbWxSQtYF3tX89+lRpu2IjtuPbe/JNTHJYYfQtyhUzs3T+d2rdZdMlPQMxyZvuwreIvB38ZeXeizSJ5x46rMMchf0U834tpv4lhs8TJKxbNmyCqhFbW+Zr0PtC71s2XtrUMeYrso+jEqto+ol25P8KCP5F62XnRXrcdw9NbfjuGaWHXq9yP5/QhyRZyuYpP9B+V7SvyYkUVbKPzT4WSwYh9r9dNzXOf6pbq8hAm8vyWDZjQbuEjD4lBEsoNiNrtta/L8Oq6vrkz89nynefd2tSZ3GI/HywXdOiu6z1Ccp+uVujy6c/Nq6dJvlgzpcCnSqosn+I5punk04vI6hLTbX95c+7s330cdWUHMmLTIvUenT3TKaSGbkRBZaEOqv99KC6qu4ap+rqjynO2eH4fzNne271nHxhVa7UBIzrGbDIvaIebW4uxZ3fHca91T1bVWfN4SpuNLQxO57f/JQ0B0XdAELG9cvPKYwMekexgQjlVZjzeGby80Tg9Re6qqYl+/ZnPD604P6vez95bci6Q78+XP0tIee58jguPrJvXzOiy5B2lNCbk6AFX6WYEzeb/udHViv+am8eYNosfP67OnpVzA3Mq/0TorbvnVlTH0cMqPKF9gEOO7ev8UrpJQrnRH08e/8WttTnzViKf0RdWaT3p3srW5F7Be8kjfEaZgKgoVFkmyty947NlfhjyuE9+s/DMM5sNbnPedMvBmdw7vaF3XzdKHVeFn+/F0Xb2m+Pr3SbXNBC/iZxfps2XmX+4rFgxxLMlt2BjQ8KtE1miZUh/hEk68/bimVZv6JWIy3HR821TGy0zzn4KxugJa7ivO7Vu/9mjblfShiq+z4XQeOmznT83XWL6beAELVKpyxhPF73Tn86lEomnjaYDtl5a41Z9h963gS6MSMPRU441WjDxD1/ud/3jC8vIdGIoDojSmJdHj3QWHWADifU1Xeq/daLDSqOcJ3481tz5t4c7Zu1f2mjpm6W5M7Lkwe6rfT6OG7uiMp8k5bn9hToO6lRM+00cM/66e6P3bw0Mboh/gyyImVXVz/VcyF2FN9WgTlKP5gb3Np9Jzqk8k+DLVX1j51aoXY6N//zgqmNY9rlaxinWLv4hPziDmBDyTPvcs8TGIyqaPEt7fb2Kd5xkBbuqq8u9Cjl9TUpNefBkP5PKBG7sN6z18XsdUrnTK7pF7vfa3cXdRudpASWoAioun2I5pjyib24gOeT123MV9/w7uNfcHg5HyuoyEseJ0a2Q2nTAhLNNi1ZQhVPqfh+UoaprmKqvO6o8Z9OSi+P3QbvtmvsbRtTaaJB9fBkDYe2RG4+u3He+9yhPAafP0kfehdPBXVNbNPi3JOuhBUFABMVEl601Zf/e9efsO064kTpA3hxazVf4HZ7t+JeBdIWZ/cp7fvu1k/T8D8ZWWaQ1liwqeN0sCb4b1ih1WAW+AfuVfX7zVTPpOWxH/Xi6lbnkUynlKdtkrghUWSaFuHuX+cXP4syuvUOPX/Ls6vMs2PFtVGI5meFypcS9jy2XUcA8dqNGnHYwIJwRkxjWqGqtD5bEM12iw3Jqgk4qHUXv29A9qcwrrzCZTtl2/btctdaWGp2MZyVo497oLLnirdaAyGFo93+ttTgXEp1yadUtSRSJ4AZE+sRleMtTFkzuSF18M9uEKvokwTeFExBl7yvFJvBe3AlrIr2+eoNcL1XSkh4dSI+t3bvb9QpLN6RJPIl5ecs6NGWsWWWjvC90hTsOalRM+20ycOnVKY4Gd4rWxMeEbdDb8QY54507mp7wqc75F8kNh5TLfOl//nlOUxyzjtPu/fjGXfijN+lBSCLz8EpIq1TXBvuiH1xxlKzMmLHOnWvk9h8q1eWRSh4fvyd517zy0A+H7u7oMriqjn8eH1ItlZdPMRxT0TWyautmPuYkNCOn+Znwmc6qAY47VhGyQ6+Mbaxdrdov7es38m/asu29zl1cLtex0P6okvJSUqn7fSiEol/DVHzdUeU5a5iQWhy/Dw3c250vz5caaIpfPrODm+NZ4ukrMYhD+IMQh0S2gZZekUa5VS8ERN8BfqUx733YMWYFz6lm1j+F33nwRzt7XfFdIRkMj+gaGeV9t1G7WtroXRtmHq812vlaqtTL93hOaSv2/Tixti6JlflcZpzWuy9s3h33FJAQmWD17ccuM44fLrMsHrFxsg7QVdedC2VGZFKUKstEKWlM2OEpPbsN3b43UEDvgCqOzUjXEuS7Pl1Ss3GlAOlhpnm6xml60o/tuX0YhEm8qM9pMmVR1q7sW9khq3msUZWqH02Id6b62t/rEds6VqESTQ14uqyxnnRTsAqC+tb6b6S2jz5llKx8ssLcMhMd9/cxrKXkZ/ikvJ3VG3nDwmqXqxVdVnTQJC508e+NvqRL3dWUUMjjoE7Fst+E1O/V6IZpEfrVifHYMs27P6lNvBODcpoDxzP3r792Tmuedu7yo+Sm2dvfoGer661f1iTEO6QHzXl3457Tx8zqhi/OBUj2NdFuktLbwfBxzt/fVXnokY6Ll6wcUFXnWcHzqojKy6cYjqmIsfN8n7/anjg75WZqP+ltTI0OM/ePDmvu73Wx+aFNi8f9TEzZRqOWH961evT0+sZMlPT86lOCvw/51kEETMSu9gMdZvhvyn8hKrqGqfq6o8pzVrc4fh8MWeuqJu9kW5jwWVPbyhF6xFfIfULMxkaYJAiIThktBYfqLwEIiEBxfH2hibl5rLm8oEUhQibW/3Yt/1RiKTvpuc6lu5HOk2pYy2nTW/RfVKFAKKdpRy7VdPoUkkwhK7UelklPTDJQPvAoiPrLRJ7Up3/X6+62fX+gRL8vJbD5DcWnz5rp82TfgcDTYkvf0K350WONdRmp4IfHyjan1GdN9aT3lyVCttgHK5TyXzkOyjJmK5Yz+KSK34JvfU7K//Y66COpn533+qpPi8jhX61vRZAa4pxamZ0blX9YreIPrMX8kIwY+lTgxXlbv49OtjcfpUi2hKrX63UTs+IYFZJLVeWRSq6O6Lbkd9tboYtbmZ/9Xs+hYjmmOjVSJ519NNJs3vSg39Zdm/42M7/R5uIZ351j3VxiTSwDjw3sU4FfXC9EL8Hfh3zrIAIm0UArn+afYuq9hsH3DAERFBtB5PEKE/+3d3OU3I6FSczFCcMWbG119c6k6toPJSZpmWVWsWC+SP7WGrA9jjyZtqWV0XFF1s3Ts0gzpk3DtMx4VSyZaMllCUmYzzuHtN7mfIWfEol+EBmZe18pTHyqULLNrqgy8Pb+m/pE1VRZJgpL4j1cvWHYC6kLCd9hQvC2TXMm93WqetdUWxwIJN0e1rJKm303ZUYeKoBsmdLMAi6yPENhWSvdaCJ14+lzcFTVdGLJk7xbJ2QS370tr+7RmeTuRxHmyyE67pVljruAfAz+bJNBTHnSd/8yooIto7h3/SjTyomWOvm/T6tQx0GdimW/+URHS0V9HfRrJ3dvYei98VRS7nc/4N9qd+8ku+RUxMq1inaprP3KwLybsIHWntgbmaQsSffVP3PjqqvvByLRud62c6u7FbQ4217Ky6NSHYvXEYEx1XIyWH/tpR17HDTzvtRzdkOjG2offlcd5aPuY5qFMbL/6r7y6u/uS6MXBt33bHLX52mzFy9Da4WGvKj51OdJ4/Akyb7E8af+anfgdZ8GM2tqK9DPVTVK3e+DwlR4DVP1dUeV52yx/D4kMeFvE6oIiTEjGQgLmPiw95VSpfoXMmYVv5rwaZ/a0gsBERSPzHCdfaNG/XMijlTLc56024ZTh6zZ2tZzZts63DtAjImwroutD7nzemDuzMnMo1tRzY0H1txkVEClPuNrrFGmoW7qt4swYyy0b1P9IfEMlRh9JWzn+l5es7YsaWfGhCu0Pzw9obGudBOoD3z/d6k2pI5Ozjtj2AQf0+1HIuS8EE16eXzZu2uskGHzuhulyjJRVGaU1hO/Lw6SmRWEE7atnDWymf41zozM5+cvaigbDBWeHlvtB9sn5LzkC7Ffnrjc8d2cOkbVtUluR2XhZ/7tg349ime71IAe91a2jySPu6hedvSqa8S0GotstLht11OZl6fPt4+UvtDVahNeXb+Ehz8tzPn+Xe23Mdugd4PrzCmv8Tk7mexpvGZt+sTsPgi6jboE1dInsYx2Q9K1NvG/EUA6iKpTvHOrNo8V1WSMc5dlwbZyrX5L4mZNqS4PM7bNqquLnFe36Tjx0le3nOw0L4O5bQcdN3t4ovN4O70Hql8vh1rKR83HVJpOmfTaLn3v0ZSTl/lZ+9pPjf/suP7db7kzhmp5vkqpXZwB0XdLpdcwFV93VHnOFtPvw5MDN7p9HPG/VRW5TycFH7VuHPaX2Vfr5nb+RqVqcA1ZCIhAcYIUXkJsrHmsbj6VaEabNTQ1+qoj0XEunQndMsxtwqUkN+6sZn02Xlum92fY2EOfx+as4uEsx8EeHeZ5z2swK7ezvy5rN9DtUvXFixe84nRKjdw0duD8/p6nPNqVOSE7lLOASQi5YXtg3ZKJS87a9jrwfEfrVoaEfufZmgOHXrJbOH9hMHeEto/bKvQdVOPA+f0/D21ppcUZaS6d+fTwQMPVZyv2mLHQ1SPn3Uhalhk1q+i8IwHcGx6JzJk/101/0OyXq81MeR+EX5+Z7BwzaPmWj0TqB1gWX9881UD64hjhZxWe+j/jcgby7tKoskwUxAqYDIF099gkJupLiiVL9Jns4Crj3fHKc+c9/k3eItRDh7Xp2tOz6m9BKW+5I/48+b3u+I1tfz491XGxeFSdVOb14ek9p15OHZTPwko5XbbWwEGXbP9esiCMu68P5zhO3Ooy7fhEew/xiE5CJs7bo8nYZWFzJD/PkGYjOp6qIN0RtpgV5nz/vvab9jnp8aQ28UrMbZoTyzx6mjtsc91uDTy/vQdMuxLr3LrCPRIQ2YHmf3kSUUNiUTpNknvVk+xrUtrLg9GzSxl/5MrEyDbOZRf6CdrnTIi/YDah9agzpg/3dBxcRVuNfYrUUT7qPqaEpDzdYL/iQR2XIUPaHKlmxJPtJ6NlkWlX10p06eK+HiaDpGSwan6NwH+ESq9hqr7uqPKcLZ7fh4yb05pP3u00KXfY7RRe8N4f+/18O7O35JzlhV16210szSPMUQiIQHHhq6xbVVgVmv9MDTM2vvVpPtGan/OeidQXa2oNmXZ7VRr3Ear5gC87No2b0lvL5svd612d90SROtmT/P8cNGWh6+NrS5oZXcj+gdK1n/JySZ91BweeShiTu65ArRXtbY5e7j3q8qB2jleszXhfUmKjTMMDH9W6d/uay63AOHEgYmHNeX+FaFl1JgUvc1u7u9ehmMnc/Pgrc5ydy3qE2bdxuVe/ivEb9usHw+DHXo6+71JtidNOv6kLyT+5c9O7hQ2vk4sPRnKXkXH/9wbNzVe9s6lu8CY29J11vILfMe3yDp+rapGkEG6b8XerqrRvHnSnR9PK3kZaTBphjNiGUxfvmVBXz1vVZaIQ7bIZDnWMX5KArx1yMxOYY/3ab9CdPaZ2++r6gfFB16rvXntowpMkUqQBH5SlV29C0KwWK65O8Rb0zM1NYq5Pb/BnhQ3OI1zs6QvyvKvcfPalQXFulzro1vsx6O+e6w+7nf3KOfe+Mpcm11tUZXPH/7Wvb+UnjHhU9tKt4NbJROriX3HshyVuVXcX+O4ZNSvU+f6d7bd2lbaRHSqS0MAPRM45Zy1o16LcffH26JNanRt76W04J5RuZvKNQ+9XTcwYmRsXpb08GJPm8fMunnL/4NTz8vZw4pgz4eOhcm5tzc6a3lvXsUtZfgHXk8JTR/mo+5imv/+34oLxUzb8Md5wQ7UW7R+3cnJ8YF+jcoilqWGcTkYs/63fhfrb1/uOk/yUtcCpqp7ayvE/RcXXMFVfd1R5zhbP70Msc3pM7WUVV7hMcLYzeZEYctfm9os42RvA9ae9nNbY4KYiZVCSEBCBeiX7Gi0dNHuTj4Dzoj1iwQ7ase6XXuX4wTziSlbuGz3psuuOSx9zHtkGa3kM/nVjlydrWrY2zRoKm18+o9/WY79OCXCtvz4k9wWj9Mcn4PS6zgGnSWeFt4lnldl9w6l5c563refhL5Qc+YfEMM9vnW75nHBfMCcPn63Ue861PjP7vjn1ldhITGK/8N6EfslpGmhU2fBz4vskK+klcDFmTnFuzXh3r3kJ+3Lzvz67aHfwGbET/6VFXHvM882uIKq0TBRiIvxh+oi9VY6tG/2ODh2VLfWJ/v6FU2bv58xpVL1iRNKrD5WKrVG5lm36qC1//bq74a+tHkmca4SIfqSrXgghVXNmLWcel/kptuRHbSwsfoWMAdsO/XLTv3uDrW+IxLCvsc+u1jr+jNSS+zleg/Tfji8b18Ys/7ePF4fCne/f2X7r107u1sLIe92JRNnKkJHT10419J5n/2lcv3uQPTn39bGcd81V6+J8txxfzstqv4Py4Jfr8Wn9jW19IxuPvXE+Pvc7SF5tsuneyezs7VuLOjmb8Yr4uoO8Vq6G8lH3Mc2RxLz2PtuEpnz28Bt+i+lPR9bRfVjQfECp+Bqm6uuOKs/ZYvh9qFjL7M2Hl3E28YGe1c8HSvaRy2Wf+ev2KTNq6ZD4gpZX0hAQgfqwX/nefw6aviCAtOFmW7jtPLe2V7l94iZdPGLRYdnd/eMure6wNSL3se2bddZuM7qteLbVdZglT9xrkVem0+c19+91sR3rvmrGybBhim6GZf26IRZSQz3yzF1i/r7zqJfN5CFLp+4PGl/Q+3Hk4ZXtGbVx/7jx/r22nnol/QK0LDWGHzh+rMeeI037Xzma70hz/EqZA1f9uni106KOzyTamhewDSosE0UYtVj8+NTSZzPbzL21JlH6rlKWMl1W3/p32pOV3TvvPvGl2PoRieoqDrNfXLj4pU+nbitOPcmQvDhlM2m9+MHpWcH/DOi+53Bxbpuq8ct2+7TxwQ3XysOGbJp3+aPMEL0ybPu/X3Nk+/ApTU1uqr1DuyIKeb5/X/ttxDr2aXidd+LORJnbrA7dXjkYkZyntPyyzaI72JCXj99wb2xQlsLWnarl2dfkeygP3eqjww5di+zTvsW8az6ZxCI7X/h0SZ2OPc1P3r84s5ujIaP8E2sFqL581H9MlaHbYOqLY8cnDanB7a8C+VL1NUzV1x1VnrPq/X0wY9uuvvFX2509W4w59n6M3FmY2pkTz1wbvaCp0eVScd0pAAIiUBMhE3tzzg+DlodKtsO1HPJ515oeM8ryOHfHeOaZ7Tz2eUy62M5147vcpgiRO9z7/9j9+dV9vcvtyO4Pw7NoEfPzieARw/zOLNu9+8iIcze8Ozx9+b52XEbW0yVtk8yK1Wq9qePQ+FnLNu09O3XtfLGFrVGwvOFAeSYN4yfsC5g0eO6F1Xt3HRp+5to9V7/At3Vj0+mdIy1iVKZCTKXqDV67uHa92r1Pz9NWPOkAgs+W77np6uMnLk5L/1r768HLPl3DE1kzYlAuta5zz/sjpv2yfkoX2zPpF/a2Lbi8GNao6QK/u0/rNPdYvGHu0WuPXENj0ssqUtKqLJOCN9NY0HjOlY0hLbY+XuyxbfaJm087RqYQIzpYhXXjdv79J/y2/fcRTbfreI+SeWGd+vFZq47Lbz8I61Jv46Jls7af9Bz4PCqlIm2+UsGx7fN+om2bN+aHLQb3RzkWvKzSj1+27ec/LoYNHOl1uOm2nUdHXvD0aRvwKrpGdhMdg7J20fWbt33YffDoY2P7Nz1aVru4huVVROHP9+9nv3mspVNP/zrkTuJzqVGtaro2vWfJ/T3Rq57asZnJA483CZKVZ12n5J72Br4kH6W/PBjWuMmvT86f/TCgWdfN57h9GlLvzG7aZrDZ4YfHx/arqaueAS9UWz7qPaamnQ7een77uvOVG57t7z987PQ06FWdN++irBMzsyvR2sS0sl1k/Wbi7R3du8FJSzkj1UE+VH4NU/11R5XnrDp/Hxj9msmjDz+f4NRrycUFaw/+dPlheAsaZOqWqRPTqvfIcz///qNH56p6gd9DMEQhIAI5tFibH5/sYn8ku4qyFPN2G++EsxvzffFfNsasbeyGcLbhBgW3r0zDfgEzG/abObMoG/gNnzWz7/Fy6vIev04l5FflP89jTR3dny857u6+JI859LtduprBymlHLmdZJvWHvFh8ZMiwxUpvhyrLpCDabHmXyffXuUzuuy6vWZx33o9md+bT0ddE2PVC+mjRr+Togtam18DD/w3rIfcJnDw6ldp/mL6p/U/TN5GfCrdtyjAT9rnFDhHtx5B8Z9O1T5kfwjrPL2hxxp3iTiWz1gqvntETVnYe8WABTQp/iEvVx0Hx5RXpfC/G/S4K7ZozQwLYmQo8ATMWtj8cP5U9TKYWakUlVh6Kfk5Uaeyy6cZrdlO+5w9jNeSTFzvEIr95xPTZpmsj5rNryXyFNrPI5ZNLrcdU2yLDzmXAPZqmFGEbFaPIsVPf73T+ClMH4bNVJjzex04g+wqeVxXXMEkqv+6o8JxV6bKk8UwEDu5LTh4XJVUvurghIAIAAFA1hsm9K8qyss1lMR3T1Tn9e1fS5YfpnOnxMk0LWRLHkDbGh0T/PPRfOT8REAEAAKgSrQxwKwH4G38X59/fu5IuP/wt+3cX7Z3Zf9JIhyFm7NBb74bsa210+L9yfiIgAgAAUBV5F3/6d353TDEd01Ux/TuodBYI359SOD2e35UxFWTPIHOSKbP8UnyOIiACAABQlbwu+AVVBDAd09U5/XuB70+pnH6hi/bObhczRqlt/aUAAiIAAAAAANBYCIgAAAAAAECO4hmVs6QhIAIAAAAAAI2FgAgAAAAAADQWAiIAAAAAANBYCIgAAAAAAEBjISACAAAAAACNhYAIAAAAAAA0FgIiAAAAAADQWAiIAAAAAABAYyEgAgAAAAAAjYWACAAAAAAANBYCIgAAAAAA0FgIiAAAAAAAQGMhIAIAAAAAAI2FgAgAAAAAADQWAiLQEAm8C13LbOt2MWNUbp4ZO/TWuyH7WhsdLrntEku6O6p51Va7PL8Qop2T6XzEJ9pzYCtLhqSJM0r3PpSM/0aZKHb8VU2RsvtvlG9JYhMDjU6vXT5u05Er7g+ev3dIEHCOsYjj2rBFj360+VN0MRaW1DaWTuo59wo6HnlptCl8/sMJVRbyRYso7LoBoPRCQARyZDJv1jUZYTv16c6C59UjlrZ1wxv90N67l/uYw8Nd7c4b8UiG+rcRAKB0E0RdKDulZbfzm0NJk5LeFsDxAIC8ISCCIkolX8J8ra/SdGDZoLlO05/uPeoxtE9VnYCS3jIAgJLzlef1+8ifUPkuLXA8ACBvCIhApRIfrnbs2/zz1eO+e9r1q8APLOntAQAoEckBhgfORPWQzNQmDcZ5HJzZucYpU20mlRA+sahf7iWaYRUDhY4Hlca83DTKfeaFhEHFv5EAUFIQEIFS9IyMk7UZIiCsgElJTDbMJISRmenjgfJjfx7yT9uDXftbqK3/g7KM2Y6HI6dFpQnn5mQxfKJvapRQghulpP/CPsD3BedcoaVG6AZFkQoSeRZu0WtW/jTLxZB8KKGt0lwKH48UptwVo8aE4BQH0CQIiEBxtr++eRC4uHF9XRLz7W9BvFbQ2b9dRw75Z9f9VGLFnTX22D8dLq7qXN29PO9FiWyrDIbVNrFMFG1kYklvSeH9F/YBvi845wqLFaTzZW4Y6ZunGqCPZYnA8QCA/CAggsLjm2bW7vP3hZPb/SbYDr16LI0QXs40wRPdC0HJju7ljaQCogwmyueE4/adh0edu/mg/bOQj3aJQnoe8olJZftIp7bdb7uNnbTT3bnSDV36JEpGPiMPtWKPBRxZ0nPBmoM/XXn4tkUCK1qu006/CO+RLSvyEtKUHrGITeNF3DvcZPuuoyPP3/ZpGxD6uWbKt33kEaPyNaMcmrXz6eE26uiYvk2OW2mT5PyKKv3DzQqbFy+buf2k58CAj0mVWWLMWju5+rlPm7dx7mCHffyCSzv/fc9z1CUBkxB0ufq+XYeGn7nq5eobGGb/JZUY0KYixlYVvlSu3uB1K9euV7v37n+mSwPLR8qPdMUyaRF3y+/ftGPssUt3u/oGvrb/nMwaiafpErOK1h+r2dUNqVe/kb9TS5d7HTu7XLEz4UUXz3amMeFXNv2fvfOAamLpAvBsEnroUkWKCFIUEKUpHREUCz4LIj4VFCuWp9j97Q19dtRnb9hRFAURLPSqgEgHAemC9BZKsj9RgSSEngSQ+Y45R2Zn79ydtnN3Zu4YHjt9fZNHUIJJYQ3KixOQr9SZush30x7no7OV8DFIp0uV+lpX22BI+dcncO0bM8ZvfzqY1Bao2nQiLcbQeRRbGGXUCi9L82HT37yhHAAKLg7wyLltOJ8HgKbuJPeL7ta5TuIZYh6nvzw32eX8nQ2eoUmGRbUA35NyaCwMELvcnHdXn/rbfCmoGYECHlRK0+zLvDW7r+xeqnWdI8xBg+Ee+nrd9huQpINj16nsST1LV27eWSkt7rNFbQE6DbcKQjWXiGMSutSpNpR3heyk8KvFQKU1THJdXkT6OU1tLtAqszbEUUdW/1pgMQDsv0LGNp1Kjzb4Rx4X3npfmaewleSsOG8CkGwNUzud+PXTRt2ROFDFmLxoobd9djfLrimP/amj3vG5t3I2UIXzTak4G/JwxmQPXU3VPaln6N5LWx56bp++h/xl0K10W+hL/rC8TBnVX0Mgfx7QIIL0ESwqMmlmtDLwq45tfgW1hVcg2d8J4ijAIy2DHVJZuODZ5bZnNj3LWtxeDhFU5sZJvL0bt+Dt3SML9s466fv01kZ7bQFM95aW1H/jvG8/44zdnUwnqnAUbb+krxsQi/1Fji22vbjbp3Bu+6skUF2YIhr2IsUq7MUlq51y8w6fe3J18drx/P6YdgM7ElLyYefEKZYuntENQKgtvArJjnTXPGrnfu3208tzPVeirr3RszPQqjje6+vtjjjdil9DZaz+pBFUFWcLJ5F/4Z5aV16zT81vHoRIYEBd91NoRHLdV1uZzrv+MA0AnvbX60F5fpp4NPnn/8LgzjncWotXP1b6WPFfYbaeaEM2h/vKeccXXEl0prRUmsq/8oU82D835JHHzC3vPtgeMxbyaF9mjKyr/Vf+AwG0Npnn2oI5lx0fZy+nDO9eOZCQ0sA9ulMtDntGEsCwtvAaJDfaU+30ck/XWw9dFjz/h3SSkTozru0zGG7lmpk6XGFXX9W1DZ7z/cVCC5rktEfifg+eG5DsgGCttoEzmSScV0y51kb5YREtfXFtyuuRn6jyFADpKYZhkjjqATtT84IRfTaxiM17g/H+dsaQ4LTSC8FPZqxWwYUle4Bx3ZbXQ/qcPywtU8b01xDInwo0iCB9hu5ShGYQDEJqNYZK3ws765t5nk4CE7sjM/fF5il6JmV+IQEHzHX5kC6Mohrk46EZTm5BmePpaEdWoEdGEbHIS2yt7nTvy5lAs1s3ZD6RWq+d5lMUEjD7gC7fa8qv3YSEk0pWU5oHw02Ug2Fq8p+ttDRLkFKpAt07D6M7kMpDBP9navT0SAzRhFEyaWnKvj1i0cLrN+i/XLsHc/SsQAL+MfrfvYQf8h0nHMd+wmbLRcvUa1Gm/EgO1SUG1lXmlz/Ss8rNUsqR144GR+7lEUQ7jNJJOdQnn1WcaX74RWQD9SCPkrK32/TNE4RVGhjUdhjQ9pkIHzputvpb8Cp8WVtYMs47pmLChpHCkT/7HVIZ9pNPqiH1fU0gxivJqHauwaVfs4PNA+PAwAnfqQbY/OikqQofOEHbTCcj+8H2MKDPJpXgPmw33T79Yvp2qnDhmSWXQx5arRjNFUE2Jrqley9gTP6wrkwZ0V9DIH8y0CCC9JFGJOf1I4MEAHipw4eRFCQ4837+l1SE81w992C7AaagdsWi1QuuGSkKJRALo0VeXDpn//obUGq5TIo9pDJ3++TjiReM7PmQztZ5N4Jkui9W8OtrY0++2xIL2NwdbY/Se8kJqE5OM1MXiSbmRom9CUw3rKOczSDFsh+as+WqaeJ/uiYtA7umTPabK3cciaAzGOYZNSnbUEUgru5rqLR/QplaRUqudA+07BzSD5y306z99I0MQVTZUD9cTZovE63IwydFBo3/8p04vOeJEJF87/+MAhqp945JTVkTtGK6poesIO5HfWUJb156wsjYqKAJ74PTJlXS9jdM0xMFuS3GEGYYcaQCPrMsJUumjHbQXOQm5uJ7zNpknohr6+CNkXWVJeWPAAyCDFgPZaUtxlBPy6HpG/vtFVuPhDRQ1y8yvEomGWZqQjF1aYEyb2KKJzQUlHRobPYIhrR9bK6gll3cKodv1xvqUnmePgieW0FZ7zGKjdMX6buL4n7PcHIq1ylxI6XdUxCLiuhZxSqC8JrU1kFtI4h5nWxUN2fSZW7ywLgmgccrjtRO/9KQ9xpZDQa8quygDKBlmE/eyUZUEXDjCdZj8R8ZmxfUBi41feyzSRXYsP2WG6f8m7CfKqrI7OLrIfetHBQ4o34FYEFPyoNTRTGVC3S+/PUnDMsfVpUpA/prCOQPB1Z4SC8hIYSSdMGQ+wfnrVofeard+4tTp3a6Mncs+b/1iRdGb31cRr30aPjyfK+Y/wyniWC//gpYAlasmnfFWdPgzakMoN0SLe/yzrmPtgeedJTGxnSpEo9O9dqTh/asau7gpdiranKTwkZ/SJEbzYPp/p6J+vjzSjs9q2jcreJR83Oh+545jT2K/znYJSFlwXu1zYwP+cQQgUBrtPyrkjvu77APXi17iLzHhRB/Wel4CNGCWhYXMP43+JDnJs0DvGRZKAGT7rZ4jt7iJ24/qL7u9Z6GpIsKzvdKHGjDeU0Ph728v2WRkRhbRmsgWofJCbype9pbfBquR0t+GsD3xALqGRi5HVmvPI/MVucAJbSx0foCzo+eL6akjeLIY5Wesvb33X1dF6xUaB5wEn98GLbD0PT5iSTK/TcNIOpVkkntPJFLLftqGFlXWVP+CIrB9HTfF2vpXTlcUTwW1DSVWhIn0D8WdMxry4S9fJjmm8h5d8durs7SZ26lDJghYlTbF7fc43/JEvijxffFkh8EW4Q2m9Ot8SSmft/735kNE7hAcW90ZJcxyzMV+19m6ncwpiXsR0iAenbDJLwSOyivz3w3IryCYg9JC2lvRkT9+J+UqiSmrHmAjff6TKI2RlRnZWgJts1uMrIf7PSBetNnk6oxMSfmrTI98NGFamWC2LyiWyF3py6R54hui4xFe14edV3OKjEyf1hTpn3vryGQPx1oEA0CiHnXpHSlHOM/AsDfm/tHbP50I/VfzRWc3fny1RmZR2TVOY+06zzpIWm//cVkYSSLvLE97fE9C9ppep19ey9aiGAzKMMQfp2KlSuUb5/antQ6yASkMI7b/kXmyxZLxHa+Ll298WDwe+tdGtzvf31lFgICIjLFYwxB8O8ImI7vbaEeSXn8yLJZKW6qYK1jcVdWjz2Fb52lwqCC+rsir29xO6Z5LOtYW0QURNzym124wvGkFLah9tvrFwZZ5BEwlZqHEq6u1zzB2yIL4SSNsjvvcd7N87Gtb/2irnXs+hnSnty1TKFdFiG2rPCZ+w5bI0HkG1U4wkUaYbQm9JQRCO1ZOhjAJchN7Zf22yvJ2y8XzNo+Y+wjUQ6khioZDgmC1rxVnlqs0lNua5a7q+1aBe5fHhGxw4xLnP9nePLkwsBJlCO0srRs6WoU4HgQ8gCMkXW1AbCm/DEAiwxgg6hX5dCIZHl7GGbS5p3qvuRrmyYc+2kMkSHn3SJXj7N3Xj79+33jgr4pysi2D6jqPkPhVq6Zocsd+t+L2tbBM0h9IxNdtl1CSQytKI7wU2/Nt2HaZYoVkdjURvLezi9sr75Uj18qyfelPuPdiLBy6gG2jIVhqETrXhNW5UVv+mwCknRxzmIj99DJBMrrkrYFbiG3ptrJsn/uIgcZAIPzhyVl2tf+GgL584EGEYTxKG9Kv3944k5e8tdetAqbEJChTRslwnHEIZwjONS1MBSkBmdqEhZLYLk78Y7FN/+Yn5M6d1Dn69a7SqoSkxiU2e4U8zE2Fj7DcbTekzhRJWurdxLHLtQXkN3ztJDiL51e5ygghSfUfQ3JbLeZV3HuVD9pNhoXxhgRorGdpifwDeu7QYRWYRI+fNWhDZZzWPfcQBDJ7bP8VjhQGSOdKEGQ3ti6BIr0hf30PPXrpwG4zjlMrkxxtFKKqppmnNYkk1DLqYZvlIXYClmlp6LD0udjuQGFdyQExcuMzhcGgQ1Um5MJlewEsuc47G+dGFZXCSTWlP/AXjLXq3IAdcjX4Ix2S4QU5k33k2Oj8YCGFWsy/VvzOXgf0TeDiKFtn4kGEeBDNazV34MXYStag0if2b0Sa8ctFGtKifNKaN1rImC+IXRdlh1pXRiYAUA1EumbZkCw0Lj7I8JXnXowL4DqW45q2z/EorzoXZ9NAJ/cQ6lnXaUW5T8Ivj51gQx7XPfl9AGG5w8LyrSv/TUEMgSABtEgADt8eW4Uulyg65j9j4z18Tf3rm92nCSI+b2PphyXU4J2uCm6O1QWVIrQPQCWArVZmu/5O91n1A2adc0tRYWpA7FAXFEki43O0g82sdE/RAGgftFV5OJLGgAXINVgiorr2z23qKLoN/Z2sjAofoRMIR8Ia+rzuu3mZ8hul98YIKstHc/R1xlCGnj190UdNHnq6fSBMIf2GuFHpmDcj0zduJDXug8uHV6xCfCjmg7/Prx5ZtlGNV6kiLl6cgCF8cPjafMZw8Fbz0mb95T7FRhZV/ur/FvopXdFxtLLcugg78SUxTPY2g2eMSifjFw+H4joW94xsu0zFQw6THd6rBIIq04G4Le75Aok/F2Gfr1u/as3H2u1WnTXmGnwzihFAYCwtBnkkJz3odqFTfI8ia/iqfeasE2osx7L86n1bxblBUP6bMAJzA8fPTVPhv1L3+T0AIbnDwvKFPSxv4ZAhgDQIIL0CE48by3b7zNXEAwbiRMvVCMup/RNc9KUUOuFCx9ZqQl/ol433veP1yQiqYvlbryopBj39z7NDv3hMCVv2EcR1nh+tBfYszF51/m3G781dea9qAKJvuFoa1jGJ5z0ZP5siQ6MHsboyYUKcGHan4eCwaGdL7tkRV1lNCTQREJp0kSRhuoa7q4+IjCf3pZDx8A2/nsfkfiujORCoNYSluEXpVewpEraPw+M+hUyuslSUzxypOREVGhfWuPPPVaJXnIxhdpyHz7WUa+EGjMrY4JAV548GQ2j+mwC8FtqdXS3nH/6YQNBT6a7PmcSLCnTvvTX2M7P2YNA/gSgQQTpPnI7syKSDo9X4wDd9IrUDE6gaYQQUkL9nuJGZzyK3XDZAO/eHREYTqF63k4Pk8QCdlxPDpvsgGZdpdrpSgSFqcWyjYAfQ/v1r7EoVbiI8qsfGX6pamF2UAcwPCRREY4fgOZsweLUIpkGIIyh/mpOQqpzvokzZHaAnN/CyA/qZyCBzKicsfXWglhGzxIheNUqu1N+u+2O/TiQHB44ITjqs05iSvro9LREhc9RseOza6j3vVV4HDS9lzFbw3mUQAQz9UTo+anqyncVI+sqhgdhePkj9J6rDqkgkKj3MjQPEr+FZ6mBAUCvyqGjtpNGP+8qszIl+9x2GNn2mQ2XUu10PZ6wix41bWUc/3JkcFCtYVLLDIOYwQ9DKbav3IJWJA3c7bL3TUAUNERzvXjvZxGdD6g218tZGgRL4Cj0Zkle9L7PHq4slJGXVDqyNQCNYztmPuO+QJjPzK3j8O+ZbjQzI3+YXaa/6XV/rcDWwz2mEMjgAxpEEOaC8JFUDOWiQFDG/LbAWuSjf5Eu73yFS/hODZ3ml0lVGb6Jh4PAki/DZF0N5D5S69r8XnrsZ5G3YdQhWRzl3g8CkvLcy6yA9kU32jhbnguUk9eOj5woFwu8kqkupzx9Y56zTRkvzwbaNriSirEB92NmMOYZeEmqxvKRIDCdygNS5g3XWSFbLh81FUCyGZIOLezDGpQM/wol/1rDmorZ3v4zfq+5a86utojpuMCvdUrOCrxh/aJnZzC0rnIChpc/hpPEy9Fs7VCRj43LIcgCZfaAlhC0Mor/2qM8OgdFDha4UHn9kdHAK2kZZWjKU9/JuduUeUbiKPYREQtxb+9Gz+5zkgxt+8yGF9Ww1niHeISsbO0UawN5z55rWN34e1aQQ3Nq8mguUIawjQPTlEDc+3gwudmkxLw6/Z9jCdURCUKogYW8P9UHiAGdFwKo8Wm/Q/pnjM1X+1TZtgbXh3BvN7FxF4h8arlSkTOC8elSwJT8YXKZ0tLj/hoaRJA/H2gQQZgMB6o439ZH/vDh/V8pNn0WXHKcv29uoIeL6bCn2HbGDhGpTHsvd+/80dVHPeVm3Uu4bmTAAwpYoevo+TY+ckeO7qfycBW5TX31FcMN7qtVXX55wSIh5WEuExxPZG6jvh8BOkvNPSSw5C9z7KjstJmBMruS675RyordrbLyosmm5+vVD//yRkRAMh5unLn+DYHGhWvvn0Fh/iIfxQP7DqRSeksrvCrxl82oe15umxZNEsFReHBrQL5H3ht3xlNyxuYDFi7DMLQD7o6p+3xB9WSEsuHChcaPRuIx7WcNcUJNiioizWpQHkfSCOoaUXZW6tl9GFlXmVD+OOFGhRHsOSC+gSKwGnmx9/zGCJ0dfjr8mHxS1Re+G8tt/r1cCMb2OTv6DbbmvJsdOHJHUi3VRvGY3aqrL5lufOo09tjPvENrMcm31szb+KHxr76nyci2z2zIe05mxCqBkOrW2YPmcfLHz21um1WsNAJ/nofFNhzVN5IIBfEFk8nhJbF5o6hEsU+onTWGeq/JQM8LhFOxbuUj39UFxvqiB2KIZq0XKrwFVhk5vOCPvG2+YAQbE/cUMSN/mF2mfe2vIZA/H2gQQZgOh6pTytHZ5+/P96hc3haahDtpJvv4jbXDGxtTdV9pAUxJXVkRf3bSx9GhAW8N/ZPKfw3ohKR7dV5Hr3Udsy75yEzXh7aeVfZtoVWIz9oxh0b8Z/63mZpIDCnvo6iPf6pRLfjlE6sVScf8o7Yyt1r2UHGOWZW8Re+kn1MYcWZbpBrk3UaNvRIX9JcaqpIP5gwb8eFLiQZDn0F5TeoJ23O3Zj0oXUsZXuG7TV9f1CVT1dgwVG0EbxZalc+T+ilEPTqHIAe0b8SsPwCO9ySdhtyXkvtXOl3430qeCyP1zD4ZaKtHqI6SShPm5ylnbyzDfovxVrvmGr2C+i5porYMZzor9ewJjKyrjC9/8lfkce/A6wh7ytDG8N0auoKnc2TlubPK0nOkK/6Afp1DZUXqNoPjPiuDmiiMnWrEd73aAUlXAwcDFf4vtanBsv6J5Qwz/BjZ9pkN2wiTgsmSID0pH9CpO9JEUz2x8F+6cIHRluNDOC+8IhHoubEea/11ggDS7mPTQM8LhE+3Ys9rD7t87ZlvrmUD9dYLhQ/EbE0EPPlDz5tPFcWmMyt9ZuQPs8u0r/01BPKnM+hfnJBBAFa8cc6VJzud4i3UXNMAhVvjGiT++XnL+OfAsv+UowEr0Tjv6oMdH+Kma1zJAlRuk8u++I12/wJG070Po9Gwy/3ECmMBitPZcXINDpcP7rw1bqfBRyLFYYDNVKcFy3inAZnWqGKC5U3fyxjjSRAj0jT9gseebQkmY1ziSNTeh0ApkuD/fFICoDwYs6/UIBlhnhPIv65iYvU2frZX5ojsHz27ASPrKsPLH4sOt972drbzX1keVUCW6hJagslKL2ndV4GX4imuzq0RoZUwaMDJNCy57LLztvpmw9BGQOVxrio1SNY7te35+RSG51al5Un1eU0tI9s+s+FSqrXSw4edf1rdfvCM166aMoozoeVPXrXpyargVdUnOufYjZyqHyyGpTPbOgjyAis247vr+6t/FYx3fO9V0daWwNdLstOnCHgG+B+aoi+AYeBRA5SJMyF/mF2mrfSyv4ZA/nCgQQRhCZhhU4rPhodOlXO0O735Webi7t4nrKaSJoSj2V3NZLCiVt8vRry3kFq88NKeN4XtXJS2Q25u7tlH15Y4afF9oN3rxDV2a6L365LZU6xOesQ2Ug+KW+AzOhzxfEvq8XnTbz8saTkjoo9gBA1LjwR9nCW7duGx9W7JKxv73eMYABwa6xOfuK9ZOIpi/8xA1JORdZXR5Y8RnVl00W3FyrhZVzy+0h4M+ZtRS+65P5lx+5HWXN/H/e9prvdwKG9Mffm2dOZUi8OekQRA1x262MwLfp6rwlwtp7m5l1HmHRZHxHTlvIEOjGz7zAWPqs8e9w7zNGh1u2mYsVZfx+JB62wlVlTnx2RZkPIpC9CcsSVMMpoyssO9JoMhLzjkl2U+eFsw20xvz9uoJiDUEk76fFTZfKbgs/DXzlbqPAhTVhkwPn+YX6Y9gV5/DYH8yUCDCMIyMEJ6pZuepi5dHPPixK1bj5a+eh82+XNKrlJ54+8Np2x8TZIjR2cpjx3/ZZKxWeCUaZav9eTwqf3hShUralL8v9eZ8+1DHmpdvfHY3jswyiT+649RLUsUuEUVf6jpmkROX7DsieNcrceibB25JcWiIub/BkRkTh1z8dCJLdeeBc5PKKqTJC97kFA3SZizate1PcsnXuYOd1Cnf3/vwfCNq1h1N37Ngu3eZ+7cfLDkxdtQi5ikbyplDYCT3PTxwyRKh8trZBhaTPObPnvmcxFMzwxP/in3/RMC3un7vg80C4/8pP05+atyVk6RdHVTy8CUDfBLKRao6fzKp2XWGs+E6Xg+YraevYFxdZXR5Y9FxWde8vsUa6h97OC5nfffRE3LrkYFALcYQUV/ZvjSDTtcnabKvWjwvmPC4CzpBzCokOGhsOBM8zGXDx3fcuWpv82XwlopAHhQqfGT42yc9lzevXjcDaLHM/NKGkOSV4y/hN6ZMN2BcW2fmWBQYe2ZccogqDqhdc/JLxQstEKFKdsIpzzBXIcvwiWrknrwzKFdO1OVO7qzVAZ+XiAo74SdsV6e+fN0pv33inJPDyFoq5bxAoGHke6OcxQ4mOPsgrH5w9wyZVR/DYH8qUCDCEIHHCq7LvYmug7cZIbsYePmxDuPm+Ps3Kv7+UjTvBuWNY86l3Udt4/3IZwkKf2lEfvJvx5qSQv7cLP8jZfM/tl4CfxDN4L+jfAf6I0uNq/25tmxqIDqjJT1/87YuR6AnT1QuWvYhBoVDeeFkn9OfRbWWz27nyecGi5xWagL3VkV+vS1rrbBmPJvAYPyq9slHHW3szvaQQwuKx+/RpTO/gIqupN33c1f5pUDm7jRdydXI2cnV9C+GNAyrI/7Jwvaz+Hy+iNj2h3+2hMY0PYRkYXfQ9CFQl3H7B1sCs5p8agzb9cxeUlmDyvWow/B+l4l1Oe8YHafjUVFpl56n4Fe6rROdb88uFCtc3n70HNgX7fUZOB7gqllytD+GgL584AGEQQCgUAGHg0ZnO6XQxeNsLHx0xFl+9Y+QiNS4LXDdM3DcpoBs1qjnaXUa1Y5OGA5CNI2C4mi7ZdEwuvwOjOvQyB/KNAggkAgEMjAo6kY9+HI3+surl9xdZTJ7BArE533Y0eKp/GzNdZX5KdIRPo8mHzrTbpVA80+KeGFh18vlWfrdCnYoIU8WKUcpMK/4d+s/BsC+YOBBhEEAoFABjB1IP3D/Ulnm39dxURUN6e6n5+2njnnVPUz9Aan5L87+6IPr8PrjLoODSPIHw40iCAQCAQyyGEDynZnnt29sMppPD+GBYc49wMdDUi7GqjC6/A6M69DIH8I0CCCQCAQyMCDS7121wv3pUrPfazfh0QZxGfkjyoqLhaprCd7H2x+efFJVo9SGZekZzbjg83ihffMFXm/9IdHSggEAoEMfqBBBIFAIJCBB8JJktSeE7OO/OtvXSAQCATyRwMNIggEAoFAIBAIBDJkgQYRBAKBQCAQCAQCGbJAgwgCgUAgEAgEAoEMWaBBBIFAIBAIBAKBQIYs0CCCQCAQCAQCgUAgQxZoEEEgEAgEAoFAIJAhCzSIIBAIBAKBQCAQyJAFGkQQCAQCgUAgEAhkyAINIggEAoFAIBAIBDJkgQYRBAKBQCAQCAQCGbJAgwgCgUAgEAgEAoEMWaBBBIFAIBAIBAKBQIYs0CCCQCAQCAQCgUAgQxZoEEEgEAgEAoFAIJAhCzSIIAOISoz3tGFXrV43OrSFCaCL/HMW3jXCP+w/vSCQ/mIotYmh8aw1wQ66MgY3A0sAYGsN1H8U9SNwvoEwAur7UTUIU+lu/WZ1O2B0eox8zqHRJ0AGBtAggrRR95Fno4JW0Nk8MK7PsrisK9989xgzhRfkMEAzCAQCgUAgEAiEKUCDCAKBQFhEXeS68fI6riEFAHC0Buq5ffoeYqcvigBCP6oG+YOB9Q7ypwPrOKSvQIMIAoFAIBAIBAKBDFmgQQQZQPCi5g8LNhTVk7a3BiFYwMWPr+xHpSCQfgS2CQjkz2CotGVGPudQyTPIQAAaRJA2uDRrj6dW6R8iAQztpabsq9JGqpvC45p7qLZQSdLagFibY5pcPu1kITiUiwfU9kwBBGXjE64WAaC6x7pDIH8ksE1AIH8GQ6UtM/I5h0qeQQYC0CCCUIBB2bnxtex0rhDxnDVYANB28XnwtXg8F01nRfYMw0ffM4wB+iT+0dGZ+8/e/8c38pteJdpcB7VvxOSF2U+SxFTW98SjTGNhgNjlwyecrz71t/lSUDMCBTyolKbZl3lrdl/ZvVTrOkeYg0ZPvDkxWl6zRKQo6qn6tRsPHV59iDD7klaoWE0itzks4JNSLdA2mR5g67jmhp3+8PccCCC2v78TDzud5iOoay+rK3qvK7HIU2zJmFkB94rB6LZQGeL6oLh5Z/T5niMU9aY2Zo+6lubB4EQA8K1R8VYVtxOfGy4egYtjbP5RaYlUJr+Rv3vzwZIXfiEW0UmZqiUEwE0uSl4RiRIpeY0MA4tpftOt576YqiH8sTkREqhP4No3Zozf/nQwqU2OatOJtBhD51FsYZTSK7wszYdNf/OmqfkN3hImuDjAI+e24XweUEl6M0vskqUnYQVd1cIWjRfDLKIuMw3X+KyotXoyuMraHntZQusxeaEPJ1y7+djeKyDKJD69WKFZOIb8Dy+uUDRWxzRqhq3D4+V/TXAXYaP30aKTemeIeZz+8txkl/N3NniGJhkW1QI8TkC+UmfqIt9Ne5yPzlbCxyDt+gkGgFZjEh+7zNh/1m2TT3jWRHJ95xJV+WFg7fBq8y4nlynSHMltkRuQFBfN1UrbEy5QitA4nX4kcqP8/9jIZUstHCn1tJ4yYpanVy25cv1GdHng469XDeyaK2pTT1RtyP8g8V9zP3LtWeD8+MIaKRTwotLaFjF2G/Zc3L5g7F1s1yJ+6kTICZV45R04LfLjpwnRMfHjvhaUDC8tLRWqJJC4fkbhEGgcoaCWrmU0LcjG3uHO7PEiYdTPVonpfb0jD0AZoUNPYER6RCT7iv5C2ZXhbpSVUP5/Xy4kHBizgQO07yeqg5brjTS87l8MQOurj3Oau3/2yzlTRTBoPePygJEe01hUNj1qd8x4zq5k9aaOn0p4M/f6bYvdCcepglnUP0AGLtAggrCO+m+c9+1nnLG7k+lEFY6iSAd3dAAJKQ3cozvV4rBnJAEMawuvQXKjPdVOL/d0vfXQZcHzf0gn+0des8SycMGzy23PbHqWtbj9VSKozI2TeHs3bsHbu0cW7J110vfprY322gKY/G4JZ1g+MkZXrOj0onP3HFf6T7nqk9c8lvgV+g177u+9p+d/PhU5iQ/J+xlUG4M/tujgOSpjCAih829d22Y3AveFkTpRglbF8V5fb3fE6Vb8mnpAO/vZCKqKs4WTyL9wT60rr9mn5jcblRK9Mir7H2Kxv8ixxbYXd/sUzm1/lQSqC1NEw16kWIW9uGS1U27e4XNPri5eO57fH9MNIwatTea5tmDOZcfH2cspw5vKv/KFPNg/N+SRx8wt7z7YHjMW8uiOvO6C1qVx37S1vuTwKJtq0FNXlDjM94rzUt9rN+3WvXxnf3qa2P1fH23Y0VGLtnga7V66L6AJiLTEj7141yZ19b6TqhyglDqBckzozXd/UQ52AJAi2q2ccKdngx0SUvJh58Qpli6e0Q1AqC28CsmOdNc8aud+7fbTy3M9V6KuXctqAtn3Ha3nbU+60GGU+nK2nPhAZfLv2YVdK5Qcbj96ddFupTwHqOi+zgNJB0akh0WlZq57b+oU/v1dIxBrue2r232r5F1H9qpzgBJqgVWYj9efz6E0hgDgQ2euM7s9DEP+yDUQyoEezNer5+1usPC7f9i3dAtr+wfIQAcaRBAWUYN8PDTDyS0oc3z7ayi5N+32YL4++aziTPPDLyIbKI0XasrebtM3TxBWaaCczWGRPFLpe2FnfTPP00lgYldxyeS+2DxFz6TMLyTggLkuH9KFUcS4fGScrhhUaPKJ4Acb3roYns3c2xo564zM3/vmHvh8ctIqXqSWGH1s0aqDicCQUp64vdvTC7PFb1O+UBmZf6TyEMH/mRo9PRJDNOmOrK5BepbBLIRY5CW2Vne69+VMoNmtGzKfSK3XTvMpCgmYfUCX73XnMzvlyGtHgyP38giiHUYhxbGfsNly0TL1WpQpP8Igd/vliP8/ZrvvJZfJdZxuAtt5qyk3BT+G/tg3nseX/BxYyZkFW2fzPQl4UrmmNV7addmrcdsmntHiekV5O1oRxn/zbY0FlUx5+2/2Y7moZgG7gpBwUslqSrMx1ERpDFGT/2ylpVmClEpVN/qRnkEEyTcW2UzGSxM+nzFw5EOaLX2Ww2od6KeHEbMoWjeV5+U7z5o2wz3z3oh7iXu01MdxUi/vroriveFZMoMqTGRe0Vp9Ad/f7aGHzX0glAM9eqpX79odg5VmGs39QyGr+wfIwAcaRBAW0QiS6Q7iwa+Zje52pU3f2G+v2HokpKHty04LvEomGWZqQjF1aYEyb2KKJzQUlHQ4MGGaPFIRznP13IPtBvOC2hWLVi+4ZqQolEAsjBZ5cemc/etvQKn1tthDKnO3Tz6eeMHIvvOXFYPykdG6IvxE/UOPTu14oz35aHLbErPM04uX7Jsb43mA899vfx9M3EuVjoxT9oNTlpuGYShcojJSJ9IPnLfTrP30jSFBVNlQP1xNmi8TrcjDJ0UGjf/ynTi860xDAAZBevjiZ0elrVb5LxtWiWv8Hijq5pU+nWpNBr9+he0cxedcFMt5OBTGZvBiejCYIhawuTvaHqVnDAmoTk4zUxeJJuZGib0JTDeso5wlI8WyH5qz5app4n+6Jl0YMaUtxhBmGHGkAj6zLCVLpox2YF/kJubie8zaZJ6IK6MGSHm/B2X8SgYZkxR5E6tSQ+SCkitUqWPFsR1YfuHkwoit+qPZQTlABInGm5fcHP7kvEPbrGUu1u1ixNKDN419eCm+7FaE39TwqwZSlNLGrFj0VImjWU53acpkv7lyx5EIOsYQz6hJ2YYqAnF1X0Ol/RPK1CpScqV78PiAU1Yvz8JU752mqny8hBBvCRdSTyzLS5IMe3nX8kF4MdUHhqxzmxfe2Rh6wUkOF8XIetd7HXpHn9JDhInG62a5CXreX9JWP7OxD+4mzN8/brwf5fNWRlzXeFkGRlLKk7Jb9VoLD773dx50F2bp1at2x3J6WcexggSW9g+QQQE0iCCshUeneu3JQ3tWTdf0kGKvqslNChv9IUVuNA+me1PP9YlXFI8FNU2lDuUE+seCjnltmbCXDwMaAErApN+xm6uz9JlbaRdfYhkv78LorY/LqJd5DV+e7xXzn+E0EezXXwFLwIpV8644axq8OZUBtFui5V3eOffR9sCTjtLYmC4zoo/5yAxdEbxW5f8eHVrlo7E7OAYF/L9CM7CnbBb+l87uVUK9VG5007ZHR9cYCSC5zNKpIemigvO9EgdAA6/p4bCX97csMhJjy2gNROswOYE3dU97i0/DdTqQR1AMpqd7JDhR5RWnH1xbAR6Qz8rw83I1pzorQ2VV+plrdqs6OCujnYMTetTHn1fa6VllQx2KR83Phe575jT2KP6nkUhCyoL3apsZH/KJIQKB1mj5VyV33N9hH7xa9hCuiz0Gsvb33X1dF6xU4EZKiT8+DNthaPr8RBLlHqsGEPUqyaR2nsglHoYtJxFEra+Fbb3nMPoMN9IsE63FJF+3tdVz9LxVTvkOiz2tfPaTk/FFPe7n5D+5x62Nd1I9H7YjAbQaxCXu5yYHnDSSni6E/C77CkzkTd+/qqiWw2g1rp4/8nFP9lsQ4i8rHQ8hUn9FBlzA+N/gQ56bNA/wkvOf3I+4LZ6jt/iJ2w+qJVr0wAAhg90Rz2IsdGdoCEfRK5d123efWLZmzMHJl/PbPHCBKLY7fgWWq1eM+IjtW71jkA49MYoZlx6/3tro+WL3Uy5/B2NaYuU+uj3ly+HxwtpcoOhXSAUm/NqruVR1CIwiOiwbe7dtAM3qPOgurNCrd+2OtfShjrOwf4AMDqBBNAgg5l2T0pVyjP8IWgaZPWPE5k83Uv/VXMFJZ0Mpa1FvPBj83nqXBvf7X1+PhYCAiEzxGEMQ/DtCF4O/RiTL28MwkzzSoER1X/K1TROO/TReyCCcpFGLXD3O3nn59O/3jQtYJ68eSXt8zyKt2VyhDNXZt/eihQg2gzIM4depWLlC+fap7UmtA3pACuO47V9kvmyxRGznezC6zMduwBxdudScEx6c9NoyZlPY5VYHA7le4p4AiFM9wYFH5/fo4N9QzyIwUqd6kPbkrmUKjSwgtqzwmfsOWyNB5BtVOMJFGmG0JvSUEQjtJNMAuYpikYH2IqxHUh4/smzOIG6qYK1jcVdWjz2Fb51xxKCC+rsir29xO6Z5LOtYW0QURNzym124wvGkFBbUdJiM3NYsd1fbtQrcv9bYY4cZlzj/z/DkyYWBkygzpCwtW7oaBTgehDEGEZvJ2fALS0df5G6Rh3CTlOwvPj5118vaIZBIsVeqEOP9PHUaQU/j5c++jn1U/d/ORv/9zz7AuLUuVnvxn/H5PmvaQvEzP+ttZSTfzTeVlpTpYQ3XxswagUvsvoYNyLfXLwyyaPsR9UMJV9drnuBtnUVt7kfsznucd/N8bOtbv6hzmVh02MSFn2Z3FgUj2KSzwNiL//J95wqKd3l6cIYmYcUIbN8NUlbrwMD0eDSrV/wt/eDyv9mHW+/NfyJxK/bYRO3fA3e0PFTgqnfldCr5aitTFo3m+MQUnRgK8/XqdbsbLLCsf4AMFqBBBGEZfPOP+Tmpcwf1filNHfK1uTOnDVWYN91Pjg1UUQVixZpM/9Z8Dt5HdGLAMFgeWoVJCMjQpg2OcBxxCOcIDnWsR6sAkBqcqUlYLIHl7uRl1fd8ZKauHOhoJ7c7rq9UzVe9J8yjdydO92TMw63qB9s9IyN1QqvQhA9fdWhjyDmse24gSD0r1TN6s2SOyaCVmMSgzAm0wWNsLHyG42i9yHGiStZW7ySOXain+pKa4i+dXucoIIXv2CBSdFj6fCw3+NEWgqB4mdH5wiCwgWpTOqGSnUD2Btg9d2pdomFn6iWOpXFygRVvmmyr7gkCo6mcR2RHpI2tRjVwnD+9DmJRyVlb383mC8h6Ugl+74VoAO/OPV+cM3/VVbIntcqoW2o+FUCmTQInMF837Y4EbXqdQkC+hmSOow1VnDvVT5qNxl0wRoRobKfpCXzDujCIftFUEiP04uadRe4+gdOivqSqfyuqFmvqYl9LeW6ZWGOP974MHB0Ykx4nOsZ+ucfof/fsbPsoUoh5ejN6wQk9/Vc8ACWWh1wd71MFRrTdgwCdNfMfjmQD7c64GQjlQA9m6tX7djdYYFX/ABksQINoEIAdvjw3Cl0u0HXMgY3aLM33/H3ZZEqqwRQV17dzfCCmLJ7BRsclOJ+MXD4fiGiq7KieM1peUzkupwTt0DFDd6gsqBTp6oXW53wkw0xd2UbWL7t5wdl99DL9twQgQXUNo11/8u661UocoIypOjWVY7PbycIAWW3peHqud/tMLz38MYTmfMstRYWpA7FAXFEki96yDjax0T9EAaA2iCpy8SUNNDMcVHAAhfHD49lp5GE4eOs5adPo6V62TuFBpWX4ctrPmGJRfjmpPE4QTSJQzCyjZXl8lUTAPgz3yw0+ImhctnmJ5J0n5/Pb9q9FuI55+HWZxrbRhNBPt15bUy3/4bUqX2c2zLtHXvI66EdEFUW/0eYXuR/Bj5Ap5ANhHfcjP6lHMh86zbRadO1OEhHwdVuXZtDGBhyRIQNxVuvA2PTYFRZmrNLYE/xPLGhdyljkccPk4yl9MSOessKgK2/mV1MuhWIzqV0/S+oplmbWuv/LgR7M1qtv7W6wwJL+ATJogAYRhEXwopJi3N+Z5YmG0XJ7J6/vKpCIpC6WDTIqH5mpKwkpiwsYHUcAwu0vJbD7BBforxklTWfdO/Pzr+/5RgJNJJQmDRRpqK7h7sqQHdxwoQJcmPZnFmFw6MAeHHCTxq1xeqB6fufmhNY9bAm4/24lLtqwqyzhtnfZNMrYQrPXfjAQZJSHvN5D+HxkzHTba25JVPvuegDad3eIrNaB4emxyTbMcZp4e/PyUIvWjubHC5HrUVWGBmqBb6/61VItheKZuj7UQgzzlak6MYiBqtfgY3D2DxDmAA0iCIvAAnZcH9dSY3hIoiIcPwDNR6jitCKZBiCMof4aS0IqszIlO/0Ky2h5OIGmEUJICfX4kBud8Sh2w2UDvHu3HpFTqJ6307XdDMhHMkzUlVjgLrH67zv/FdHdOF6DvF61eP8VA7+gNfJskUzTCSeAGSGM/KCWRQKZUTlj660Fsd2aJWoeMCDt5jrqkAoCiXqvDiCAb+FZat3Rjyk055tUu3wjgsLUYtlGwI+hnSVqLEoVLqKcHSLDL1UtzN75MpD2eUEOZLYxVINkf6scQQK8CLXhRUQqMnOHE2j2HSICklV82N97/37DrvB3xmbDPT4OgU2ty3yybv03M9Cw3tertGWpDBkJ0oLVOrc7b3906KgfSaXfj1TnfBPvfHaoBhN55sLiRJrBLnbsqtSrl7at/UtbJpifDfm5SbwmYPGkEcZ3P7Tz9tdnWK0DM9LDosOnr/tgxh5a6NfQsoexFHl5Ncw2868rdW/rgGRbXEF01jrj29QHbA+EcqAHK/Tqe7sbLDC9f4AMGqBBBBlEcKHy+iOjgVfSMsrQlKe+k3O3KfOMxFHs+yEW4t7eje50zynD5SF8JBVDuSgQlDG/LbAW+ehfpMs7X+FSV4e4NVaV4Zt4OAgsOc+BWbo2ZbPfdXA4/rSc2pUtFfUBPOsXnr1iEuhsoky5dI6ROiG8JFVj+UgQmE7leS3zhuuskC2Xj5oKINmdyfoJhpPEy0HrnSgfG5dDkAXK7AEtIWhlFP+1R3l0DkKlJxPbfkYFJSFoX77YkvPNQO4jdb4BEP/YzyJvw6hDsjjKfSwEJOW5l1kBrUE02jhbnmtgupGNvffeqnDp36clsRT7oZrb4/uHcTNo40rrKsbhaZ05YIc3zdpqfYUv0N261RApvCGxaj32JJW3N5m/cxw1uEN6riEnOnKiXCzwSqYKTXn6xjxnmzJennJPCqkYG3A/pp3eVDQV4WJjSsZSB0qQVl09tcVeh+stRUSkOCFxVLcGuz2td8zQoTOYlB5GdErxOiu8p59HdevhouUvjxgf/hoqQDWoF7P5vlaP/y3VzazOg+7CIr363O5YTW/7Vqb3D5DBAjSIIIMINlR22uzAkTuSaqk8asXsVl19yXTjU6exx3561CK7B721Zt7GD41/sVYeB6o439ZH/vDh/V8p5BVccpy/b26gh4vpsKftXZ0Skcq093L3zh9dfdRTbta9hOtGBjygoPt50luYoWsDkn55se0qnxpbyrsEZl98e4Jzb6bjg2LHVkmRW9QXuEzeE7ZHY0ubcwVG6sSBKsxf5KN4YN+BVEpPc4VXJf6yGXXPy23TokkiOApPcw3I98h74854Ss7YfMDC5efZSDjhRoUR7DkgnvLDZzXyYu/5jRE6O/x0+DH5pKovfDeW2/x7uRDQDFDog+USJHDTzk7lxYhkE/7mFePu7UZdDnT0fBsfuSNH91N5TIzcpr76iuEG99WqLr88vpGQ8jCXCY4nMrdR348AnaXmHgN1o3Djhw26a29pr2lz/1uHSb2zbs6mgCZr6pjipKnWiq/be7pCUCET57DFku4JrvlA/VdYA8hMB7KUsZSWL/VQ4aQ5pb5bsDf3IzMDZXYl132jzP/Y3SorL5pser5e/fAvT38EJOPhxpnr3xBsOhHWXMOJSCOR1iVFDVJUUieMAi6k5SNEY4671PY9n3Z1R8Me1zsm6NApzEoPESIaOc12E/K4a996ZEJ1AO/NSGBAGU1m8YpXmjygmCU69RUW6dX3dsdaet+3Mrt/gAwWoEEEGVRwqKxI3WZw3GdlUBOFcVKN+K5XOyDpauBgoML/pTY1WNY/sbxbA1SGy1N1Sjk6+/z9+R6VbaekgyTcSTPZx2+sHd7YmKr7SgtgSurKivizkz6ODg14a+if9Fu2kHRxB2KZAqN1JSSeHb1wQ8Dpesovr4LzSq5fWuFkjZMtCX43Tf92EVBuuRS318bpgMWnt0d18N4tL3FG6sShvCb1hO25W7MelK6lDK/w3aavL+qSqWpsGKo2gjcLrcrnSf0Uoh6dQ5AD2jdi1h8Ax3/F5EU1rMe9A68j7CnvbwzfraEreDpHVp47qyw9R7qiB/0om/jYYhkcqElrojDSck6PMNNNDpqhJRWGxyH1AMGj49Yfvr1KhbPbJ6FzjFmXfGSm60NbzyoKXasQn7VjDo34z/xvMzWRGFLeR1Ef/1SjWkAzmJJ0zD9qK3OrqzOI+o8y5PlypROSJw1X6SvyJVanBcsG0GuPahtSNozn/kBXBPe4mrVOKldddya60k9Do3Gl7aiH7Z0gdA/OMauSt+id9HMKI85sC61B3m3U2CtxQX+poSr5YNawER++lGh0KYxNtHGsMm8KiK+a3BZYiTyZY3aBY+tyJTN5rqSK5Lfyt849WBVbA7rlhKTH9Y4JOrD6mVvg010du0D8btLFQtDBslalpuX2qm7tBvSszoPuwjK9GNDuWEif+lYm9w+QwQE0iCCDC5xMw5LLLjtvq282DG2k7uyrUoNkvVPbvurwKQzPrUrLk+p0/Rmj5WHFG+dcebLTKd5CzTUNULiQrkHin5+3jH8OLDu+mcUwUtfaaPwxm62XoohAsC1QCLW5fn7HLDFsKgZYgFN3l615Y3Hdp7B1uVYqzmXBzotTY89OMuL/7QqbkTphRJqmX/DYsy3BZIxLHMmI+mIpkuD/fFICoDxUlBYsOtx629vZzn9leVRRfy0EaAkmK72kdVkgXoqnuDq3RqQrlRAB7XJbHUzw2xAS1Wxj1ZfXive/AMVff+GAxYw90T0xiABWonHe1Qc7PsRN17iSBahcQJd98Rvt/gWMpnsfRqNhl/uJFcYCA3ejsIA4e0l5YYNwRVKgvFcSkKcfS7Vp5zWnzaPZQQX96+yowt/Onob/c9gXSGw/SET01nyZI8sW32slcXINDpcP7rw1bqfBR6o2AEDzQFLGO63NdS9OTLC86XtZJ15D+UgTNy69M+LJ+WU5ZD+/LRBiudwOOG11o4iJl5fMq/maP7yrNbY9r3eM16FzmJge97hqxyWyDy66dLDPb9zq5IUK7NEs1alPsEYvxrQ71tG3vpXJ/QNkUAANIsigg0N5Y+rLt6Uzp1oc9owk0P8CJjbzgp/nqjBXy2lu7lRrqLE4IoZmIzij5WGGTSk+Gx46Vc7R7vTmZ5mLu/tcwmoqaUIsdlvKEF3RKmzYXpuN++OBMWUcIdsbr87NErv7a5kbBghNPhHstsLnzOQreW1LtrLOS9tutjr55YrFYmHML3mMzD+MoGHpkaCPs2TXLjy23i15ZU/PBcGIziy66LZiZdysKx5faQ8+/c2oJffcn8y4/Uhrru/jLj3NYYc3zT+98/AZ7UPmXwDg7YkuXYEVtfp+MeK9hdTihZf2vCmc0+UNcnNzzz66tsRJi+8DS/at9QoBdNpVz52a560nO/uW0j3XCiBKTatfvF22X4v2oF9qsMNn5W+dzfsk0L1qNfUVNmDqNMNtOJb2zKaewTV2a6L365LZU6xOesQ2UhtFLfAZHY54viX1+Lzptx+WdLK3A693+JPHsS/Oxtv9z1bTzuj9ZtjUM/4vN8Semm5562lnsn7Si3rHcB36LT1OVGXJ8udKLrt3JbfzyoYB+k5/3ZPB0ZwXxXSd+gbz9WJcu2MZfexbmd0/QAY+0CCCDEIwqJDhobDgTPMxlw8d33Llqb/Nl8JaKfLZCVLjJ8fZOO25vHvxuBtEj2fmlTQvAl4x/pL2Z7MwWl6zRCG90k1PU5cujnlx4tatR0tfvQ+b/DklV6m88ffsCBtfk+TI0VnKY8d/mWRsFjhlmuVrPTl8an+4MO6briSk7MO2iTb/plOvVRdeWHzz7IzNohgKpwQYwSZTl7sua16bWlzMAa1Lhwqu281dNz3B76612PWWPUKMzD8M37iKVXfj1yzY7n3mzs0HS168DbWISfqmUtZA/rqKA/hhEqXD5TUyDC2m+U2fPfO5CIbSqMKi4jMv+X2KNdQ+dvDczvtvoqZlV6MCgFuMoKI/M3zphh2uTlPlXjR43zHpXm4jKF5rf0zwZ2Vdl8MXtj9++9EivbRBtLtl1RVYUZPi/73OnG8f8lDr6o3H9t6BUSbxX3+MatlAzi2q+ENN1yRy+oJlTxznaj0WZRv4L3kM77jKzd7pC41uHXx+8OKTde+ic7Vqmh+VY5hyqYG1/atNu9e5WMpwJnU5KEOEiMabl9yUdHd1yKd0KsFtWbnOQuxl39seFhUx/zcgInPqmIuHTmy59ixwfkJRnSR5W5GEuknCnFW7ru1ZPvEyd7iDepeiEF7i+G2+F9P0rnw67HJ169MPn80L6poH8wgvSXq8adzcZlm7l2pdYw9zaHcgbAcCe17vGK5DVyoyLz12BdvM1Zq7gzZEg6lUFzjMa9ZNl3zefm8i83XqEyzQi2HtjmX0sW9lev8AGehAgwjSLbDSq79Fo6v5uxebjzTNu2FZc++xrOu4vb+PTdzou5OrkbOTK3BudxEtw/q4f7Kg3eUprz8ypt1BkkyS19y80GHj5sQ7j5vj3F5gd+htPvaG3uqKQQVNLwZloxc7OdSzDUTApOxCNjruAlN1ogcWFVCdkbL+3xk71wOws2f3YlB+dbuEo+52dkc7iMFl5ePXiIIuzpBqk8entjDx8KOFiw93GbcXdQDhJEnpL43YT/51+6bepcmp4RKXhbrQnTljdLoTlp26/6L515cUeMbMTTEVcM12KwcKLWECM50CjYWRb53d1xPYh5vlb7xk9s/GS+AfuhH0b4T/QG/QcUlPCxsqbrg2/Lzh2r/OdxSl27LI9KTeMUuHfkoPN7J+/Sd02vp+1am77aq78VijV8/bHSOfs6f9X2/qeBus6B8gAxdoEEEGHw0ZnO6XQxeNsLHx0xFlo9NRNSIFXjtM1zwsp+lE1RrtLKVet9s8zmh5EAhkAIIi5eE3x/mUt+3nIXvIWuA06SY/IHuBg0AgQxfYPwx1oEEEGXw0FeM+HPl73cX1K66OMpkdYmWi837sSPE0frbG+or8FIlInweTb71Jt2qg2c8hvPDw66XybO03zzJaHgQCGRCQKlP4QsIztWuaCBw/Ut6OurTn9naqs0VUndLWa/G870cVIRBIPwH7Bwgl0CCCDGLqQPqH+5PONv+6iomobk51Pz9t/TAM7UGbzJQHgUD6k/pkVwUbC9dX7Q6i/YkYyeH0mgNKA8BDFgQCYT2wf4BQAg0iyB8OG1C2O/Ps7oVVTuP5MQw48JTR8iAQCOvBAo2dTy+dNBN0HzibwiEQyMAA9g9DEWgQQQYfXOq1u164L1V67mP9PiTKID4jf1RRcbFIZf2vMxlwfJLVo1TGJemZzfhgs3jhPXNF3i+deohhtDwIBDIwQfhJcrpTPy123n9uy2zFhzwIaOpvlSAQyAAB9g9DGmgQQQYfCCdJUntOzDrybyDKg0AgAwIu7fOf8tHznF3HhEAgQw3YP0AogQYRBAKBQCAQCAQCGbJAgwgCgUAgEAgEAoEMWaBBBIFAIBAIBAKBQIYs0CCCQCAQCAQCgUAgQxZoEEEgEAgEAoFAIJAhCzSIIBAIBAKBQCAQyJAFGkQQCAQCgUAgEAhkyAINIggEAoFAIBAIBDJkgQYRBAKBQCAQCAQCGbJAgwgCgUAgEAgEAoEMWaBBBIFAIBAIBAKBQIYs0CCCQCAQCAQCgUAgQxZoEEEgEAgEAoFAIJAhCzSIIBAIBAKBQCAQyJAFGkQQCIQh1AQ76MoY3AwsAYCtNVD/UdSPwPkGwgio70fVIEMIxtXDSoz3tGFXrV43OrSFCaCL/HMW3jXCP+x5vMHOUHlOxoNWJ+Gfn/t3xaVHvnYRCbljK4kUdbMZ9XOZhz6uk93bPCAj9ZeOkD8F2E57CzSIIHRoQrLOT1gqt/7zDapguZ1Zn5MOj1fjAKXt7yEiOf9pL5JeHX2HKnj4htyotDOaE8DH2o0KWkFn88C4PqvHZV35JmuXjrem1n2GyfvuMWYKb1Mu3eemCycQllPJ1pxoFjbLbvnDJRaKXngMaOyzLhAIBAL5YyAWeYs6TbLy+i8dTOhvXSAdQ8y7LjVRavmXyGbroTWQ3aLmWcFrjdlCSDpt/NqItRPkdS8GFwLA0RY6tun012j9jSNxEbTxG9OOK2gobotOBADfGihsXxz07Ya6Pg8oYPTzQHoONIggkF5BACWZ0dJ+5N+9EzbbtTd+vvPYZdFsGfb4/tYMAoFA/iTqIteNl9dxDSmgHHzquX36HmKnL4o0d8YDlipMyG77f6AxNPDBDtMqnTwSJEdmAN3WwIYYLp/kOrXZE7lpDKJGpCAkcBy1MUQmGfc6tmLChpHCkQgAaFs4ipTH+CinUBpDzeA0pqYqcdP7wAzpD6BBBIEwgOrIM+p/6Rb7uUffNp0jgU3qb30gEAgE0s/UxvPce1E0gzqQDWiscLnvbDnKg58NaTbmsEBITSwFSzWAhrAcDjmCmQ5/5JGMijaDCBRhgoJy9RonKj5no1zOiFZgYl4nG7UX0ghifFIM6v6aeJkbgKa28FokyfuzAZEm9mjLcSH8CFxZMlCABhEE0g048by1bAggApSI1FXX8jT3dEi7SIX3xB03LTxucn/aXCG4ZwYCGSLwouYPCzYU1ZO2twYhWMDFj6/sR6WYwFB5TgZCyONILgISVGFCtj/OnvpniyEPyO8nrQYndVF4Z63J3hczGieQ6+Lk+4mbXlgLX0EYZkjyoKpWagHIg6D1lAJTfaL1y7YqslPNRNamcPvENmnSk1IcHKSR2ziRR5ENVLQGNnzj8A8t1aWOKUYy0JcMY4P7xgYM0CCCsAYuzdrjqVX6h0gAQ3upKfuqtJHqpvC45l6uLVSStDYg1uaYJpdPO1kIDuXiYa8zZqg8UNuh7nI7syIo904RK3DJnkcs7BcevxlOACKUUcueHJ/8+rSlvJ04JrFDeRAI5A8CQdn4hKubO4Lq/taEuQyV52QcKLEB2+7jGZcggRvuN+05aCNSWVQpXFcHuJqtI1BKQHkYmwAGFdS0SFQEQTUpzdZRSyjxs/eopJoFwqJ4kNcS1pATIBnyA4ygKybVRyamfKu4ogjSahCRSj8J+KYDFap47OPqLBW5vjD2GSB9ARpEEBaBQdm58bXsdK4Q8Zw17ZcLNMfnwdfi8VwdvnyxDJYH6M360E2Yv0lp9hHvZ9diVskt8ntSDyiMMmIsh3dyrbqdOL4HBhGKEHJCJV55B06L/PhpQnRM/LivBSXDS0tLhSoJJK6fUTgEGkcoqKVrGU0LsrF3uDN7vEgHX5Y68TBjiHmc/vLcZJfzdzZ4hiYZFtUCPE5AvlJn6iLfTXucj85Wwsd09rWtIf+DxH+HTzhfexY4P76wRgoFvKi0tkWM3YY9F7cvGHsX2/0H7gFEpDL5jfzdmw+WvPALsYhOylQtIQBu8rITXhGJEil5jQwDi2l+063nvpiqIfyRrpcmtB6TF/pwwrWbj+29AqJM4tOLFep+lhkG4MUVisbqmEbNsHV4vPyvCe4ibPQM43KMh7Gg218BwLYt7HeeTqx89uHSoSXH/nNfG5hUPLZZNWT4eMu4xZv3ndtuM9aNDwMayOVbl/lG+j+XU/9cfR4yL+l7rSTgFK1XNbAOc9yx59/VJsNfs7fTuz/ShPWwdzDAG12f8qQRKYp6qn7txkOHVx8izL6kFSpWk8jvdizgk1It0DaZHmDruOaGnf7w9xzkWe5B85yVmDezxC5ZehJW0FUnbNF4McyiOqowDdf4rKi1ejI4SqOtr/nTyfMYoE/iHx2duf/s/X98I7/pVaLNcrWvxPpb/fvAeG+qC129885KaXGfLWoL0Gm4VRCquUQcSWRc+6Okr30oq+pX/8MubZQ/aRjITvkBlFsDy8IEP3yrVzRS5fhtEJH3A/mqpFLsB5IZPyzp26cfv+4hxnF4J9Vq2IjwpLRcr0nwUviCAj6qxJSnZanxIUWgHUzMb7Qak/jYZcb+s26bfMKzJpLrK5eoyg8Da4dXm3c5uUyR5kjukbw/DGgQQSC9AouKTJoZrQz8qmMBZUdXgWR/J4ijAI90fyq/CWTfd7Setz3pQodR6svZcuIDlcm/Zxd2rVByuP3o1UW7lfIcFNPynYDWJvNcWzDnsuPj7OVUKZd/5Qt5sH9uyCOPmVvefbA9ZizkgWmnNwkp+bBz4hRLF8/oBiDUFl6FZEe6ax61c792++nluZ4rUdfuPW/3QKvieK+vtzvidCt+DZXR+ZNGUFWcLZxE/oV7al15zT41P8x+kgQGUA2QiMX+IscW217c7VM4t30KJFBdmCIa9iLFKuzFJaudcvMOn3tydfHa8fz+7fOAzt3lYQL7ja2f7wutndoWWgvyPj1TP7rw2fWH75+bh1yatrzpxVrjyXOvPkql+OoICEUcCX5XjDf6PTTyPhe29/k6lSPNI54uX27MTRPWw/6gL3lCKgsXPLvc9symZ1mL20smgsrcOIm3d+MWvL17ZMHeWSd9n97aaK8tgOmXpVp9K/vewdT8qf/Ged9+xhm7O5lOVOEo2r0Pa+1gfPvrax86mOoXQ+BWqpmqgYu+8bapzSAC6VjfqFLtPaoSv98LNUii92eDNqtRo3H1hjGXTix2O/nL1X8pEub/bWKDocqTXx+d6pGMd5G6lTTj7eHGeh/FcdQf4JiZ32hdGvdNW+tLDo+yqT4w1BUlDvO94rzU99pNu3Uv39mfniZ2f6juZ4MGEQTSS+guh2gGwSAkxq1rpgcRJN9YZDMZL034fMbAka/LTZnlyGtHgyP38giiHUYhxbGfsNly0TL1WpQpP5JDeYmQcFLJakrzILSJchBKTf6zlZZmCVIqVYD6fI3eQioPEfyfqdHTIzFEk97KIBZ5ia3Vne59ORPQXevdjswnUuu103yKQgJmH9Dle915GZYjXo5Tj9wvJgp2KO6a7YIFPPMaCs7emZNGaZhQUYn4rrfZc8rsY+AuFY6AzhXsjzQ748+vh8yn93lCKn0v7Kxv5nk6CUzsTkq5LzZP0TMp8wsJOGCuy4eweNDat7LvDczNnxrk46EZTm5BmePbX0NZNJrsvP31tQ8dXPWLQSACpHFTlQLA23g7yuAvXvFG1UslTvGRrcj6LI4P4eXarReljL+bGk9874dzK3vXBH7W73TfTxNLd6twiJONS2IxLvJtpj51Qlxg/JRRQZQfpJib3+WI/z9mu+8ll8l1GIWUwHbeaspNwY+hP/aN5/Fl7hhmYAINIkj3yTwiq855pKS/1RgYNCI5rx8ZJFDtUyIzjKQgwZlH/56u4ZTVy7Mw1XunqSofLyHEW8KF1BPL8pIkw17etXwQXmxIGTfr3OaFdzaGXnCSw0V1Jbe0ZSCCGUYcqYDPLEvJkimjHTQWuYm5+B6zNpkn4traGTZlst9cueNIBJ1BKM+oSdmGKgJxdV9Dpf0TytQqUnKle/vcVJB+4LydZu2n/yIXRJUN9cPVpPky0Yo8fFJk0Pgv34nD20UjFrC5O9oepWcMCahOTjNTF4km5kaJvQlMN6yj/HJKimU/NGfLVdPE/3RNuhiUVbQYJkJylaMFKktSMkpoXjZ1IPDsndYvfezio0pkcXl1qbl1UtTx4nHnz0ev/OeSXgi1Z6L+SxPWQ9bRqzwhFeE8V8892G7wJKhdsWj1gmtGikIJxMJokReXztm//gaUWi6TYg+pzN0++XjiBSP7rg1YxtLz52RHpa1W+S8bVolr/B4o6uaVPp1qLRe/foXtHMXnlINKDoWxGbzk/TlMz59GkEzXGALkFVVAYIJd3CqHb9cb6lJ5nj4InltBOdbCKDZOX6TvLor7PRPDqVynxI1QuV7uc/vrax86COsXY8ChkpOMYiRAfD2li/fqqLcqXwnm/OM4wQ9S6SdBP4r9QNzjpyQpiit8sxwNvrxLAGbkMPSLt3xCzd/C4rwgF1TH470TgAZ1OqqN08byRrf+yYL8zvttDPErGWRMUuRNrEoNkQtKrlCljhXHdmD5hZMLI7bqj2YH5d3NtT8FaBBBID2ChBBK0gVD7h+ct2p95Kl2n1A4dWqnK3PH9kwmBggZ7I54FmOhO0NDOIrePph123efWLZmzMHJl/PbPDyBKLY7fgWWq1eM+NidKW5Z+/vuvq4LVio0v3yJPz4M22Fo+vxEEpjUFqMBRL1KMqmdJ3KJ5/cgmRB/Wel4CNGCWhIXMP43+JDnJs0DvOROGCVg0t0Wz9Fb/MTtR/MYvGfP3p6GpIsKzvdKHGjDeU0Ph728v2WRkRhbRmsgWofJCbype9pbfBqOIg/q488r7fSssqGWgEfNz4Xue+Y09ij+58uDhJQF79U2Mz7kE0OkOIwv/6rkjvs77INXyx7q/OR4LmDkEnD0hbPW/9m7D7gmkj0O4LNJIJTQm1gQBEEFGyriKaDYe0fBCor91PP0znJnL/jsZ++9d87eRQUVFQuIFAEpgvROKMk+0FPSkAABxPy+n+PznpPZ2dnZ3dn9b5ldrMEoyI85MbR/E+cLp0UfjSga0GPkUa9fdzub7lQimfSzJba/tVkSsFYwx6e7d1pH5rXjNCr1IFSZ88R2WF3K2ia5b7da/HEqRfixmjrjP17222HfS4/5/kvCGDJh0tBds63trq8PI9+uaMfsnD/k5Fyvde5GTL8qWTgBZVtOpYLGEzYc3zOBHC/6DtHNy1u6Cn2HqMmk0I17RkyS9B2iXP+tllXSPqptM6euW75wUh/r83UVM7KiA30s7gaZWBj3nHBney9yjU44ZvDu+MPu3oWntt+mMez5adGOjTNaK5ME4cIYlKz2v4r2oTV1+5IFZfPu4dZKWxMvc0lxkPjhdu0n8TyjlkbMxKyAKw39BR6Tb9LL6gFHQSe7g30tHxIQ9zkgIulP1O+E5zbq3IwdnRN6w/hZtvDgS6S+48e2esxvF9yqpr216AF7fP446maxUYUq7FfpbMa7vc7O7dw9D6QKHj9ebmi86fm0jtvaqVyQutF+EgiIAEpThjtjtV3nXuyiQ0WUbQZMWvcXl+cDv5eFoVXQdnjHyxo7j80WvNoY+jDMmjuhHlO1lDsLxOSPiDNbnKc2/O8jcEzdjkmz/7Zft87Fq73gUTclJNIokyYs1aIOk+RRH65etIsoOvMU1Hx5wO7p1mvUvl6RopT4ZiM2n998xPOU843ckWVadDG5VMjpwz2CRB/3MhgXd+7MPGcHLeqDUDqlzK/nMMV7vQPxFiwj6NTJHoVHfBWhvG08Xu+a3HQ959uVNAat1WHB071zjnhYe0R4FGekyZMDNwfGTXBfV5dJskqsaiuPN/tmtVml8XkQAxap03O8l73ShU+XBA+khTSG7rq2ydl0r9LnF2A5pOW4aaetl0z++0XhT98yxb3Vic0jqqUGRJU6T2yH1aLMbZLLCzl1tLvoI5FtFy/a1l2PGSaYRmm0TZs4ofHB9XMDix/x4fuwD96L7zputOFLWb2rI5VyrfvyKOxDqqR9mucve3hnwIIWKne+3MnUJpp69ROs7MnD8tVbVvtfRfvQqmo/CfJi2U/uPLdLKCBKYr9x36qEZxdfuEp4ft3qEkejj/ijXQyiZm4Xbmeu9rZc27d6s4zeTciryy8E+9QAhSuvM1pNMlLye3/rabuMohEOPjPmdbbRe8okSnyLHtYP2duv8L+8qxXOvOWbaLO0mcGdTz53m0cT4eXhtOnytoHS1/e+qqa9FTpterx1rMU2la/7FaXCb+S67dT6w5cHuHnxBN6xjWNcuRDci9uuxb9KUrzX+jNBQFQD8GL21LWt6+7/TPBkpgzq/f58X/Ba6wnytnFXucazQo+t+GW+WmknhSUoSPLTvrj/0Mgz17x6+b4Jbv4hPtNA4veOBKRGpxjkSzE6nrnb2AtNVUhicQpFc+pbfNQhXnkJglfTuemK3KIRbT5391zq/aPwlmJlDel500hBZOhdhh6v4whrT3LDp2InonQGI+Du+7aiySZuv16w06KipSsjnfH2QbjYl+GthnW/VoclOoqcEt1oQO/bhh5bhR6RIEH3jEJz3DXrckoOiJqO7POvEUvgd0WDXFMdEk9iBA+kysR+TPvzgt+lYmqapNdTJukvcgT256/tXoqqmCe2w6pV5jZhZOQH3A+zES3niXu95Sx3srz0OdIk+GG4NXe0IbO0RzRlqXzrvhyK+pAqaB91J4+b05qrPJD1uxYV3v8q2odWUftJnDLtruasniNOCd1RK0Hw2pGu/dYSV0m/Gc99uTNwVfOp5TrnYRrkt3U0ekReRPYqTuSS59eD7XJ61j7seyei+LE2tTYZnRsoff4Qu3rz3u8syZWMrxedAi6/sc90U1n36kqg2Adcm/a29OJ8bZsqau8WIxwv12IKDzpEmLUKujg39yReL4QGHYp8EtI0k27BUqrhowaWFQIikJ7Rb5EPnvztaPn1ezxCeFTM/s5OTX9/vb3qK1b96g/43/Wje393b6/FKMfLwLlU+Ilp/XqP3HMokCcyNGcp6Pw8Fq/UE1E2adiqjr/oMMsMtlqukuhjGUUjJH09vPOzGPEJubqipemb638QH7KZQXPq1Y9TJz4F4o9vlUFBKisyiRaZJ4MY2xj5s6U9uBWWEZ1M6wgnMkktc70ISUPUKhhYJOoXrgShgCgtmpOUJ3JHQogSMWmsFyr0WAuDTaspiT6+Y8hrZqQcIbo8TErkJIrmSzEyVWXPE9th1StHmxRu31Fi+0jZpMem65V2ki1b5Vz35VFF7dOsv/UdDZm+JyOj/a+ifWiN3L5kSYk269rGh7M2kpdJisPyj/e9W31MsTC4LPg+kFWv91acL48+Mg1sEzsZkZAXkeTzxbisZ7eavE/RNLz2Ilfk4pwpr0trnaff7uZUSXur0kb11aPE7yAxaQ2TujFK5AWfK/AuLZ0So57OI4q6LPn6wHwNOGAAs874aF96vGbpOSu7Isp8dS2tFC02SRH/kUdlqrBKfryohlPiqGUr/He1hGIo8JU42lm1TBp9sG7fzXuAi8vJ3s10nn//fZOScV+ttOrjvOdIoMB3DcqELuwIv3voUaY1lRni39dhsOgqfWSmAn68EW+UaDU2JRKIMOjCoENkG1CmNZRE254mfLo8JwuVO09sh9WhPG1S8abi8/hiH7SuXFW57quifdTo2gYqn2TZL1X2/id9XWvi9iVbHKvewVbkbMZjIvBu6bsrxj7PIto+F3gfyKxrax/tz48vF1Iyy+nWhuO7LjLzSwAUdbfWgxe6bR98IsZChWvapnYyZgcVJ6C9fxQIiABKYzI/4kngilbNJN4Zq6gsxtONW0e/FTkIMptOCt69/c+pg2zqP9RQ+HISnHV/dPt6HQ/fFRuZSQqUpGuupV2HZajy9fXYiUTkIlFCcHz9PKLDEL7ay6cyoz7UqvBVeZZmQT0dKlH4IMEn4b5RTXMHaDGlusJZWEZdbSpJuAweiQtOMM4nGgzRu0T58cE68YJ3h4po1M3UURR5vECExDatQD5ZllX2eWI7rC5lbpOifURs+1ah+558OWOnHeeMNPNkKGnnlvfR3vIq17ovjyppHyZRZMmy/WS4/1W0D63G7YvSc/n0iHaRPKx+trfaBOP2j3cnfBnhrf3xhN8fDNfdUBkXyxg6bZK7mpK3j98LjPqW76t84EDE6OL3gTRp207G3sXtyaGtelvdJ2cfT/7yb3+FYwfpUe9E1imjWa/QJioC5xJV0t5ZVOSH9Hp8okYJX4DgUWnh0XUE7w4VoTRrZ6gz/wv05EiNOWgA/JQK4lkv/ZKaCica8iftXj/Hta3yLYGMVELAW7PynISWnxLd4BeTl+Sy8Merg85e7xr1Z2OOqQJJ/5bIT2DeP+bXt8KzpNT4lh1NnxKvUKER4sL3ben/aM7OVY6aVGTpZajzm9iZPCMPwpwEk/1P3eweM8NsubHQV+y5VNCFy51jRQMii46RpspyNOwotsOao2j7tjfxFd6+s6ln9+Jt1ZwabueUciKan5HCKVBlc3+8u67fwWCK30mi+RQt6a5ITWwfWe5/Fe1Da2L7yRrbONfRVvPpsvepAsNgp1K3T6b2/vZPRrO8nkIjyjJonTZd/U3J4+z3nwf0ySNPj/j1JiIadrP21mIIXN2povZ+efRO77ixozbUZgq8R8uLY9058VqsvzSyNX/NKfegJjUXAiKA6kTzqHye6OvDWVR8Uo4OTZSpr51cftSZunMXPl9QtZVTpI179fOqv+BdzgfBEb5e/tVk4rZOsy5Mb77iy4htXCrsxMx+069zh32nMCmx6YZOI6+ZL128NFhw1J243YaDhpkdvXxk1sj2eiyBUZLyqE9Pj7bc6Fm77+9Lu6/WZRS9T8OmLZyGXTNZuWpJuGC9n/7ZfPIu+xlnJluu/jKCFZ9K9Vnd2n1N+J/CdaBI27FdzxuKvoD6M8N2WIOwaXMn52umK1YseS8wkmLsdnenxUO8zq921D0rPvw5j0oPuWNydPOqyas8TfofDdjrYKdKYqu65uXFVNbiqoje2Yjx04vkjlIzUBHdT2tg+8h0/6toH8rm1rj2kzlVuknv5l6Mo/dnlvgcfMNukdZaDKFlZBs7RttqLvv4PpWYSZ5Ih/+LQz0f4bvaVbO95t+dYTv1gM2U4mG3cxjBh34dPOt+wQDhnLX4PQeYX5XHQbgQEAFUJwX9/KaN1YKIf0aX4sR06vTgzlvZf4xv1NlUOTDt3S3TA/8cn/Qyi1ToxcvyULKa9G5Ou3U3p/nw+hWnZlG3Z7ZYZLi1w1h7y6IPYvrUu/smqUXJpZQNu/GU4DXO/xzofzx5qmB62o0/O3TQXx1u2dHeu1k9tQg646Nq8PNHzV9EcU2IzT6/6UvJ/76VYfXru5X9tpxw9swQGIUog7o21Wp5vR1dR3VupufHj3mmf+1esEM2ETkRqe3+cZVz/QPlfSesRsJ2WKOwLacFrRq4+ZjT+fTxxamBrHWdjU9dH+B2fZhj8xtGmoyknJR4jcjAZxbe92/Z3wtM/XIHQtsooYRif1gKtZom1GeRrJACgRP8qA31Otu+e9C3TV0fDovKJRSHbjl9xcFJTZR8alz7yHj/q2gfWuPaT+YoWsu6R4AFuZ9Z0jtduu0dXtZTFBnlUrVJZu/mjOdH7/MlB0SsFrk9G6m8Ek2umvZOoS6Mb7Sm9jr7SR3M1d9mhjw0vv82talYtmYzgma0UrkrXZk/FwREANVKnf/LzLGH6p3ePC5K8FsF3JfKR5ZO++OIQE6Oae2YrPcf61Tpcwgskzy3ncvmH2g53+4ZT3go1MIOtf6VEFL/W1YDrdSCTykVH/yDoVfQZ+v5hX8GdLJa/ZovMmRpMhVw70L7ACL4MUcJmIb5Q3cfn3f3dZ8WuyKI0JDNKW9uWpx5Qywkz7tF3oIzayZ01KTKMVpgTYbtsEZh1sofvOv0/Gn+3ZttCSECQ/ZmUf4XNvfwv0B6VF/lZI/StEl1bst4eOsRf5Bgesabq+bH3hDzL/9ike59F74oCohqXvvIeP+raB9a49pP9hTq2cW21yORgf+9sySMRZr3bPRA7K4lpcW37mHhRe4HSr5LbdHjQ0sNKk4svQraW7OWYlJqXJ5OWqCX6eVAYio5l2XB/D3TfrdQ/PqNJPmCgAigmnHarXh+3uPN7I5z723KFL1b8R/dnhvv/Tvj5fo+PQ6cTarS9zcIUW76x9srV5MGduu97vzLfMnfh1B3WPHkwpzg/w3tc/CELOrH0LJPXvngWX/jqS4e04+8myjNN25EMfV7f9r25E73uqNdti+8Hje41AlMhkRvOrlnzLQ26ndr9PPv5YTtsGZh6HZL2PTYu6eJ+4gNv58LH136FF/oNGsSol3ThtNl1ilw2jB/xUab5V3fEKImzSQ1rX1kvf9VtA+tae0nc8qNsnu2VHi+50a+hIDIoqBHC41n4scJBbqefYfneiRQ+Nta/zGw6/CitoLot/C+qNz21qR77facb715QJfZN5KHSsxCNSqYfPHWuCVtONfl8fhXBAERQHWj1Hit/ryxLaTdrucrVu/+4+zdV11jcwin6OVYo1aOr4dMWrDnr7Ft9ij6uIl9nLJqMGm9rmvvPwnvabVt+Zo5e855OQXE59Quep3DsHmngMGF9Vs4/pedKo/dmstyrgz1lmmTDvtPGT73ysZD+4+PuXjLu7tf4IcmKXlFV1BZhKNrmFzHtEWYffdeN/sM7HdBjyF+UGDqd0r4+2q4k+ujE2127zvlesXLt5P/+0Szr6PqqOibJzaz7fS0z/Bxp92HtDmlX8LBSi5gO6xxGNrtkmedDR472u/imgMHTo69dMeny6ug6Eap+f8NEqKgXlC7gUVE46at3rTv2NmrW68eV9uZcIJr3jDnFM1ps8Tv4avGtqtXbJ176taz7qHJefqlTVWj2qcS9r+K9qE1qv1kjdLgt+jV+D658XqU2G8GdokdaiuESZpM2aJnWEvF3ck38kgt4V8UScse5g+Uv/NuTmW2N0OtZfrvV0JdHA4su7Bs2+lfb7+IbpNV2KmydRsn2w1wvTTrr19X96ivFCivwVARBEQgAYs2/vXlfvpXsl/6aZh0vUnPD9OTyOGyzo1pNPnDC3qyRlmnk3155VluWVGga9lPfbzZfuqgzSVl6bDvcSK9T+yqkzB1fq8reeMKe7Rxpc1RqcXq1xH0apXS8n2lWKfzx5nbO/82czv5rfz1KysmrWnZN2j62r7zpxMyv1xFUEr8uh3GPllS9FeuAjT5A+/RLoVt6vLdbGzLnMUhdIfFpRWn1i31fDZt9OPNswi2w2LSLoOs85W1TVi0bsvB/rNbDp49W7oJyqm6l5NBqzdzebvipMvoFdJN8J+Kto/0yyPqu8NISySr/U9QRfvQqtq+SqHyS8aueNpyV5XNkEU3mPFqLz2D7C3LVJTOwITrubRhReZbmdtr63Hrj10s/Ct//X5eCIgAAAAAAEBuISACAAAAAAC5hYAIAAAAAADkFgIiAAAAAACQWwiIAAAAAABAbiEgAgAAAAAAuYWACAAAAAAA5BYCIgAAAAAAkFsIiAAAAAAAQG4hIAIAAAAAALmFgAgAAAAAAOQWAiKAapXOuNJLd3fvq/luxWma9Mh7US6HHTgnqq9eAAAAAPIBAREAAAAAAMgtBEQAAAAAACC3EBABAAAAAIDcQkAEAAAAAAByCwERAAAAAADILQREUAoelf7uuunh/cfHXLz5qPuLwHDLJC5RIUSBqOkZJtU1bRFm173XzT4Dhlzs2ULnWeEGxRcrgs5lxHifaL1n/ynXy/d9O/mHJjTMIYRR9B+nVsP4pm0dffs6u50aP6j1GT0Fki1eh++MxGbPOBX67z9dVm8+NMPTO9A+PptwWJqm6W17jrwxa+HsVQMbcfyowhqIVIjKjXlY68j2ve6nrz3s9SIwzDIhm+Z8+Y1NNGsbxTUwbxJi1cz6tU17e++uPexvmKszEiU2T4WXrTzyqXjfs8337Dvhdunuk85vQuLMM/lF+zKTqNe1jLXp1Oe+s/uUfSM61LnDpghPNvMEAAAA+DkhIIIS0Rmv1fZOH7Fy2gH/KbmfT/IF5ZOMhEidwKK/x55tdl1V7PnRx7W9IYPkCObiJdzT8xjtvO2va3FDxOfAJ5lxQfo+F4N6+1zc3nu+ydAV/5zePXpqK417DLEgRkL9st+p7hk+eKf7qcjxgukFqe/VHx1fMuTRyfP95ty+6+zRUft8cXn5VPSZyb0dh+49EUKIqnipuST1Y0itF0V/9y7aHfqHNbX7pcSJ13pr7BLNWZnLVhJ+ymOtTeOdN846FzFa/FceSY9+bXjr8Ovhtw6vHL6o/7obZw/MdLXRZHws7/wAAAAAfnYIiEAifuojrb8dHc6u9ON1Km8ZvPjLBlNt+1zZGU6spZog/HTd6TYh1+If3R+41Fb9qvidHUGp1FV3u5VHY7j6JWbhv1ZcM2zOth7Be3wdNaiooqSCyIP1Rrrs3Sc5GJJe5S6bZPzkOzqzO3T23BBIfpEmf/TF37u165Ry89H9pV1t1SkERQAAAAASICACcfxE1pVp/ZdIDoa06Mb2HR43M1IPp9NiOIFPH7R684lXRywbL1bhjLvzKkkBg6Zll5DOzfVe8KJ9Da57hdrnCN594r9UXD54zm7HtztsO/0XxJQk+WswxNDlNWjICU8JiqifUvQsn6D4Iwarb3gM6DRUb0vR02Mfr+xwuJ9P9ASz1O025cGEPtbnjbVYibnpSWoxoQENXvo+aH3nYUj7dEn7SBUsmxh+PMtz8pBlYsGQlk3ayMnD9ziYawfw4l7oXdz+j+vVD6RR8SyXNxkyt8v/3m51cFWnSH6Z5gkAAAAgBxAQgZi8wG0NZx9NchNNV3Nc4fPvsTkjHQwUwr4l0jmMKK/9thuu1OrFErjrkeu/udF8z4xhwiVw6K7/eC8+N63pKs7nk3M+lfJwkU3njsuv+fGI5rdsH3fXnndsnuvDycbLJb6TJMDY9diZG1uGT2yoQiXzEu/qzrN3vLAmkLQXWBrieymwU/ZQve2qJI/36W2sqVABJvMiLnmuHNicTZJEy6ZzY5WeeV7sFmLGjhFMr6plE5rn260Wf5xKEX5Mrs74j5f9dtj30mO+/5IwhkyYNHTXbGu76+vDiM3XbDE75w85OddrnbsR00/a+QEAAADICwREICKXCjl9uEeQ6CNlBuPizp2Z5+ygRX0QSqeU+fUcpnivdyDegmUEnTrZozBqUhHK28bj9a7JTddzvt2pYNBaHRY83TvniIe1R4RHcUaaPDlwc2DcBPd1dZkkq8SqmvwRcWaL89SGKiS56J9M3Y5Js/+2X7fOxau9YKSREhJplEkTlirF4ClrqaQLlfHhUu2D/w7vP7dv05P6bEpoXhTbkNtm6CTPNiLtUyXLJjLPkFNHu4s+5td28aJt3fWYYYJplEbbtIkTGh9cPzfwW0BE+D7sg/fiu44bbfiyIu8vAQAAAPyMEBCBMDqDEXD3fVvRZBO3Xy/YaVHR0pWRznj7ILy1aLLVsO7X6rBER1pTohsN6H3b0GNrbmzREG9fBd0zCs1x16zLKTloMHcbe6GpChEY/Y2iOfUtPuoQr7wEQhS/JXPTFblFo7Ax2dz6Dm19tUho/rdH6/hvFDcMbb53AyF7lXRNUswtGgVZNrN+3aZ9J+8ePe2vN9ZWiKuOZROeZ+E6uR9mI5r8xL3ecpY7WS5FAST4Ybg1d7QhszCKK5BqngAAAAByAgERCCtIZUUm0brCiQxibGPkzyZSDuFcWEZ0Mq0jnMgktcz1IhQkPCamYGCRqE+IcNCQFs1JyiPKJc+ETRq2quOvKFIeg62WqyQ6D5qmvt4XUeuw2HdZp7Oe0+5yB4uWyE0M13qdGG77+tFV2+PbV0yYRTRoa7e1J/ZvHDezmRoVX3XLJqJwnlFi66Rs0mPT9QojIaoiZQAAAAD8jBAQgVTKMypa5VKmNZUZ4t/1YbDo7z4WpmjGneL5zFVz4cx3Czbfmvmh4HujzaVRL/a5O9unqOsEnnYaaMiU1XeEyqriTc/n8Rml5wIAAACQPwiIQBhLs6CeDpUofBLOJ+G+UU1zB2gxpbpLVFhGXW0qSbgMHokLTjDOJxoM0Tsp+fHBOvGCd1CKaNTN1FEU/qaRKIqSEClIShPNwrHMGLH+5l8jPBKXvnvs1fqh76u2b4NCLUJD3jZ85fuyVWQW0RDMn3Z+mePRsIEtZjdU8K6qZRNStE7E5qlC9z35csZOO84ZaYpgKGnnquFxOQAAAAAxCIhAGKXGt+xo+pR4hQqNoha+b0v/R3N2rnLUpCJLL0Od38TO5Bl5EOYkmOx/6mb3mBlmy41ZJLM4lUsFXbjcOVY0aLDoGGmqTFIrsiilUtTNa2Q/yLvo71taQYLCrd9aLeq6JWpBccZQltf7nEafA6LqWLaiedqb+ArPM5t6di/eVs2p4XZOKYFOfkYKp0CVzf3x7vIBAAAAVD8ERCCCTTd0GnnNfOnipcGCo5rF7TYcNMzs6OUjs0a212MJjDSXR316erTlRs/afX9f2n21LoNwi8qwcBp2zWTlqiXhROBdmad/Np+8y37GmcmWq1WpopN4PpXqs7q1+5rwP4XrQJG2Y7ueN2SW4S6KlHJebbVc96SxvYtLx5MNOIxksQws7QLzJnqFiy74maB8kpNP/zdIQ3UsG5s2d3K+ZrpixZL3AqPbxW53d1o8xOv8akfds0yxYIdHpYfcMTm6edXkVZ4m/Y8G7HWwUyWx0s8TAAAAQD4gIAIx7MZTgtc4/3Og//HkqYLpaTf+7NBBf3W4ZUd772b11CLojI+qwc8fNX8RxTUhNvv8pi8l//tWhtWv71b223LC2TPDtbiEDOraVKvl9XZ0HdW5mZ4fP+aZ/rV7wQ7ZRaMSCKrt/nGVc/0DZflOj7Tyov+tvWTitK1/T1Td2qBd5+d2Ns2fWJrVDdHRUE1VzE9hfvC70mzPlhcThKcy4tnUVwqtzmVjW04LWjVw8zGn8+nji1MDWes6G5+6PsDt+jDH5jeMNBlJOSnxGpGBzyy879+yvxeY2vRzNm2jhLLMCwAAAECeICACcQy9gj5bzy/8M6CT1erXfAfhH5OpgHsX2gcQwY+fSsA0zB+6+/i8u6/7tNgVQVoK/pTy5qbFmTfEQvK8W+QtOLNmQkdNKkri7zKTRYX5eLYu+istJ7PdzFeujdlPixOqYdmYtfIH7zo9f5p/92ZbQojAENxZlP+FzT38L5AeZS4TAAAAABAQgWQMLfvklQ+e9Tee6uIx/ci7ifnlGLKZqd/707Ynd7rXHe2yfeH1OLFhrsWYDInedHLPmGlt1O/+KO+7sFtMf3v6zBQXMwUi9EHX6lg2hm63hE2PvXuauI/Y8Pu58NHSTqfTrEmINovklmeeAAAAAD87BERQIoZ6y7RJh/2nDJ97ZeOh/cfHXLzl3d0v8EOTlDyiVLTpcHQNk+uYtgiz797rZp+B/S7oMcRPupn6nRL+vhru5ProRJvd+065XvHy7eT/PtGMW/Rxo0Iq+uaJzWw7Pe0zfNxp9yFtTukrVO7Q1hrdjt0LuH+7w407Xp0fP31u8+rd+8YRUfFGmQX/fai18H806prHNmv7pU7jBrQ4p8OS/L5PdSwbQ7td8qyzwWNH+11cc+DAybGX7vh0eRUU3Sg1/7+BGxTUC2o3sIho3LTVm/YdO3t169XjajsTTvB3hyIHAAAAkGMIiKAUTFrTsm/Q9LV9508nZH65iqCU+HU7jH2ypOivXAWo83tdyRtXeEY/rrScSi1Wv46gV6uUmEFBO9/cfqh30d+0ctVFRBUuWzEWrdtysP/sloNnzy7XPAEAAADgKwREAAAAAAAgtxAQAQAAAACA3EJABAAAAAAAcgsBEQAAAAAAyC0ERAAAAAAAILcQEAEAAAAAgNxCQAQAAAAAAHILAREAAAAAAMgtBEQAAAAAACC3EBABAAAAAIDcQkAEAAAAAAByCwERAAAAAADILQREAAAAAAAgtxAQAQAAAACA3EJABAAAAAAAcgsBEQAAAAAAyC0ERAAAAAAAILcQEAEAAAAAgNxCQAQAAAAAAHILAREAAAAAAMgtBEQAAAAAACC3EBABAAAAAIDcQkAEAAAAAAByCwERAAAAAADILQREAAAAAAAgtxAQAQAAAACA3EJABAAAAAAAcgsBEQAAAAAAyC0ERAAAAAAAILcQEAEAAAAAgNxCQAQAAAAAAHILAREAAAAAAMgtBEQAAAAAACC3EBABAAAAAIDcQkAEAAAAAAByCwERAAAAAADILQREAAAAAAAgtxAQAQAAAACA3EJABAAAAAAAcgsBEQAAAAAAyC0ERAAAAAAAILcQEAEAAAAAgNxCQAQAAAAAAHILAREAAAAAAMgtBEQAAAAAACC3EBABAAAAAIDcQkAEAAAAAAByCwERAAAAAADILQREAAAAAAAgtxAQAQAAAACA3EJABAAAAAAAcgsBEQAAAAAAyC0ERAAAAAAAILcQEAEAAAAAgNxCQAQAAAAAAHILAREAAAAAAMgtBEQAAAAAACC3EBABAAAAAIDcQkAEAAAAAAByCwERAAAAAADILQREAAAAAAAgtxAQAQAAAACA3EJABAAAAAAAcgsBEQAAAAAAyC0ERAAAAAAAILcQEAEAAAAAgNxCQAQAAAAAAHILAREAAAAAAMgtBEQAAAAAACC3EBD9YNIu9+iq2+f69QJCqG+JygPSr386b9VNjURVY9WqQS7lv9Dyt6bL3q8TSm664e37FzNtG7BIRjVVDAAAAAB+EgiIviftppaLcbenx1OJmfiPpry/Xgd0X9aUfbvqK1bDcN+pHPA4MP0dl2h+S2No8m0mzDo+yFjxTTXWDAAAAADkHAKiEtFU0v2tNp6pxETy7++ZB/f7j5i/vtU9ZUJ4VVu3GiY3SOngktWz7xGiU5yoSY/sPu01AiIAAAAAqE4IiErCj2fe2nJ1VBYhzJKyRB3b1fPFsp367VVJbFVWDQAAAAAAZAMBUQl4sVdqbbmd1+O7mT6dNtjxeI1j+87qR6uoWnJGgRgN3/LvycYpsYK34Fi6bZINmCSn2qoFAAAAAD8NBEQSFVBRF7Z1fsgXfMRLkhTqwrYHo1Ice5/Wokhe1dRNnjBo9SY9QpyakJDqrgkAAAAA/JwQEEmSH8Y+vePZKNFk3baWARlPAhrnFp6pf03LvLKl/e3EnsZD9BjBpZbLS2L5Hlo7ZN3uk5NuPA9vm5JHlBiaJhk2XYfdnjJ/7poRLTR8yltlXvo79euH9g0/dvHWQO+X76zDE3P0P/9AKdO6Jk0irdt38env4nZiVDfzq2qMkoK374/qZpLzlpxZv2rK1uPXRvoEJVrmEQbFMbT6ZNd/zOXpf05Z191YKZAihP4yUQbj1hDDzV3PZk2RPK9U6khHteNHCDkumMro7Pko+VbfThqFa6G8o8xVRVs0KIjMv7V73agtBy+43n8T2TK1cF0yNRuk23R3vj39rz88nKzUfRnf2gIAAAAAflQIiCTIDTpmusuftBNONeNNWb96YWjvPquPCY46x73J2XI1rv/A0bXXMr9zAsxPeai9tG/Pw0seZfYSSk8NV3t82mPA49P7+h1fc3n5TgvytEyV5acz/XZPGzFy+uFNb/MERnH7is6hEsOe179R9Hd49fDZzccFbj2ycdxYK85jSuoTdj6V8fIfqwH9ZhzwjCXmAukkM/a1wdUdv7td3bF9zNjjt6btHF5/l2LRD9WhStqCJjnBB83GDHTbcyiYby34Cy81TN3n5IqBPieP9rtx9tHEXYNq72dVV1sAAAAAgFQQEInhUgEH9g8IJURFKNl8dPiwVvb3P/XV/vfY4eTfin/gkftbPV2iXSZtr88imRKLzH7F8ejR6eiSpwXfeScpnnF1Tse/h/Qy8BL6BtH38BNZt2Z3/KvbhoBF0t6KyHm1t7FbS7+7oXdvOy3roPmvVHcxIg/XcXF4eeltNtEuOVMo84Bzhy0MtRfZu3rrHS5xJIrKUlVtEXWk7oh2L669Sif6JWeKYO53Gb2pQ/C1525GrJdSVgcAAAAAqgECIlFZfpzdRyOHiSY3GjP0XzO2WorRuH5ndQ4fmJZU9Mb/V0+3W56NGNd0lpmChEfecqmA9SPdFpQUDDHVeTpquZlJqbkahTOnnl4Jc5CuogVU9NGx/QduCPhL4lm8aq2c+jp0YkLkp9rZoiPlFbxgr+w3YV+rwOPtBxkwg0qdVdpL9bdf/z9Dja+tnp+RnMrVEM8Yzdw35ve1Q4MPPuihzfygbtoysrFFQhCfl8oKCv1kKppbsbZZgokaM1kwTd1C49337rRJVoVtkfpC/VVhNUvNl3tbdcXOtxNGrGj2KxvDsgMAAAD8sBAQich4uqP5qTjSSDi1ScHYwabnih4FU2zl9maA3oGQvQmkSfHvrxV2HQ8ZNu3vJk9EHxejU+9qLVvrP118ThYFE46cnb5muOVedSadz428VWf1qIHbF3tl9ZGuoo/Ul8y+vCRT9ASf2TRv+slzk1YNMjusQpECfmag2onf+i8dsSdkplC+lNM6Mzxmz+2xwcZdpTAsKH2GjQomHj3z6+phlvs1mHRebsxdw3VjBm5ZcDt9oFC2pMN6fx9bMrbLNJMlNqsfrH67mqwmaRe1O2kOCL4n8h0ip2N+0w87cE5ItbzfU+VtoUhaTtlxaMsfg1ZY62Z/9D/9dz9n1727Re8qhl280SlqcTNVMwWSXuFlBAAAAIBKgYBIEJ3CfLDtvEuy4N2fIlauIYMaKHz5gCjHOtN1oP7FvbvimwhmCdp7cMDbOauXt1AiiYLpGU/3Nb+SRoyFZ0SRNhsveWwZYbZT4XMARRElo67Rf5894fbOvK/3iRSBd5RKkOa9pdXJeNHAjUU6bPVcum6w8cGv764wOI0zXLZ6zov2bWz15yvSRTB39OHtvZ8ts9G355CP358bg9huvrxis0uDXV/ry67j+HHeqVPu78x7NDmcRCwEcz/bf2VgzKSpa0p8hFDGqrYtCNF39Tx7c3P3CToMkkuIBmk99p8Th32vNGq3LfZvoYwfntb6kEvUERABAAAA/LgQEAmgE+/obL2U0V80vbnbwAvGCl9HNFPlt3QdfL7Wru2z4ghhf8v04XC9PS8Xtd9iq3KxeMpcKuL+89YZoncuGHa5M4Y3OK4gcjeJodspadoQ/TMndsfP/X5Nc6iQa4/bi5Wr6Jg1c3D9U2Iv8iua546Ybrv3z3GPhYIAkvRQ+86HPAt7S8XvBwEsh5wZTiYnROtLadsnTx1uePLw1tiFQvkDbxgHZk/Vrq9eFQFRFbcFsSyYPc9x/Zdg6CsVfsOODX2pbbHCz/plJiinFxDFciwUAAAAAFQRBETf8Km461vsbnCJoXB6y3y3AfXPCwYDKs3HBg6tvT1w80fSojhfLOPEzqejVtl2vKz27bGrPOpT0CdjsVnVtfnURIMRL14HZdq0Q4MXZLeEn4TkUbEBceJ3kYxs4yzUqCTx/Axa27JVqCF5nBsrGMQV1tk/NrcesSzlnL2e7afGGlSC+A9KpEH7Bi/J1ljh5JwopfBUni5RZ0aWsiAyUMVtUcshwb6OwnvRZEV1zazCwvhcgSHZCeFRPL7gvwEAAADgR4OA6CtetILnlnujxUZ4a9QnoiUdmxUVReoVJ2pSjo66DzYfSWwhmDXp3HbHRxsc6vbQpCK+pPBJbkauqti8VLS4ygxJ76owaGVN1QwGKWWsZjqPysouUJZQbq4Ks+j7PRJKVtHKURF7uZ9LpXP54uVIqK+KxPpSNFtdLbMwWKTzhdotl8r4XG4VjDVX1W2hbZSupUC4YuksNo+F7w4BAAAA1DgIiP6TH3G23vYnpKPYD++WNbQ3XRYgVSHplzS33kvq0X2A7s4v37VhELYaO0vsPf3sFKUcvqS251M5qVlqpX64hlKkVVVYORLKZWfziILEkrNTlMVGWCNKtLoSI6e02RXVN1tifWkqNz2Dky82TDibVpOmXFmo6rZgFgY+lHi8SlEMvnRjpQMAAADAjwQB0Wd5VOjxXb2kGk75u7Kp61tujPzUz+VgLQYpPLlWpA0sDCIICRPOFv3U4G0qX79lLUai8A851PsH761JqRRpQ8taoeRmtHBy5ONaQRm0jhWbShb+gUclBzwzE35ErIgh38qQHVXq7ArLDUzj6zXXZ4g8gsYlYQ/ftxTLr1yPa6LJTBRLrxRV3BYAAAAA8FNBQFQkN1D50N53I2VRVP6drW0ufxxmPq4u81XRnRJjh1bP1FaG8YRe+uc/YG86GebsNMNskeC7SfykezpbzyYMKX0uynTDHraP1DaeES43747qxrMfnPpPNF4lNJhAXij72OYnbmLF6NglOxorlv7tHd59pQ0nwlwGTzdbLFhfOtlLe+vJOCex/I27RzRWIcWBCMWilRRIvvADbAWEm08riE1bZlXcFgAAAADwU0FAVCjn1d7GhyJIc5kURnsrbjv3YciY6Q3eFJ2Iq9mMe9VL43TEyTQi8GFSmvjO7DN3qs7p2P85N92ryaTzcj7cqLt69LDtx6UYcruIxi+/Ph+mf+bdnnhiWZxaQB5O7b9wtv656JUDTI9++fbOO7WTv/df/MdL0lW0jHqjJl1urUpKG8GBFMUTT2f0njdF83T8mhHNdhfVlxt1u/Y6V6ctokNuF2nt2vN8HRbJ/pbAVOPpq5H0whCpVnGuTOrxhWfdUhw7ndISGrGt7Kq2LQAAAADgZ4KAiGQyfHeecPoo+ggV04F7KOpO61GGjJLfH8oLVF7RrMm1v4KIvWDyi52nhr6fNHedhSJJpTQ7pvw92+qfk3/7bxKeOIi1e1SzrbtHq27R5ORmpWYUcMpUbbVf0het7b3oxOjLJ4U+SMp7rbhpkNmBTRzD7ca6JD4hIrZulqTRDbSGJm2c28pDug+RFglm7RnTfPOesSr/aHDys9Iy8iXXV2dUwjIX4wNCd2WUTHJ+aUCCDyUTc8Gs0VsdR2ofqjOogSHnowJFeETBOM/txMVpf1iyvaSr03+qvC0AAAAA4GeBgCjNW2P72YTBoskKDhNedDVghEma5BtFM+6QsY1P/jUvUCggIm93mx0O+q318qbsW0WPzVnOOrxvhWebXgt8C7qLlUFnUakZ5L/ggkEatNH3D/ONsyq94iy67ogDF8/7dVzebUPAIrHhzTJjlSMySX2JkzJb5s733Ok2wIAZXPp8Cul3TLKn7mV4fSLGhM6m0r7VV1RdntvBdbO7an8dZe/r/AwLuo1pfZY8e9ZHbJKMGJWwjK93xdL5UVl8TanqJKQK2wIAAAAAfipyHhDRVNK9rW090wpP9IUokk4Tu5zQZ0gYXlmIAt1gsOtNq3l/ZPgTolacHsY8uP+Ny4L1re8qFw3vrNIic+61Oy65/XodXvoos5fksjh0u3kXthxuu+ZWowFxF8SG/5aEoVvQZe2jZb5mUyNGzjy66V1+6YNCKDV1DdpydJObW1M1H0raYaIN+n3afsrNZXXf0fsPhRLxQRQ+M+WNPX5r2vbeekeYYuWyaBPXnWeWHLBxWfScJ/a4mkxUVVsAAAAAwE9FvgMifjzz5tZrI8WGYFbqkjnRUe8aQ4qTZAXjgZGuzf54/Ptr4fdSoo/u6vl8WWv9Dqrk81dLGdp2yUvuR/TvfWjN0HW7T0288SzcNjWfsImaUXZrx0H33P9csN6tne7drMtrOpdpGRgavFZTjhzwd5l//uqhfc7HLt4a6P3ynfWH5Fzd/xaG6Bg3jmrZvqt3fxfXk6N7NLqsziB5ZZpHYWymZDYq7MCrdnaDN66YsPHwZddH7xKs8ghFqdayirfrP+by9LlT1/YwVgosMbBQtc78+37gwBb/eEzYeuL6CO83Mc0zaRlvf1XSFgAAAADwM5HvgIhhUDD8Ru7I4YSUf4Q5BbPcWa/obrOkycvUKbBx9Th+svCvpCwava/dzKcJo6zVYGo2Seszfe2OPtPJjrJOKy1KxSyr3/z9G/rNJxvKNb1qw6x+8/Zu6DdP2unZtNXS0PX0UrK+LPORTVuUbd4cxxMP0ukT8r0/AQAAANRAOIEDAAAAAAC5hYAIAAAAAADkFgIiAAAAAACQWwiIAAAAAABAbiEgAgAAAAAAuYWACASUb1Q3AAAAAICaCgERAAAAAADILQREAAAAAAAgtxAQAQAAAACA3EJABAAAAAAAcgsBEQAAAAAAyC0ERAAAAAAAILcQEAEAAAAAgNxCQAQAAAAAAHILAREAAAAAAMgtBEQAAAAAACC3EBABAAAAAIDcQkAEAAAAAAByCwERAAAAAADILQREAAAAAAAgtxAQAQAAAACA3EJABAAA1SSdcaWX7u7eV/PditM06ZH3olwOO3BOVF6+n4E0yypP7fE9aAfpoa1kD21aEyAggmqRnxKm+fKxt423t/cvj7wf/eLt89o2JoeoCWXSHpPgFXmguZ0qiZW2XH56oPql3VtH7ztzfdgjv1DrxFyiQgiDqNWximvbud/dEROn7nH5pdY9xcKsVVkWAAAAAPyYEBBB1eP6qS5oYX1zTSRpLbtCC6jYqws6DR72v6M+GaSW8G98khHzutatQ6+dbx1a7rzceefFC7vc3a04VELllwUA8PPLefprK9O2Wx7FEsL+ltjuyPNPj0Z00KcItxqrBgBQKgREUC1omZbGoz5dmtzFtu+ei5GEKJeW+/3xif1tYnMMnl+d0buxEkmuvLIAAAAA4EeHgAh+AIrEoIFuVELYx3rlefaM9/GUobvznj1iAYyiUV7r9uZPlD4913r4NsVK8KecezNth6xyWPxsSYvfCifiVUZZAFAaNbrridgZ8bn8ud+SKCZR1uCk/xjl1XRojy/QDgDwfQiIoOoxNQtaDp92cX6tNqd+adfOx9ba7IVmwl5t27ru/s8I0ShbYVmMZ6vnTPg3kxgJJTddEPTg/tKuHbQYUYRwqdD9w4e1cbt4OFVgm3/rMXvc2YnXd42szfSXfVkAUDqKVlDXydQjJPPHLK+mQ3t8gXYAgO9DQARVT8Ek12X15uWCSTxCtMtVVrqP+qZDMSOEEw34E7bNXfAlgCmiRJuN2nhuxbaLI6c+I72/Zcu7rbLhXOTQ4dNM3rKKXg6SZVnSyg1QXmxldXNJKGlfnGhZsCbEz362mYKPYNa0yz266va5fr2g8Oj+NU1r9P3zUQftnVQJKSjOSVO5MQ9rHdm+1/30tYe9XgSGWSZk05wvv7GJZm2juAbmTUKsmlm/tmlv7921h/0Nc3VGouQK5lPxvmeb79l3wu3S3Sed34TEmWfyi/oNJlGvaxlr06nPfWf3KftGdKhzh01Jujv2ndF17OjT/idX9Vuy6dhvN55+aJdOF5Zrs88vxse1fW0GzZXdMkiJzmXEeJ9ovWf/KdfL9307+YcmNMwpGkWj8D9OrYbxTds6+vZ1djs1flDrM3oKJLtMy2rPOBX67z9dVm8+NMPTO9A+PptwWJqm6W17jrwxa+HsVQMbcfyocj1Jmso431HryKD7xFlsnr+kn7u7ffkYjx1npnoFJjTlEhWqTqser0f/vvifucOaHlFnkLyibSUn/LrRjtXrf9t94dHQwE/ZtYmSfq6l3QAf93kL107uVOeq+KAhNMWN8ja8dMWr19Nnz1u/8PNv+T42qU5ycrJ2Opf/5c4qWzO/XsNmoW0cej0Y5up2aGArPR8FifuFrEdfquDIaxVcT/lx9w12rlgze/fZe8PexGbVo4kqXde685uhU/7a9dfYNnvZPm4t6tvt90oq7AW/TdThpG+il5OdDkVyy768pSlL+5an38hMvt7fYHsPT+4EibP3GdnKgDEyRyitxRb/CN+p7eqzyhqcVKRfk8EohRXeh3lU+rvrpof3Hx9z8eaj7i8Cwy2TuEUD9SgQNT3DpLqmLcLsuve62WfAkIs9W+g8Ez+OVLQvljUZ9QMyPwb+yOtQklwq8sZ2e48Ne2edfxDQKS6LVpPNsUFAjTy2VT0ERFCjZQecNr+dKnJHR80hzak554lQGqtOfpchja+QZ4G9BZP9TjzslTjFxKMWg+TIsqyKL1l55VPRZyb3dhy690QIIariv+eS1I8htV4U/d27aHfoH9bU7pcSJ17rrbFLNCc/5bHWpvHOG2edixgtXg6PpEe/Nrx1+PXwW4dXDl/Uf92NswdmutpoMj5KVc3cD0rHXPtuHHEofJpQOk1TslwGafES7ul5jHbe9te1uCHiv/JJZlyQvs/FoN4+F7f3nm8ydMU/p3ePntpK4x5Dio6ezn6numf44J3upyLHC6YXpL5Xf3R8yZBHJ8/3m3P7rrNHR+3z0pQnDX6qj+aSjgMuLPbO7lmcmk1inp9rvsrl3N4Tdy50fbS91/iCi1M7dhmy+2SwYDtz49kBN3d1nHnzhMOVf3wWXfi1yUrhR0ELSOQx9wFD5wZuLbECuakKUf5ejYv+zm1dMKGR28GTl7aNmGjKJmmyWL7KULH1xKeSvRba9uy+wvMpl+gWp2dR0S88m20Y77nlwInVwy/8xl9XFctSduXd56g9P3b9yt8nCKroPkxnvFbbO33EymkH/Kfkfj4RFVo2kpEQqRNY9PfYs82uq4o9P/q4tjcUOI5Ual9cbjWrH6judSixTnmR7DMTh/5v+K63swUjWFkeG362Y1tlQkAENVgBFf/siWV80UtIguq3jTNWFu1wFWjDFhaByiSQnyPQmdHv7tQPyRmlWUu1gCu7sioaEFHFl7/KqCDyYL2RLnv3ST5pkB4/+Y7O7A6dPTcEkl+kyR998fdu7Tql3Hx0f2lXW3WqlANxFvVsed9pRx6EtxL/jSb5kQeNxshgGaTFi79sMNW2z5Wd4cRaqgnCT9edbhNyLf7R/YFLbdWvfv/qVyp11d1u5dEYrn6JWfivFdcMm7OtR/AeX0cNKqqs9Zc0z8vuPVceS+BplZQjfI/z8OGqQ/NiNx0aXHI7p1M3pg9buL7zM68FTdj3y18fHnm3b+SwLhwj7quNdu7qVOHZww+nYusp990m835dV1x8micYDAlLufVnh64BOk3yBO8O/SBk1W9UluqtX8W2DX7qI62/HR3OrvTjdSrP3Cu3L65KZekHyn8MlKx616FkadT93xz+PhqQaFqeOknj5zu2VS4ERFCD5VGx/rFmoqmUTv00LZb44ycs7fpp2oUTxRCi9C0xKUgjMovWJKp5n2RXFiX1d5MkowiDospxNYVHfbyyw+F+PtETTK3bbcqDCX2szxtrsRJz05PUYkIDGrz0fdD6zsOQ9umS+gB+PMtz8pBlYgdgLZu0kZOH73Ew1w7gxb3Qu7j9H9erH0ijb5O9XN5kyNwu/3u71cH1+we7fPJOYjBUiOZRn67ssq/wMkiLF6twxt15laQDhqZll5DOzfVe8KJ9Da57hdoLBr+FC6u4fPCc3Y5vd9h2KqWjT/56wGDo8ho05ISnBEXUTxE9KY4/YrD6hseATkP1tsji8YK0r8GQtkm6hWZ6UlBYkolwjhzitenQt6vNirXMkoxZMTnB0Tl1hfP5szZvfjHxt+3tHqkIPZb5hZJxu5juju1uW1ua+htqqyUpU7m8lJjA2j7/Hu5x/HGCvWDeiH9+dzk003vrNBOWb0WXrzKUez0VfFA8OOGPlY/yhLfZImqNOoV1bqbtlxPiVf+6X0LrvNik8j0aXKkq0m8o0ka9J90bp5vOyv/kpX/kcmgfoWeENDqkOQ82vyB4h5HdsGmYGqMsQbGM+rUKKPe2wU9kXZnWf4nkE2kturF9h8fNjNTD6bQYTuDTB63efOLVEcpS6X2xbMi+HyjvMbBk1bYOS0ST6K/BUGUcG37SY1tlQkAEUuFnx6mEBoU3jM9RVNU3axJhpq8cW+otUG6k0pNA5UatWuq9LtN7NVIrIGmx6WInIYoclWyWhLoxlNVzlcTqkc6ITS/QJPqyLKuiF4ApmsEoT3vlkU9vY4WvNpnMi7jkuXJgczZJEs1N58YqPfO82C3EjB0jmJ77dqvFH6dShB/NqDP+42W/Hfa99JjvvySMIRMmDd0129ru+vowYvM1W8zO+UNOzvVa527E9Cu1uqptM6euW75wUuFJTV3FjKzoQB+Lu0G1G2W+iTWu6DJIK9d/c6P5nhnDhFM5dNd/vBefm9Z0FefzyQSfSnm4yKZzx+XX/HhE81u2j7trzzs2z/XhZOPlpW3fxq7HztzYMnxiQxUqmZd4V3eeveOFNYGCz8znEd9LgZ2yh+ptV5UQeJSdMnFYfX/VxdltFmswCvJjTgzt38T5wmnxE8Xa/JFHvX7d7Wy6U4lk0s+W2P7WZknAWsEcn+7eaR2Z147TSJGkfklhEG27v56c8+tu27eFjq+kZf917l9rxk2xWtZl58fiUb2Ir8Khm7E9Jk+o94z5gx4Yy7Oect/uMvd4UNBTuCQl0sHjgcflOa0XfX5Xi+YyQg+NGNJ27LkjyT/cHaKK9BtKdOMJG47vmUCOF32H6OblLV2FvkPUZFLoxj0jJlXsO0Sy6dcqqjzbRl7gtoazjya5iZal5rjC599jc0Y6GCiEFVc8hxHltd92w5Vavb4ec6qsLy6XyuwHynsM/L7qWIeVUSdp/LzHtsqDgKgG4MXsqVu+Edi+qPf7833Ba60nKJV5SGg+lfbmVKPVC5Yu3vJv4OCMorc3/6Nq3jV81ISpe6a69d5npcWKE50uI+CExfzRU3Zc63Y/8E1LvWmVs6HRpICbzxZNZSqy8iVdiaCYbJ54J1VAuPm0omzLqigGYVLlORgwiLKWivAwsh8u1T747/D+c/s2PanPprIEf6LYhtw2Qyd5thGaIJcKOXW0u+ijKW0XL9rWXY8ZJjS9Rtu0iRMaH1w/N/DbQZjwfdgH78V3HTfa8OX3A+bm+cse3hmwoIXKnS/tq0009eonWNnnPvJfpPJbxZZBWrlU0KmTPQoXSkUouY3H612Tm67nfLuyyqC1Oix4unfOEQ9rjwiP4ow0eXLg5sC4Ce7r6jKJUL2EmPwRcWaL89SGKl++U8XU7Zg0+2/7detcvNoLruSUkEijTJqwVCkZHDRaebzZN6vNKo3PAyewSJ2e473slS58usQlQlcvNYbuurbJ2XSv0ueXsDmk5bhpp62XTP77hWBfE/dWJzaPqBYHRExa9xeX5wO/N3+GVkHb4R0va+w8NjtN4DgT+jDMmjuhHvOHPDCWaz3lUxFXztuHiw7Tb7n43Z5ZrT2+DFxRiFLim43ccn7ToX/PjrqTP7zKlkkqsug3fvL6lWvbKOxLTx/uEST6mJ/BuLhzZ+Y5O2hRH4TSKWV+PYcp3usdiPeXhKrqi8urMvuB8h4Dv6Na1mFl1EkaP/GxrRIhIALJCj4p3F4xcsawxbdWJkm4opkVfNNkx+ybK3bM1lrerM+wm4N62l9pacx5nxv3Ts/73yM99154PagogDLuRt5VXiUpwlJSyBWN8wryChRpIv4IMl2QyywQS2cRJQUqT7ZlVVR5Hxdg0/Ud2vpqkdD8b7et+W8UNwxtvncDIXuVdE1SzC0aBVk2s37dpn0n7x497a831lYQDmbpDEbA/TAb0ZKfuNdbznIny0XTxdEk+GG4NXe0IVPSI1ZfqTt53JzWXOWBeLApg2WQFp3OePsgvLVostWw7tfqsERH2lGiGw3ofdvQY2uu0BXwoHtGoTnumnU5JR80zN3GXmiqQgRGwKNoTn2LjzrEKy9B8J01broit2jUKKaEQsqo6cg+/xqxBOqkaJBrqkPiSYxgQKRM7Me0P68tMLoZU9MkvZ4ySX+RIxAQfa2XiIIkP+2L+w+NPHPNq5fvm+DmH+IzDcT3CWGp0SkG+aXkqS7lW0851PvCkzvRshoO7XPTRIFkCCUyDQocR1lfIHee/GABURXuczW0fuXaNor60rvv24qWZeL26wU7LSq61JlWUV9cUZXTD8j+kblqWYeVUSdp/MTHtsqEgKgGYNYZH+1Lj9csPafs0Cm3tRcuvjVfUjAkLIV6fWlHt6I/Sb8yFZgFlXf2wyIahuqF+53w0xh5GZkqkjpbPjeVnUNEd0l1vqE6K1W2ZVWSzyOwfZ9ah8W+yzqd9Zx2lztY9DduYrjW68Rw29ePrtoe375iwiyiQVu7rT2xf+O4mc3UqPjPmQpSWVFJdIkvhksjPTZdr7QDYrP+1nc0Sni2vcLLIK3CZY1OpnWEE5mklrlehKQhohUMLBL1CRE+aKRFc5LyRO4OCGGThq3q+IsOXc1gq4k/clm0fmVyCqBETBrrhQo96sBg02pKoo8tGfKaGSlHCKd9vjIrXAuaL7Iuc6nwE9P69R6551Agj6iXpWZ0fh6L90MGROVcT/wsRnxCrtj+YtC4VpiCWLDPoNXrm3xUJ08KZP2OS0VV2T5XI+tXzm2jsH+JFOtLGcTYxsifLc3TGlXUF5dfNfQDUhwDJaumdVgZdZLGT3tsq1w/VKcMPyI1uvXY+admuw/e2bGZ0Qv1vI+MAJ+bbS+eOOi074i3y0fBHUgImzSftO/wqbmWCyvecZREkTa0MgwlROSYl/RBIyWfKOkoEKG7NflJH7TEnt/XsUgzUqVSZVtWRfFJAZ8WGdaTpvIys1RKPbgpmnGneD5z1Vw4892Czbdmfij43qhMadSLfe7O9inqOoGnnQYaMouuHFW81+Lz+Izv51CjaxuofCrxBcsKL8OPRJnWVGaI14nBoitvGFIlWo1NiQQ/DFr8ERRlWkNJtG404dPf38a4r1Za9XHecySw6Bm78qBlPoSUDMh+Pf3oLxAL+dH3uWqtn2y3Dem3i6roi8uvcvuBChwDJaqudVh1dap6Nb3+4hAQQQkYhGM5NHjbod1/TrTW8CrewE1I694TrhX9LdkWMuPWkV1Oe49dHHHLJ+SXZB5hs3Utktv1cLo54fffNjm10HpcuS9Ps2j91m0D9MmrPKHhsj88qRXOJRpmCkTgufM8KtYvuBFX5PsBVGPHiIbKRe9GyLKsMijsWSmxayc5VBqXL/zsL+GSD48jmklVJMcyY8T6m3+N8Ehc+u6xV+uHvq/avg0KtQgNedvwle/LVpFZwu+ipZ1f5ng0bGCL2Q0VvAlLs6CeNpUkvNpU6L4nX87Yacc5I838GUrauWrffUSDSRRZ33+Eo0LLIK3CZa0rtqw8EhecYJxPNBiiV9Ly44N14kUvAGjUzdRR/P4w6+Lrtyixcg8YEudZgXzFshhPN24d/VbkJIjZdFLw7u1/Th1kU/+hhsKXYCzr/uj29Toevis26tAPqlzriaHK19djJxKRgSgTQuLr5xEdhvDVUz6VHhFe+0e7O/RVlexzNbR+5do2ivpSHSpRuH/hk3DfqKa5A7SYpV4orJK+uLxk2A9UwjFQ4myqYx1WRp2k8RMf2yrTD9kxQ/WjtHolHXni1E1PlZFeUh6GWsOMbpPX7C36q8q6CVIpDNo6a+6KPJ5KiofMzvRSP/Uys21XO07xkJEFMQo3z77rJTp9y2F2V3UZX85mZFmW1BhKfDW26KNMH5mvo7jGpLHit2+/0Om+GntOxkj4sNp3KOrmNbIf5F30V1z3BIVbv7Va1HVL1ILijKEsr/c5jT6fOFDq/Cb2Jr7kQZhT8e/Z1LN78bZqTg23c0o5uOZnpHAKVNlcmV0dL88ySKtoWe1MngkvKyH+p252j5lhttyYRTKLU7lU0IXLnWNFDxoWHSNNyxoE12QF8ayXfklNhRMN+ZN2r5/j2lb5lkBGKiHgrVlNCYbKT5k27dDgBbkcOE4wNejsjS7RfzZWbcASeI+IF8e6dfjFd99B/yGUd59jMMWvDNN8ipb1HcHK7BNkiVLjW3Y0fUq8QoVG+grft6X/ozk7VzlqUpHfn/4H64sFybIfqMxjYEVVdB1WFxzbygUBEUjGUi/QY5ESg6Efhnq79Omj6hw9vjlmUXFiPGPP1FXLx9xf9qSDFiOqaIcPPTxz0F/PifB7Toqds38bVO/0t3ctZFmWtFg6+Q3rKUYRf8En8jKpi4s2z3zSdt7NthqMj/yMN+r7xg9buzOONC2xnP/kvNpque5JY3sXl44nG3AYyeLz0y4wb6IXTIjg5wXySc630fHYtLmT8zXTFSuWvBcYoSZ2u7vT4iFe51c76p4Vv+vHo9JD7pgc3bxq8ipPk/5HA/Y62KmScn+LqeLLIC02beE07JrJylVLhEYJe/pn88m77GecmWy5+suoOHwq1Wd1a/c14X8KT0+RtmO7njdkVvRDvDUIzaPyeaLvzmVR8Uk5OjRRpr6efOVHnak7d+HzBZKK+Lko0Ma9Bno1mBeYLTSik99flpO3O848O62px+cRnehsxrsDU4bOvJs/qBorWyJZ7HNMZS2uiugV8xg/vUjuKDUDlYrtI1XXJ8gSm27oNPKa+dLFS4MFRymL2204aJjZ0ctHZo1sr8cSGKUsj/r09GjLjZ61+/6+tPtqXQabW919cYlk2Q/I+BgoWxVdhxUZbr4icGwrDwREUPXoZOat30fNX+GX7fgtiRul/JKIvJiZ7Kk7rWenc9rMr50Ki9QeuOn6vulN1hTfqlblt5m7Zlff/S6u/2YSo2/TvllpYWd4LMSmfcMn7Pjnmg/8k8VutTf5c+3ewbWZgcUpsixLWmp0iwEtb5OrT1wFU/Mf/9XCVmtDlLGpSkRKaJRRmpT7al70v7WXTJz2f/buAy6n9Q8A+HPe0V60k5JIRcnIuBqSRCmZqYxUdsa1998KXde1iosuSXaUkBYlJQnRXpRS0t7rfXvPvxfVuxrqTcbv+9H93Pc5z3nOc/b5nXOe57juXCro2n+s4UvdUUOjBg+QTxMXFSzloZQQ38f4abq5vFrCPJZCwyhFvvSmX7yDHVMOTj95ZY53uUNLniTSEcN+NwIs7AIsJwwNVBAjFNWU5ItmJb0Y9PRxsF5oUumXE1VvhYJvXwbcn4eO4h2yKvmAucs1K98KhuVfgfmvHLK/779G8w01JWNoOS+k/ENT9atZO9GQW5x70ErRvXu+sfWDIktRNNSEU1B8xcSWxHLs5kxDV95NDqqGyvxJZcnByu4nri57XYW61CD8Z8GrviR1s+5f/kufUBmCnUoscLXmXjkXXTtdddG46tTwfqGJpd/5Yq7juLHPkWU0ChRJqCqNsX1P9tG+hmOSn5hpy0cKkbA6hAnhw1Y7XVymzhf5vevXE3jVVqQetjrhPu1q8UrG9LLAzTo6Us4Zg8frPdXsK5yJV+QKpr6MGPoqu1YJjTofs3ov+uvz+D18LG4VV48D3D0HcltX12FPgXPbt4OACHx/eB2WHeE3IvQ5Gt92xhIs9knoGMYUCeWSAnqjSsZnu0S5OR/PXQlerG1+/k42vYutJnWZvM8fZTJ9JbsJv/7RqJtbtXbzs9zR5GZZHUPE+1hsDp6+YUamdwXqxzQILyJkphf1b/opJC9YUPmhiu3jsZxVYe8ifUfS/9qtwdi1bxap8T5vSZChzDx7c5tjvLGmSxpi6Pa1Cov3OTk53gdN7lgduqoL89BRRFnK7HNXt4bETtU6m4mGMQ4qiQsa5BWHBnEcj6BVv93r8JLxYm1/yfvXI0L7Y62tR9+bJ+2Z9o/a1/yeex03eTLkFFKWy6l6m9vnp32hvKNIivULzzhvuzh0vd5TCvPFX0Xqk35+qS37tcjAPh8q0nLkf9xl0vl9DhMbVWo1mhAeHEFjegpWEfdA5UocUvnyi4SMzXa9+taAiBv16xEESepUV+9dmxMMhjjH0vSZBxZjCaE+4xIQ40csWfwwx2JW3DwOdNc5kEu6ug57CpzbvhkEROAXQMSlzf4Nenavt9kMy789o6qQdFu5leb+63vn3BIHdX7E/uoFV8vqGIKUef4pzyVLY6ed9X7L+iG1rwYsvOx10+zide1ZgTe42Y0qr9bqxJteK6yZO41orJPEpILjz55OUVpsc3T97YwFrY3PSlxTPa036RvbUXVRa/PQUUQp00+noh4Zyy+wPr0rII+tW182SrM+HL/uttBRWyTkp+pJjEuExjq99D4Ut2H8ltDjlWxdz38hMeVY6N01r/+ZOtn9Vvtd9//8eNXWpt4NLjafYuzk+7yW8x1xaXPXIN9lkS6TTTy9mNpUEEkNhJ+sITLHfY7Yhzrn6DanY6P2G8UhJNyD1evyMYGbCL30ig88eTGt30rrQ6s9k5d+63e4ftRjMTePAz15DuyIrq7DngLntm8DARH4RZBxOdPDwU9zF6n4nnG1Pe/lbxkR8254MeXL3StBuSGfRk8wD523zPGczTjZENa+87uvrI4g4jLmp4NevtYbdWjfiW1XAqJNsipxMSQgXauuY/7Mds1WF8cpSnfq/TwM2itJdNKV0ITHD3UCH4UZPnv+ctSb5Ldqmdn5CpXUppMRGYnKq3zUHG3wfOpc+5v2Flq3xUmc3xMm9B5bvO5Wqu2CmDuH3d2v2957FDnxTcoH1VLK18aXZBGqXP9BmWoaI+LGjTcMm2Qy+cFYJaHUrna5yc156CiilEHBzgcZcxZFXNM+d/7GIr+waIP4t4UDmnoSFJBSKdQc82V6i2dp35Ai/2jde39HmHDDiM2Bp9LGnn3p5Hxu062QN0Yfa5AQvQGywogJsbOWbXfbYavtxhNpN6z9wn4VBLy33v7I8AyjIWf2/7Xx7K1Qy7i8avnGowUuP2JirKXjrjM7Fgw73+B926ic5cJQWFq0iNO3Qb4n7uxzGC6kvScm/I3aGGcn1y03gl8YpxfXS/049es5BJFhZcsuxa+Yu8XvmMeFqwvvBD81jkl6r15STz+nkJCQhGxxH2Wtd3rGJkFTp5v7SLJ0ztNTx+I2cfU4wL1zYHfp6jrsKXBu6zgIiMD3R5ClLorCLRa1n/PbixZRL7fY6HrCYiM68SOV1YGp4aJDbRIOetnYHGwlB7+pfxAFR21/V4Lcm6KiN/sp/c+RK/Ui4RLDZsZvGDZzw4ZOjS9CM/Grt288K9u3n/crrs9DB2F8NHkd26g99L9OFdDxeeXTco7NxJ053gn9NmK06aG4deM0rdvMxju4ZncarrO7veKEJ5V6V+MK7WWj3zSQ0Vv57KTeyhknW8uic/5ZIX6+nUbtHV1m3MzXfeuJLKP/ydFFf4OjC2LfXfASor/XS2PW92qVdfrHsH3IsEO4OK9c2+cIuIimdaLTdesFTl0qh0WX68ft7awz+zARFxtslrL6b7NtqxHa1vHxmnT1WNxR33LM5tZxgI5L58Afch32xLmBwU95bvv+ICACAAAAuqL+HZ/Xmafz+lpaBo2WIr9nz0DBPt7fOmHFtVKWCwpNis1k+Qe/W+NlAAD40UBABAAAAHQFtYAUcmD+qlOrl5wbYDA9wtRg9CON/jJpomRKXVluiuxz/6sT3QPSTetZ2h6IWzs9sFUmv+qpagMAAPgCAiIAAACAK2pQesiVcccb/9rLiQ1en+p10mR1z32rBAAAQBMIiAAAAIDvhozUbI7dvuS6zHGEKIH7H80EAADwzSAgAgAAALqCf2j19jtetqo+/haPIqJ149/lDsgvKJAsr/vSMyVJRK5ygPqwpLGGZiGWC6wvG6kIx3VrD2AAAAC+CQREAAAAQFdgfDS5UTNjVtH/erouAAAAvhkERAAAAAAAAIDfFgREAAAAAAAAgN8WBEQAAAAAAACA3xYERAAAAAAAAIDfFgRE4DsoJ/iZSJwzfUCxa0kTw+eFZltf0he69uOWzQ0/ev0AAAAAAH5vEBABAAAAAAAAflsQEIEfSs3zVSOUR7tEfESItzlxrOfLTxE2OlIYfNEdAAAAAABwFwREAAAAAAAAgN8WBETgOxDGja59XJNfR9vSnIQREb+oUHkPVgoAAAAAAAAIiMD3gOFkEfFKSYQqe7omAAAAAAAAMIKACLSJkvdY+ozT4Q3nboVaxn2s6osjQVx+uGHc7BU7zu6w1f6PN9JOS1H3QlgRQuTmkXSuRxeGzdEVx1Ddl4T2elorJwRMkz492bd2CcdKRM4bIU2YV8OUpuUSnxm9cqwiCVW3Xvs6LCvwtN6ho/+t836SYJBXhQuTxJTLR0+ZF7hu14aD01WFYjCEcOZREvh3DxkStCcdjWtJHEw9nBajt2EAOZIxa9n9yUYSUwMCqI0RX1NarwWPvbMv6s0RRIjaer2+wisJiTeczfYc91zn/yzzj3Ickfil1At1Lezurd/u6DxJgTe53TIAAAAAAECXQEAEWkHDisN2jZli7OT7vBZJtKRXYR9e+WoedfB1cb/mPNfnT9qRnqtj6/D6LF6vpbP/mns2cUMDQzq19K1IxNU9syKue5tvfBhidWh8b28Ca1D0PepXkyZwwcritN31LKYgsCY/USLw7AbbQLcLNqvuPlx01ET6CrEH6gcAAAAA8LuAgAhwVJd8XMXcyOnO83rGYIhZSfBmHaMEcfV6xqdDP4Qy7PGf+jsvJxQqt5qFFstz2HLjqcmpbtETRLHstsvDWh4BcUUpFvqn4Y7LySVKrdcvgXzSdNKFXi+eFu4eIRjI9iQLAAAAAABwBQREgB31Pc/FJZsORNQjSdZBwqoG7ww1e8fUpIUpBsQUjKz/WNS76xPkwRVMl4XaS5STKJ/CpDzvp0+lMQ4W1Smzmqniw49Q88Me3oEa74QJiMK5PBx9aAqGCBIN/QcKZZSkZCqWsAZu+Z7SzoGHLAxmS7q0HXBgiIBhXA1Icr4GQ6Kquu/GqQgnVqRGKD1JLhvMnCuWvNfB9Yh11CadQTyolJvTBwAAAAAAX0BABNjUJZ5VOfSEOoU5lQ/pHHpy6P7Gkf8TIaB6hNcS0j1sZo22ve1Z3OUnRHy42pKjV92WoKv07xAF3XcxYvoOkfqy9GNuNsta+Q4RobVS+y264hXoMnfpQAGsuKEwRGKr3gSfw0mMbYPqUfS9JIPq2ZKn227zg+EEAqK1PrwzeuEWbpGbLtsNOiaANU4bryYk/2dlNXaxr3sp4375+qja8ZeO40+NFfDh7vQBAAAAAAAdBESABQXL9PPWy0CInyl58O5kt3UjD30OhugwPtqAeS7exz3u3pr/iDK3J2raJqVNmV4uVisHCqBi+k+ixPiiDTv1jhyxDhvHGNmUpGUpVOKIJIi1FRAREBHjbkBENjj+zNV20CmBpuliAjTVRadu/HPpvoVdWMOslpx5BD+fVJPasVp3+RiekAEAAAAAAO6AgAiwqMHehr8bzpo6cPbUICUyqmBKJEpTJ8wf7oMeRf1wAZGKna2PhgAqbEnBcCHFQbniKKy+ACGe5uTacp5aWuN+QGyrNO6/MqdlM+G+DBEx95xHlKFOtBrqi8JezWJMzopK06jEtUh8GAREAAAAAADcBgERYEarIuQX1LF1pCCtJvOOzNbOhoCLKCrliqAoavkPtS3xooEj+sQ3Rj1MT3UIvMJ1fCxpCMexTndXQB+3UwRxBUWRbPbe7Yi4qJJ8Dh96RatleBUQL8kRKW9APBKkpm7MAQAAAAAAt/xAF7HgR/fz9HTGj4vxE9i/T0Qg4Z3rYpuGqDScpa0SjtVXVgkwfoMIAAAAAAD8fCAgAswIgjQpSd5CxPIwoiAtX7EeiROYn7rQsPLMDLkf6+nQFxin5z4deRaEcRq3BiurpQkwp9Wi988yNTtXuyos6315XxoSxpgDtAasLONDn1qWjiIwMbkKEeLXtlsAAAAAAICrfrgLWdDT+HFlnf6v0P0ke8bUlFuBEz9sVhPsT2JoR9SQRwq+9Go6VydPILI/xcFpGI5z/WNArUyfjybMy9qbXS4xNru2H1LjedxcpfJoUbfrObNYR++o15cfmebZzj8qR0QtT7Ial+eja7FmrHkVxqjECrXZ6QMAAAAAAOgsCIgACzLez2R6WP+tSdXvEGp5KhKzY/Dy0xPW3nLUONR4cU753E20+4rZa0MoM7g5dSJ/r1oB1t7UcmIks2rnC0sLsHRC0B1I4pSBfXmyUTzjA5lK7M7/Tq6NGr01aLQoIZdWESdy3sHy7zN5SKOzk6GErBmz0n3UipZut2sIqR6rZq57TLVgzilDm2Kh8gB6mAMAAAAA6B4QEAE2vOpLUjfr/uW/9AmVIdipxAJXa+6Vc9G101UXjatODe8Xmlja6YCgNWQZjQJFEqpKoyLB5sTso30NxyQ/MdOWjxQiYXUIE8KHrXa6uEydL5Lb00dIGNeyGPYQPYhaxJhKebZDa0yvo9n9lAUyS9KzFcq6vO+UYD4Oqofljugt01ERSaxMC+/3mNPy1FyTsmaEQEjXpgUAAAAAAFoDARFgR1KsX3jGedvFoev1nlIQU49zFalP+vmlon5Nv0UG9vlQkZYjz63eFjCxUaVWownhwRE0pidPFXEPVK7EIZWvFUTGZrtedU9ARMT7WGwOnr5hRqZ3Rct8foYXETLTi/o3/RSSFyyo/FAl2ZmpiMnwFJXm1YuXJYUp309CypxzDaZuc3NcP4gHlXVmGgAAAAAAoH0QEAGOeNXWpt4NLjafYuzk+7wWsXXDTSdt7hrkuyzSZbKJp1cJQuTmAURSA6GznVkT+1DnHN3mdGzUfqM4hIQ7V/uuIUiZ55/yXLI0dtpZ77eMrw0yGLDwstdNs4vXtWcF3vj2nubEcJNzvtuGn7SYuCGweDbHLJgqdfmdYPs92kIBP0/vfgAAAAAAPx8IiEArCHhvvf2R4RlGQ87s/2vj2VuhlnF51fL0b+jIj5gYa+m468yOBcPON3jfNipnDIYaCUuLFpFZv/fTYRgupL0nJvyN2hhnJ9ctN4JfGKcX10txY446jojLmJ8Oevlab9ShfSe2XQmINsmqxMWQgHStuo75M9s1W10cpyjdqffzMOjsFAjCw8rX+6Vb67vv89l36uaqh68+aFc1TphXQq1Y12LRvXU7VjlPVuRLgmAIAAAAAKB7QUAE2kSW0f/k6KK/wdEFbWAbiJcQ/b1eGrO29lfW6R/D/AFUEZqJX71945W9PeoQAi6iaZ3odN16gVO7eTteNp+Wc2wm7szxiQ+nOogOtUk46GVjc7CVHPym/kEUHBFaGdyh+o20/+fKnca/jtUJAAAAAABwGwREgDMMa3kygePsr4R9HT6ZbYAmxWay/AMShrXESW2MD8M7ORwAAAAAAHAFBESAHf1ivOqZ8ErlMRGn8vg18cbfa/ce36fRXyZNlEypm2U57/pS4wH33APSTevp77ihlkY04tZODzao8EQwXcTTy4Pf3PsNAAAAAAC4BgIiwKzp4rs6SuhLQs3nYAfftWZncxb6fwLSpzL+bn6cccXMnO3inf67rSceMLxjwyEoAgAAAADgOgiIALNWLrrbvhInI3WbY7cvuS5zHCFK+Pgt5cJwLg0HAAAAAACdAgER4Ix/aPX2O162qj7+Fo8ionXj3+UOyC8okCyvQ3z0wSQRucoB6sOSxhqahVgusL5spCIcR4Ae0QAAAAAAwE8GAiLAGcZHkxs1M2YV/a+n6wIAAAAAAEA3gYAIAAAAAAAA8NuCgAgAAAAAAADw24KACAAAAAAAAPDbgoAIAAAAAAAA8NuCgAgAAAAAAADw24KACAAAAAAAAPDbgoAIAAAAAAAA8NuCgAgAAAAAAADw24KACAAAAAAAAPDbgoAIAAAAAAAA8NuCgAgAAAAAAADw24KACAAAAAAAAPDbgoAIAAAAAAAA8NuCgAgAAAAAAADw24KACICfTFW43RhF3QthRQiRmxN1rkcXhs3RFcdQXQ9WjcvKCX4mEudMH1DsWtLE8Hmh2daX9IWu9Vy9wI8DthHwI4HtEYCfFQREgAMqlnlypK3S6jfnmZKVtmW+SXIaocmLinuoYgCAHkD75C0zV3VG+M1SpMw0QGNfcuzzHToafKiI44h4BfHpOs0d445l7mYe0Ie27FG81SkDsZtYY65uqvYvpyHrtKK24orYGIREmhMVNmS9Sjk8YhgfKuzBqgHQDShYSUqEcmBgiFFYxDOdl/HJGunvPvQvqqEJfh5MEKLJDNR4N2q8aZilncPFWaOkw3kaD1ftlUorTxK5d851wXmvAMuImPThhXVIoLEwJNxnSN5oQ/MQm6Ur3az/kAntSFldL+9br7dwrCr2mLr5uHWBjyqRHNMg0SmlrpG3TFeo8T/tSL0BMwiIAADfRc3zVSOUR7tEfESItzlxrOfLTxE2OlIYqu3Bqv1yuL2sCdLmn46dNt/gb+XrVYEQsXlA3G7Vxf9arg1bO/B/nE721a//GmJ/LHMDa7rUov+8nfTF7kAwBADgiPaJdN1soNtcv4qFreepJOSlRA7wpf+d2WG3Y47LvdtuKxy0hLFPnEegYh8fbDeYafnX5cgKJMNSGKrIiZUJ9oi1CvbYb7Xf6swdn7OLFw8RwgparyS3y2tPYzAUd0LNYty6ALZgSMS49ORTr6nL1fgjO1/+7w0CIgAAAO0g4nKzXPxOXgy+ZutfbdOS3oCiti5fe2m6/217RVIM0yh1Sfwn7fcfTkZIiCm9t3Whm7PRlt6EX+n1TgAAV+EUrOxThfi3jJJxw3Hq2Hzc542/4xQVXlTKPLQB+3Rv+cQxZm53shDib6+st1eXThv1sUb65YM1pmp8nN6K4XZ57cGx6gRX1Zk6a/2DK1EfpkHCRmXHI26br1QXeAo3mToPAiIAwA9KGDe69nFNfh1tS3MSRkT8okLlPVip3xepb73N6aM7LqounRhSh6Sb02sfCv255tZfJrcsp8kSUfWXRAr21m2x5Y4YNJG5EFF85pkjO00kCW+/Y80B+E7gmNWteg2oGD5YMV6Ct6rm/atnGiklSJI1S23ohjGON2fYPZgnd5TIEBw05N6QXWzl5sYWvPAo1I8cpxLF9+llr/DEkiGMg2pC146ZdVB/94s9Wn/y0+/+MOB2ee2pSTqtMmvcKv+ActSXaYCQYfk/4d7TVg0RCIdgqGsgIAIA/KAwnCwiXtl4xqvs6ZqAL0j9Fr0/e/jiVrXVT/+jNq6gpvSKOysnbPQ3nONhKnGR0HhSpmZfkV+xMcKJMQ+d0FTXkOPTZTyIcOIGv6Tf65iFF9yUMtc/dk9slkOI/aI5F/SUBFMIXN+3pWh/2K2/tnG17QkTTakXPNjXQIJaSA4/PHvF5G2hR6oYX+NFdSj4zMO5BdbzT8sQUM2XtCrCC+eNS+5WIgWmojW2pzx5vNdIpxchuzGUwtIvzLXUtrtzqZTh2jjx0Ab7W0sDzs6TI8a3jMjt8tpWk/yvyuw/VgY8KGOZnsD4yr+f+Fis1RQMg2Co6yAgAl3QRo86eoQb6XdPTHQ+6bHG92mSXn41EiKJKZePnjIvcN2uDQenqwrFdH4HbmO6utSbMZ4HZu5zub4mODprNL29A7+UeqGuhd299dsdnScp8CZ/W3n4zfjrB833HL/yZ+Dz92PL8cZ9ZtT5mJzIRePkmg+2jfA6Qs7TayPdLtxYdP9xtEF8esHAGnqrysZ/QjID8zVGT4g2s7K74TBjpJckuekuOmf1uSGy/zod3uB2O2xOfF6VPI6EcYVRxjE2a3ad2jJX4xKxrZGb1CXw7x4yJGhPOhrXkjiYejgtRm/DADLTO8Zl9ycbSUwNCGC8eO214LF39kW9OYKNpx3mghuw8uQA5UsXri68ExRh/CopY3BRLb0BKRkJS8oWyStrvdM1NgmaajHrzhQt8RckVI4Cpkmfnuxbu4RjPSPnjZAmzKthStNyic+MXjlWkVRe/c09NnV5PfTUNo1jtdlPZe/5hZk8f/Fy5KuY+GFvPxb1KS4u7l1eS/tyB5JXjNJ3oGa6tr7JE8tFdh7TR0hGkpna7ZQTOr+sO3oBR8YHLPnv2kGPwXM2vqBNbkkvIlxestPJIfHUw/FCn/J81q7ZGVjD8o47v1HlcVfL9X2IeE3jvMp1bV47og7LCjytd+jof+u8nyQY5FXhwt+0vri4T3O1rB7TyeMkJQFx91jEzX2U2/t7R3uZ677jDCXvsfSZxvPHuVuhlnEfq/riSBCXH24YN3vFjrM7bLX/44200+JeL6UUrDjp6YB7+55qe+6z2ySlbfnGzsH+P7u5E64OFCF2rZMPjB9XmXfc2//2ko2TFPhS2OaZJEHR2XzV9dxjpZHWAbXzGAfh76LlsuvmC8vwfz1Hl0eKHPfIsWEaH0nTlpzasv1L8ELHhw+Yf+y206k781a+QKbN2eofChy9nTV7rqNSIqnpGMTt8tpQm3J2oOW45f73S5Ei0wB+vUrnJ74W67SEQiEY4g4IiADX4dXJgm5zZ55ZfCPLgTGdWvpWJOLqnlkR173NNz4MsTo0vrc3N+8m0Speixw1nX55nX+hJWN6TX6iRODZDbaBbhdsVt19uOioifSVDt2hrnvPd2WR2TEbjwxHpnQcZ7rr3VAQKnlogdWpHf55szjUClXmpUhF3kkxjbxz2nSb0mynEzfPLVg5QjSUfd5pWFHItj8mTXb2fVWPerekV2BZz72GH7Txcrt468ws36W4S7t17wZ4Razwf6ttDji6x6+o+3wxx4iCKgqyxJPof898tc8+4JmS23gxJPsd24lwbz2w6/5tmoqyriy2mL0lybXVLHWl5Oz4MDX6323X7UtU7S5ev3fKZqkyLyr79ul1Aa9qjeP5vRsuae4YF4uQcHN67r9y9vsX7Ho04d+bK26XsTSE5kH6/5w5NF+BFEvfVrp7XvH6LF6vpbP/mns2cQPjeykdXV/c3Ja6c7v8IXTwONnduLmP9tQ5rGvTpWHFYbvGTDF28n1eiyRa0quwD698NY86+Lq4X3Oe6/Mn7Qi36ssqP/r60EPR108cWtr7+LAZi/zsHezcrI3U/XuROtFpDkGcOn7t6vNt55FsGDdNLQgFxDAFRKiBQqTiLeeo6oSbKg9LWZ6uCOuXzRkqFMWURupDmThLzQ+9SDJlTI65Fm5SuELpUNMTJ26XxxmOalLdBs41WHrlbjFSYhrEp1N1IOzejI3DhR9BMMQ9EBABLivFHizWPXA5p1aq1Sy0WJ7DlhtPTU51i54gimVzbbpLDJ2ufKyXaDULLYF80nTShV4vnhbuHiEY2PaBpAp7sd/M0fNJxgj2YTh9xM8n+4b8+9Irx0z1O5OBhneomhk35VePSvPPj3g8fe8YkQeMdahNOKJqOqkxGKIyBkPMcm8vnWyYIK9ewXh3r8Mw1NkrFFppRK+dE/RvHYhpMOhkEd2Km+uBXU9t021pQMnn51lOFFKofXNMd7EI1hhlfEd8Gn8mue+8vGf4vqS/GdPf/T3FXvdU2ZwCegTEgDjGOeacnZLL16c837gZfuu8lmGP/9TfeTmhULnVLG2sL25uS927XTb5rnEHiw4dJznMQ+ePRZxxcx/twXNYF6Zbl3xcxdzI6c7zetTqObAkeLOOUYK4en2nzh/sMMEhlXNsRt18d/n5wjzGHi1RMRZz+4ipI/1PZEiFma39FQf7ef9N0ZR4+e1PettCQ7UVdYJsyX00C+R4m556U7H8F1GD81mOSUhxdF4/ftYbLGRcVmtQEj9KotUw3PTDkx8pptXMF5MRpAcw3C6vFXne0va6yXcTyljaSfGOrd7/+P7MLSOFgyEY4i4IiADXFTcd0AkSDf0HCmWUpGQqlrAegPM9pZ0DD1kYzJZ04dZOXfI1GBJV1X03TkU4sSI1QulJctlg5lyx5L0OrkesozbpDOJh7YWGEQUlczzJoy93Puk1bvhI9lpsdZDTxY7Y4IlphkMlXzV8iJYOCEvXYzwYItprnv0zN56bkPjvGIOmkxo1g+fC0q0HojgEQ4IDxmXpqYvF1rx9qhCaUKJZlvJBgTVPx2CIgGHfvqxphSQ/x2l7OAdDvXA1PZ1nmgoiGXhZjlDS8ycj4j41MPSAw4MrmC4LtZcoJ1E+hUl53k+fynQ2FNUps5qp4sPYwJR3oMY7YcI3XOBzcz204ntu03z9xuYYTxj7cPhg5XjZ3sJF/FhdQ0lOklzk3UuTrz4r0GPMm3livbXH2qeujkqk6O+yrJsJ0IZtdj+76eroWX+lozEt6WVYdjXDN3LosOH1Tv8tXzuQh/3pTufntS04+tAUDH3r+uLmttQN2yVBQLxGmB4QMm5dQhI1QsTvGxC36MBxkqNOHovawM19tKfOYZ2eLvU9z8Ulmw5E1LN3MiCsavDOULN3TE1amGJATMHI+o9Frd5w+2YCmlVrPKOWrj6XvfaZj6eJ+0UP2ysByVMqGdv0lMcL3z3x51L6n8Ag44yF9ovP2y8w8xguzZPd5eVW/5b39qVEtievw+dP8pVr7uClHvsY/3EAax5MXLGsF4n9DQZSb8WyxgVUn9N4eGpOLEoRzarCxZAg9pH75bWiJpk/oYa1w4bRNXsfP5i5bZRIOzd0QWdAQAS6Rb9FV7wCXeYuHSiAFTcUhkhs1ZvgcziJ8R3yehR9L8mgerbkafZ2Kp3VC7dwi9x02W7QMQGssUy8mpD8n5XV2MW+7oyNGtHro2rHXzqOPzVWwKfdIgVHV648sn/XsqnDveV5Kqo+JEUOCklRGiRIQNS62JOq23wrLJlHEMKNTjzdfdtR46DQ5zvZNKwk/H+jDMfv949pQGLN2XLPyW29snVR+PJ+++nvEdfGn1H9K6LBmLksfjT+7/D9vuuG7/1yEVRLSPdcMHPsgpuehax3pzoEwwmEb787V590auCGy0V2rOnCE5wi717ZOE9fmvyuORGvIWSHXRhz1E/GhPT5gM2Hqy05etVtCbpK/zZO0H0XI6Zv46gvSz/mZrOslW/jEDiksamL5956aGs63btNE1Bv3R1Rt2OMx5hpiUdzqsuqLTsO268Ysm/imdyWHqxQNNkj6OPk5Uv6viB2bVl/O0Htyu0XVv95XffEo/dtdDs7ZPeFU6vVeSO4O6/tXwx0Zn1xc1vqju0S4+9TM1Ac5YcVoubuiImyAwslyG29evMdtHGcREwN3pt07ljUHm7uoz1zDuvkdpt4VuXQE+oU5pL4kM6hJ4fubxz5PxFC40j084eHzazRtrc9i7n0hKgJxt+3ZqzV1lv0P9fSJLGH1y9Nv3jRY+H1yBx9xpVcnRKgdHpTwL7Tm3j39TecH27vYO+20GL07T58WMU3T7Tx/P7mH1v7nfGI+UadrMPHv2z7n215EkVFZR/L2QJFHiGBahKH4wiBX6SOj+2YVE74WE4VQ1Lkbiivg0gja3eF+s/ePlo0AIKh7gEBEeA+pU2ZXi5WKwcKfOlrnygxvmjDTr0jR6zDxjEeFUrSshQqcUQSxLhzMiEbHH/majvolEBTeZgATXXRqRv/XLpvYRfWwHAXKY/g55NqUjtW6y5fm11fDqXsC39ksV1L4Ot7ur2RmKRiwRA9FE5vsB174/rkxkhAgGkU7UOxZ5dr/CPU/FoPAe+ls/35fxs9Dw0/lHmoJSOOotyDpuctWXxEnlhf/f7BHd1M1ovKofsTzq0efli4qSyMjzbA5qT3SU/fG1aBdczvTHcIARGxb2+Ynnbz0uSUxksepmRp+7zbXlut9Hth75nSMX5aX/0VT//RR9/pS9l1WArX1gOqanUy3b5NE3GJP6xfTm8rC6EXdfTc8fdFz1zZUMZw7E4Pfze8dklfIjcvyjoGw0XG7Ym+sNTr+ASmwIXBoG3p7hs0DzJ3Mfsd5rVT64ub21JddbdslzzS9arSKBcVIrWmJImBsu95ufoa0rdq6zj5GYdguTPHonZwcx/toXNY56ZLwTL9vPUyWJfz4N3JbutGHvocDNHRzx/zXLyPe9y9Nf8RZS5X6ssBSUyt1HjpgQvGS53cz+dEy9y94jHn4kXPhfcTyoa15KpD7x666Wyn/5H6n7U8/2iD53xF1450MvAZXkF8dXSmg8HWqGNMPVliQyk7vI84TBBjfLKKI2othZe1CCIPicIpsMCIvA3sgQ0V1VJwnu4pr4OoheTcT9VSNCSG/TTtC38yEBD9BBpy3OTHyC+Of4GQaGfG77v+5fnUv4cvafvin3tU7Gx9NAQQQw8zGC6kOChXHIXVM7UtqC3nqaU1boMd6jatfVo2E+7LEFnulBJlqBOthvqisFdMj9WzotI0KnEtEh/W+jIRmXMoyHGowBOOd2PwckLik4yRrMlDLI39+5BYe4niw1UtTB/KHnKtY7pjnxKqkF6zWExeqLbmbUTGMJaikMqsKUEKZJbevwiSDeNthvuiwMhOBESdeE0FryAkhLwdzZqsZLfKR7cX9uHb68BlXF0PrQdE32ubphbF9L5zwWOel3+YSXRc6tD3+ZXSrF1Xsyr9UCJN6amGJJhYg/6B83/bek+e5p7fcpH+Rf+G9e5b1w0XQBy/zN6d89qp9cXNbUmwvLZbtkuyBEVFjpSDElquv6VVpTJ5ejAgavM42SruvzLHzX20p85hnZtuDfY2/B3ba5kDZ08NUiIj5icvRGnqhPnDfdCjqG4LiFpgOF+fUR9nbxx1fPbG4yfKU0P637x00drd49qC8Cxqyytn1Hc8UYmlg6lIEevQBSn1E9l/s/F2s3/e7GI+XgykLr8bYLd7NGvbOwyR+Mh1rJc/1HoqD87hWIJT64jsxyES4iNj9d1TXkdlEt2m650j3YuguphKe8KnC7gPAiLAZbxo4Ig+8awnaAKvMPtj4zbfMf9WgriCokg2+50TIi6qJJ/Dh17RahkbNZbkiJQ3IB4JDu/8NtGcNvyRaGsNuKmlpA/FOMtXtIlIRkUyk1OjUbL0oEIphJgveMo+CBXVI35EqyLkF9SxNYSVUpF6z36hQ8CF+irmiaBIajm39t+2eoNqnM+sIpylbgTUb5RCPO93CrDbxM310KrvsU3XYRnXHM1N57l5JDWwtMFpB06pJzX0YMt6Qm/94tULFS+5H35/gGnAkBWpy0YIPWa/UO7uee3k+uLmtsTbXdslLy4zSCoDBeU2jYnklMXfd/jOejdo8zj5rTrdMx0399GeOod1crqtnD+k1WTekdn2PQIuoqiUK4KiuHf+6BAiLijTr0Cpv3KGspJcRmRW1oDOnDzwmlQBd1uDY3Y3chczF69R/+f94AWHjaVusAcKJCQqK9IYTzK/KVxfUSnA6eYKrbaUt4btNU8RmqwIqbR7yvsWb4n/TtU/T/Z/Qj1qLHkNgiLugoDoJ0Ds4/AhGncQaz/nj4AfF+MnsH9Hg0DCf67HvMK4nLTAp1/rXV0aotJwlnY5OFZfWSXQ3p15Vr/WcmlP92/TtW8ODJlq5eaZhJBQpwrAud5t1zchEDH2C3KMiBM4XC52/7z+KscgTnhQnz/GvR7i9zKtmn6RxdO/Tr8fX0rP1aezx0nuHYu+4OY676nth/vT7enjNF6byxd998pkD4+LCy7fizcr5XjNKYz3lxf80N7FPa3kaa8DFpMu7gyrMmMaIGJY5hx8a/YGbdFgzsuJB5cdIpuOUD5zctF70RIK4hMnI6YnNZSi973Y2liJDypTEMRKu6e8VvRbleVuH3t2+c7He5k6XUEppJNTDC6Sg0Kphw0lvH7+Y9qPAwIiwHUYp3tmXLyPxlkVlvW+vC8NCbO8X9uAlWV86FOLmBvoY2JyFSJE1MYj68ZrDVIb74WTxKjyvbEi5mNRA8pLLehHQaIE1rvAlPxU8XymbkkbicpXivOgGkQQpElJ8hYilodVBan5ivVInMB8x5CGVWa/l2n37h7GaT3UYGW1NOY2DagWvX+WqdnWfPYVxwqZ55OGMqKzNeosehF7/CkRN9dDG7p3m64iPD/muiCRJUAgaixLPXd688oZoxTDRcnY59uRVY8XjOs7/lIIW89TP43vM6+dWl/c3Ja6bbsk4n2sbvjEWaH2O4T5Lto5TtJx61jUDm7uoz1zDuvkdFs7f6RxPn+UZ2bIdevTIWoxOTHohj49CLp049msXBrnp++CqpPf0Xucc1gw1WOYFE+bvXxSPnj3WTVxhveZFKTNNEBpYfbl4DPm1v15X7c+NgmXGjk6QQq9qWfqKvt9lExGLRIdQEblLXnrsY8xqaps1wtqEzIH8jf1Ssvt8lqBCdOGrb97NoxoUq67LfwYUxl4AvmfSYae5Ich1APje/tAUMQdEBCBX8bry49M82znH23pbrNRQx7p0bVYM9a8CmNUYoW60hAWE6Gp6yq9QE/ezWFMjr8RZJyzZsD+fiTGtj+1WIrPfcOPrBc8g8ZnKX8+KPLh/f9Qeo3uJzMNTrkVYJS9WU1ImfEASysgPr4SwzY/bAh8NGFe1t7Ecomx2bX9kBrP46YUvDxa1O16DocPRjbNpzBt8Hjl5ygsnam3rIzzLtMiNp45OEEMy2q3Ls11IrLf6cRpGN6VpxtcXQ89hJpPeh1TpMGcKEtbdu6fjYtG8wczZMQKEhIHdChA6I5lzQ3dMa/cws1t6QfZLhuKIsXd3R4tzKO2XJSS+0z6uHiB9uVe3+ujydw6FoFW8OPKOv1foftJ9oypKbcCJ37YrCbYn8TQjqjxfBh86VWb/Zl0Cq2KmPnUW9vz4sUFHleC56ZVo14c84nSv0nkcNnBbt75KZriHfgmEY5Vxp1Ss57gePduIerPOIRv9PbXD+7tmT5egpjZXvUEBs9ONRQ7m3W1FLW0XaoME7nxunK0ka5QSzBGzSEH3Uo2YR1/mKXuAwmG/YXb5bWKINwwcsv9U48bjIm6O5/9U8/49JQWy+NsZHSVFBI8e69Or3sQFHUdBETgl0EJWTNmpfuoFS3dbtcQUj1WzVz3mGrBnFOGNsVC5UHXOpngxQfNsfRXOnBwD1PvPs83D11+Vm+N1/LBzl96AKJhpZHOIxcfztjMPD6GRtsaect+7gSCB+9nYh6muD25hqn74tc71JeeMljns3qo05deqWqxd9fWmq8OqGXpypcDkjhlYF+ebBTP+BCsErvzv5Nro0ZvDRotSsilVcSJnHew/PtMHtJotZzG+Rw4Z56/yt7de1MZe5rLOyc7w3LA5fue6+aNkyQx9DRXj316fnnYMV85s/V7jZ0bD/rNF0JE/l61AqzLPCdGMqt2vrC0QGe7DebmeugheANGaWB9x7wKyy+qEccRP9b02gsl20t+y66X2ztSZPcsay7ohnnlHm5uS92zXTZknVUYp7w0hul7ZQO3vo2JPTBGi4+xMf7X/J+CpJy3/G9vGuO+q05OmW6jfeu7BURcOxYBzsiN54/pYf23JlUz9WoYs2Pw8tMT1t5y1Dj0+fxB/wyF+4rZa0MoM7g26dpUfs+dm7f84+7jEFOI5Dhn6o1rTV/0wGGx/TkbIzV/MVJHu/1vwAoe7tAxMTnk/aIeMbXHk57+b8DDS0vmDRbE2LZ5jkTGlq+e3+fy1ZM5/2tJzCe4rTy4f+HjfVE6vQjZ9PNr+qW1M3a8RJOYxuUxrP5zRt+bTO30uF1eWzCRhlHbHpwMpU4i6u+JPszUTon6itdpwuQb5MeBM3eOFX0AQVHXQEAEfiElmI+D6mG5I3rLdFREEivTwvs9TixlP8FqrklZM0IgpKtT4x2yKvmAucs1K9+KRS2pFZj/yiH7+/5rNN9QUzKGlvNCyj80Vb+atVGl3OLcg1aK7k0HRb4hy5I3jj0S5BjZYN6SqQp7uFbrf7KuOrZ6g+kfZo3sGxJXpNWx2gnjWhbDHqIHUYsYUynPdmiN6XU0u5+yQGZJerZCWQeOAbxqK1IPW51wn3a1eCVjelngZh0dKeeMweP1nmr2Fc7EK3IFU19GDH2VXauERp2PWb0X/cWYnyyjUaBIQlVpVIaLs+yjfQ3HJD8x05aPFCJhdQgTwoetdrq4TJ0vsmPzyd310CPIUhQNNeEUFF8xsSWxHLs509CVd5ODqqEyf1JZcrCy+4mry15Xtf4VeqYiu2lZd1k3zCs3cXNb6p7tsgGrp7Lss3UU8o99FcS9YxHgjFd9Sepm3b/8lz6hMgQ7lVjgas29ci66drrqonHVqeH9QjmdD7sAr3ghcvpvn1UxiP2JkOTIObF2ix3c7OZOuKYiQuTY02SbKO943Fcf2s0aDNF98l5mPERoWetl8o+v9Mx4ONpGmpD4JUGQpr3l8FmzC9aL7lailg+bxx0YpCt7JW3UuIFRvPkvxZ7EF7O9sqm++e//ZsoRk5hTuV1eOwhiDWN3BRx/SDEkGxyIOch0p4vynG+3gclN0pMH07dpiwT1dLuxnxkcgMAvQ26QWGZuSmm/sqQw5ftJSJlzrsHUbW6O6wfxoLIuT5AoS5l97urWkNipWmczEVO32SVxQYO84tAgjuMRtOq3ex1eMp7xWwkkpXq7M/u2uQ/bpvuigfnk0hjYKfqlIcXmrNK9SqmfStrpZIOI97HYHDx9w4xM7wrUj2kQXkTITC9qfv1ASF6woPJDFduH5lrqK0md6uq9a3OCwRDnWJo+88BiLCHUZ1wCYvxwIGeY2KhSq9GE8OAIGtMdyoq4BypX4pDK17lDxma7Xn3TRTo310OPEKH9sdbWo+/Nk/bZjF8zr33N77nXcZMnQ04hZbmcqre5fdo743Xbsu4y7s8rV3FzW/rpt0tu4eKxCHBGUqxfeMZ528Wh6/WeUphvJFSkPunnl9qy3EUG9vlQkZYj3x37FSY7tsDKzuGig92c8/r9hZK7+sSCUzfWHVJTw0PFmcclys35eO5K8GJt8/N3mI49dZm8zx9l6nEqhl//aNTNrVq7+Tm8TcLt8tpF6EXV3Rf8d3CDAdHQOXY/052SuqcCO/TNbpEj7k/bOEwoBIKizoGACPwixHCDY4/2GZw3H+tw84MDxyyYKnX5nWD7PdpCXPvSM1HK9NOpqEfG8gusT+8KyJvZ7ghKsz4cv+620FFbhO2gxa+xKdHvQdH0SaZHvF9TOL+DLaLvFOWzMfWv2VMvXitqp30FQco8/5TnkqWx0856v2X9QORXAxZe9rppdvG69qzAG2317kTopVd84MmLaf1WWh9a7Zm8tFPfvSH2oc45us3p2Kj9RnEICX/z+G0VzcX10BOExjq99D4Ut2H8ltDjlWxdtH4hMeVY6N01r/+ZOtn9VnvrvjuXdVdxfV65jJvbUk9vlzi93RjrvkokNxC4/VHUdnDzWAQ441Vbm3o3uNh8irGT7/Nazk9Xpc1dg3yXRbpMNvH0YmqfRyQ1cOoRsn0YIvfuW6Y71T7QwcHWbZaOYqgAtz5Sy3VEXNrs36Bn93qbzbD82zOqCkm3lVtp7r++d84tcVDn//KR3O4vrwMIvanjDzx0DqSMJxn9k7CbaYXVhAlt1p3mQ37qa7ZWUzDsRziv/WwgIAK/DIx/YLX9tYRlo6YdfLDnxJU/A55njaVfcPFKqBXrWiy6t27HKufJinxJ3D5QEKUMCnY+yJizKOKa9rnzNxb5hUUbxL8tHNDUK4yAlEqh5hiD51Pn2t9cPEv7hhSZ9cOMzSXhkkZ/P47KmDLk1P7DG91uh81JyK+RozdBkB1qkDBz2Xa3XQ5/nBF4Zje0gzXDZcxPB718rTfq0L4T264ERJtkVeJiSEC6Vl3H/Jntmq0ujlOU7tT7eRh0pDSCyLCyZZfiV8zd4nfM48LVhXeCnxrHJL1XL6mn3x0jISEJ2eI+ylrv9IxNgqZON/eRZGujgOFC2ntiwt+ojXF2ct1yI/iFcXpxvVTH5qUDc8u19dADMOGGEZsDT6WNPfvSyfncplshb4w+1iAheqcWCiMmxM5qXPc7bLXdeCLt2D7g20qB3bqsu4Tr88p93NyWem67xLGK5Mj+WYxtmJAwbr7V8l/mTh2+B+4eiwAnBLy33v7I8AyjIWf2/7Xx7K1Qy7i8ann6N/rkR0yMtXTcdWbHgmHnG7xvG5Wz3GQQlhYtar+DA3aY+MwCv7y5qgJk7Pu0R+syMi5nejj4ae4iFd8zrrbnvfwtI2LeDS+mfHnCIyg35NPoCeah85Y5nrMZJxvS/gePuV1eBxAkqIZ/hRzwp+qRjE8k72AaVvVIeJ3ujDukp95THQcLREBQ9G0gIAIckPB+q15fwFehC23nE6GZ+NXbN+5x9m3nQ4hPyzk2E3fmeGeQqwgiDRo2B297Nf51fKSOz0erMD6avI5t1B76X6cL+YKnj2Hu2tOGf649jf7kmEHn/LNC/DwPx2FsCLjoUJuEg142NgdbycFv6h9EwRGhlcEsiLjYYLOU1X+bbVuN0LaOjcNcHxFN60Sn69YLnNrN24n10uX10JPbNBmX0Vv57KTeyhknW8vyjeu+48u6K/jwoQcznPGDyLnj43BrXrtxfXFxn+ZWWUSF5e9f4ctFO5a7Eou7/XwiY89UglNcwlxny53v3Acdu3qc5NaxiJvrnNvbT0fL677tliyj/8nRRX+DowvawDYQLyH6e700Zn1fS1mnfwzbx187gsBDE+iuzjnIA+s2JeATNnVD0QQR9XKLja4nLDaiEz1fXkevtxgQJSmTjiftxI+jnd8+PdAaCIgAAACAX01NCr9vWKlu829+o8oT/1qvlSehqh6sFegu9e/4vM48ndfX0jJotBT5PXsGCvbx/tYJK66VsgRhmhSbyfIPerRjGQB+ABAQAQAAAL8YSvZDuYAPTR1o8KLxR88cnK9Aiu3ZWoFuQy0ghRyYv+rU6iXnBhhMjzA1GP1Io79MmiiZUleWmyL73P/qRPeAdNN6lvZZ4tZOD2yVya96qtoA/CggIAIAAAB+KQ1YfrjPiCSEhOi/yOP+fuFmp+TSmXYi4GdTg9JDrow73vjXXk5s8PpUr5Mmqxm/FwfA7woCIgAAAOCXQsT72EVew+3QtZ6uCfgRkZGazbHbl1yXOY4QJXzs6doA8COAgAgAAAAA4GfGP7R6+x0vW1Uff4tHEdG68e9yB+QXFEiW133p8YwkIlc5QH1Y0lhDsxDLBdaXjVSE47r6nSAAfiUQEIGfEBd6hQMAAAB+FRgfTW7UzJhV9L+ergsAPyEIiAAAAAAAAAC/LQiIAAAAAAAAAL8tCIgAAAAAAAAAvy0IiAAAAAAAAAC/LQiIAAAAAAAAAL8tCIgAB+UEPxOJc6YPKHYtaWL4vNBs60v6Qt30XYuemOb3VRVuN0ZR90JYEf0jEE10rkcXhs3RFcdQXQ9WDQAAAADgtwUBEQAdhJfcE58ubxZzpxr1RWg4xSUj6o+V/UgverpeAAAAAACg8yAgAqCDKl54aoRUI9nPP4ZYpxv3IaX2cJUAAAAAAEAXQUAEQIdUEmIuB00t/7rPDLI0CVAgo8qerhUAAAAAAOgaCIgAB8K40bWPa/LraFuakzAi4hcVKu/BSvWs6jjBa/7Fxl9+9G+Yad7/Pg9CtJ6tFAAAAAAA6CoIiAAHGE4WEa+URPAEpElN4o2B9z6hAZ9/9LXInaHC+6aHqwQAAAAAALgAAiLAQSd6fMPrCDlPr410u3Bj0f3H0Qbx6QUDaxAi0P8JyQzM1xg9IdrMyu6Gw4yRXpJkVP1N1cErCYk3nM32HPdc5/8s849yHJH4pdQLdS3s7q3f7ug8SYE3uZURsbqccBnP0/8tvukfbvIq6d3ggmpc6MswXiQmp5DXX0U9bYjm8NhR4/SeGk3WC1QRIRSyl1OHpXnfMfyAEB/9l8zU2U/U+FAJa6763BDZf50Ob3C7HTYnPq9KHkfCuMIo4xibNbtObZmrcYnYsZnFarOfyt7zCzN5/uLlyFcx8cPefizqU1xc3Lu8lsb/pepilL4DNdO19U2eWC6y85g+QjKS3Py0qh5LcR6+XHVLgitjqVpH0w88X6u8k8z2VAvHin0tJvWd5nu/caU0V1HKIezG23O6No0Li9qhagMAAAAA/KQgIAJd1lAQKnlogdWpHf55s9iH0lBlXopU5J0U08g7p023Kc12OnHz3IKVI0RDG6MlvL2y8Zo0gQtWFqftrmctYUyvyU+UCDy7wTbQ7YLNqrsPFx01kb5CZCqPgn3wWm46YfZ/19IQEmQvuQ6V5qbJvKL/hd7R9ThBWml8r3Cpv6noWbas9e/4fL0yzL78EKdNmTvkjgBToEDDikK2/TFpsrPvq3rUuyW9Ast67jX8oI2X28VbZ2b5LsVd2ptferFZVxZbzN6S5NpqlrpScnZ8mBr977br9iWqdhev3ztls1SZF5UhxIMPmLfRV3+H7e7HVCTZNMrrU5csU5fvPjKYFxUzlYWXEp5eeDiDMRhCSL7BZulIDwiGAAAAAPA7gIAIdElD/n3plWOm+p3JQMM7NELGTfnVo9L88yMeT987RuQB1mZQVIqF/mm443JyiVKrWWgJ5JOmky70evG0cPcIwcCm8qhZF/vOs/7vPOdg6NtQsvz6XE9FWp9/iE4qtdESimQcXptwRNV0UmMwRGUMhpjl3l462TBBXr2C8RtEXNGAks/Ps5wopFD75pjuYhEMUYhy5h83TRe5+fhm+YrmbGn/9TsXu/mPY9r89xjHxssiRS8EVxkzFam86P0iDX6meQQAAAAA+FVBQAQ6r+Ej2Wux1UFOwZDY4IlphkMlXzV8iJYOCEvX+/L63Fe01zz7Z248NyHx3zEGolh2W5PI+RoMiarqvhunIpxYkRqh9CS5bDBzrljyXgfXI9ZRm3QG8aDSxophuX7/6j+mtDwhoZOftOLJkqnDvfv1IhXWlRcJ56Qn9H8d/WTko/C0ceWt7gtULCfgik48QsL0X0IT5kWPEEF5LYMzeC4s3XogikMwJDhgXJaeulhszdunCqEJJZplKR8U2ppXVnz9xuYYTxj7cPhg5XjZ3sJF/FhdQ0lOklzk3UuTrz4r0GPMm3livbXH2qeujkqkaIT1ahi/fuGFPjdP2uV8fc0PoQ9Ez1NRtvsujPcXZnjyU/bsglZQJZJnLGvIknm3VHnpyxEAAAAA4NcHARHotLr4k6rbfCssmVOFcKMTT3ffdtQ4KIQhCv11spLw/40yHL/fP6YBiTVnyz0nt/XK1kXhy/vtJ7XZW1sv3MItctNlu0HHBLDGC3m8mpD8n5XV2MW+7qWM2+/ro2rHXzqOPzVWwAehevQp8aMyUzFKWzPv+R6YPpQXFbFOAa/7yPfC986ktAG8OWyTb8gjPfR8ZfHlBx/SWzDaR5QhoKiNP6P6V0QD8xMWxI/G/x2+33fd8L3C9GWA1xLSPRfMHLvgpmchQjytzysdAfXW3RF1O8Z4jJmWeDSnZbNqy47D9iuG7Jt4JrelF0AUTfYI+jh5+ZK+L+ivDgoMWxnvOPhk5NYEZNCUo8jrxMTHR/QVpvbG3n1JKSM8vxA4o4LpdTltyvI5/W+wtzUCAAAAAPg1QUAEOqkOS7lxfXLjlbUAU7L2odizyzX++RIM0RHwXjrbn/+30fPQ8EOZh1oy4ijKPWh63pLFR+SJqKq1qZANjj9ztR106nMwRIcJ0FQXnbrxz6X7FnZhDQxtlvIIfj6pJrVjte7yIQKNv5cAcxfh7+/JXbw7d9oWM43rUrwY0/QwXtla7dnLfLU5TJ9W8FjiUjQa96UyOtUL/ugV2vKaXz32/sEd3Ux6BMRo6P6Ec6uHHxZuWgYYH22AzUnvk56+N6wC6+a1Nq9fEHGJP6xfTm8rC6EXdfTc8fdFz1zZUMawD6eHvxteu6QvUZAesPEMqJu/Qf/fnYsej29ccNjnDJX3RY/5f5pmYi1z7HP7rfLnIhcCyiczTV1vZcy0vqTEtusIAAAAAPDrgIAIdA5eTkh8kjGSNXmIpbF/HxJrL3J8uKqF6UPZQ651H+nduzVJCVVIr1ksJi/UekCkZTPhvgwR1TAlEmWoE62G+qKwV0ydOGRFpWlU4lokPoy3TlF/dHQvlE4paWqzQ4vjOTp76H9HEfqPT0KpRGWQaspgzeGx2uMMnk6eoheg1puch9jgWFG4x8jIBiRO/0UYMz9eT4LwvmV4LfY2ImMY61gqs6YEsX20lSDZMN5muC8KjGwnIPqCWhTT+84Fj3le/mEm0XGpQ9/nV0o3BzatKP1QIk1pzkPE5aZtejhd5HHmzXL0tQ1WPXp4wmdB9pxl5xRJqLI82l3TvwwptpTAh4xWmXjIsi5vAAAAAIBfGAREoHOopaQPxbg4cyIRyahIZnJ63YosPahQCiHmgKjsg1BRPcvTFSaCuIKiSDZ7b3REXFRJPocPvaLVMrRNwktyRMobEI8ECdUJ6+yO3mdwy9cxpHYma6m1hRm9YgszxsRGPBhz9bTTknVIFB9u9/e1C8fs12oKY/nNGfFSwrNL4eb1X4OMkfMM7koRUG3zcFoVIb+gToK1fCkVqffsH20l4EJ9FfNEUCS19fZKdHVYxjVHc9N5bh5JDUik9XzscEo9qYEhaMJ6jS9Zv1DO4+bJ3P81Z4pyGXLtrb3W5kG1T1+6P7Bgeu1Q2LR0laGEX0d6/wMAAAAA+FVAQAR+TTwDalf4vlgktmtt8vaTwWvfU9vqba4Me3V+sZVeiYh40s0502WJX59wlUeLeIZWT/iSR4syz0g2gNjNwULtmwNDplq5eSYhJNSpAvDGgKg5JBKgDVvheHXwyW3rE5rLSyD96544b832koSLfiUmjKP2nr4yRLdX251cAAAAAAD8aiAgAp1DEqPK98aKmOODBpSXWtCPgkQJrE+JKPmp4vmMT4foROUrxXnaej2rCst6X96XhoQx5qcWDVhZxoc+jE+H6DAxuQoRIqpv/i00uMLmn6AdNocK9yY/CxsZHv1mdGJK+qD0tMSBb6Jfj8iqQqKM45d575tw+d10rQ0DyU/pvytjLqsHl6O+nweqW70zlielMlWPIEiTkuQtpH/TiFFBar5iPRInMD8lomGV2e9l2n46VEV4fsx1QSJLMETUWJZ67vTmlTNGKYaLkrHPT6iqHi8Y13f8pZCSdrrx5hk4/916vV3+dmHU5tcLM93/NQ/Tqwu8X4wYujOXpc1dPvqiMHx7CAAAAAC/GQiIQOdgIjR1XaUX6Mm7OYzJ8TeCjHPWDNjfj8TYhqYWS/G5b/iRNSAaND5Lmb/t7p1fX35kmmc7/6gckaFdUkMe6dG1WDPWvApjVGKFMA4X9DwS9ap6M57S/5rTqAXk4D9H/M/IJXt7S8Z0UtjbGtUvAVE1Ifaqv2nx14BjoOXUgH5kVMFcMB/e/w+l1+h+MlNqyq0Ao+zNakLKZNTSsQOtgPj4SgxbnZlQ80mvY4o0mBNlacvO/bNx0Wj+YIaMWEFC4oD2gqHPiH2o0zZZnBUJ87JoDsbyzssuW008wtTjneL87MVaAhHtlgcAAAAA8IuBgAh0Ei8+aI6lv9KBg3syGHtZe7556PKzemu8lg92FvwcnNCw0kjnkYsPZ2xmHh9Do22NvNtrwE8JWTNmpfuoFS3dbtcQUj1WzVz3mGrBnFOGNsVC5QEf/TFVo5o3roOPRKnpWVuPv95fiFDMVjCpN1VFXTIVIcY3xCiohoJ/CRJqEvlv3M//2gNbv4aZ05Tvs7cL4sH7mZiHKW5PrnnPuAxe71Bfespgnc/qoU5feturxd5dW2u+OqCWpYtyFngDRmlg7AKbrgrLL6oRxxE/1tS7HSXbS37LrpfbORXBDsN7G2yIXCDnleCSi4Z+SatHGemoH2MuVQdbb3U+xL6cAAAAAAB+cRAQgU7jHbIq+YC5yzUr34pFLakVmP/KIfv7/ms031BTMoaW80LKPzRVvxqxXOjLLc49aKXo3vY3iOhKMB8H1cNyR/SW6aiIJFamhfd7nFiqwZZNc03KmhECIU0/6z/clduz1NF151JB1/5jDV/qjhoaNXiAfJq4qGApD6WE+D7GT9PN5dUS5kIUGkYp8qXT/68u9Vb/OzlI9XOyvMXHmSq8MZxqxzdkWfLGsUeCHCMbzFtSq7CHa7X+J+uqY6s3mP5h1si+IXFFWm3PZyOyFEVDTTgFxVdMbEksx27ONHTl3eSgaqjMn1SWHKzsfuLqstdViK0zh1YJDKta6ah+zmVbogvnDFqUpVYDrrEHfAAAAAAAvz4IiEDnEWUps89d3RoSO1XrbCZi6n66JC5okFccGsRxPIJW/Xavw0vGi7XfgF9MhqeoNK9evCwpTPl+ElLmnGswdZub4/pBPKiMfVgV9i7SdyT9r93ZGbv2zSI13uf07wu99b09IfPrUx9p0zlP1PlRCceRSEr1dmf2bXMftk33RQPqxTioMXhT9Etr6daaJN2rlPqpRIy9kCYitD/W2nr0vXnSPpveB3aT2tf8nnsdN3ky5BRSlsupepvbp2M9PPDgA+dv8NXbabc7rIE9kMLGroib2Y8c36GiAAAAAAB+MRAQgS4hSpl+OhX1yFh+gfXpXQF5bF1cs1Ga9eH4dbeFjtoiIVi7PbaJ4SbnfLcNP2kxcUNg8WyOWTBV6vI7wfZ7tIUC2i+vdbxaqxNveq2wHkBv90N5z+t3I/Vre5/e+GQrjTsCbXQ2wK+xKdHvQdH0SaZHvF9TmIOiJiL6TlE+G1P/mj314rWiNtr+CI11eul9KG7D+C2hxytZn6p9JTHlWOjdNa//mTrZ/VZbZTEi9pmWu2m68M0wr4rlzEPIaIKjmWcfIuu3owAAAAAAfg8QEAGOcBpOYE7BGPtzZkKUMijY+SBjzqKIa9rnzt9Y5BcWbRD/tnBAUy9wAlIqhZpjDJ5PnWt/c/Es7RtS5I5ffBOEh5Wv90u31nff57Pv1M1VD1990K5qnCSvhFqxrsWie+t2rHKerMiXxBoMiU66Eprw+KFO4KMww2fPX456k/xWLTM7X6GS2hRAkJGovMpHzdFf6mVvoXVbnPSlPRM1J0D2ajwa+bWgEpthQpFt15KISxr9/TgqY8qQU/sPb3S7HTYnIb9Gjv6ASXaoQcLMZdvddjn8cUbgmd3QdmcYE24YsTnwVNrYsy+dnM9tuhXyxuhjDRJqTKcpjJgQO6uxrB222m48kXZsH4Rtu9zeDePXL7wg5+Vil8vYuYXA5PJVxv9v735DmgjjOIA/5/S2OnTTglX6wkBdYkGC1ag1yiFqkLGRGJlijd7oCgf9MV8EJvSuohwdFCiiZfTnxSiiF1JRpKu0XvTG4QunL0RMYojGtra7nEfIuVvNP3Rs+37geXHPc/fc797dj+N+P+1z9B4CAACAZIWECCLxfmp2LrisD46KV29IiZ7IUCoux9DwsS08VnXTDO7Iy4B14a3cKrVaYr350LkwYt4uLetXgbF6IDxsK4ojRE31P9j/hQgluZnDp4ZK0slULFfS2abJZtZkb2aJXfIEQ6drhu+kJddE0vgtxiZXh7HJ0hHtlJj3WsLsPO4u1Tgmer0k/8+cpsr27tAmanwl+wAAAAAkEiREEGl+hHkzSgrFk9mhXVvpxG/ayX1XvO39fEw4UJKDdfucmsVKcfGOp7yuruJX3qV/msKV+U7YDnSpSSI8HwAAAMDqICECQehH6rf3n/Se6fFtgz3t1fenSZFoXVflMWgVHnmC+4+CvtSNFZcGLuu5MULn+s2lWc61/JskJ27WnfHBNbZ3PuhTzrj789ir3S2i3kNFttHze5jXMoYIAAAAIDskRCD4+ZVpP1rZ82RO3J9GoCJlV07f09F/b6KaEOhcn6Xl+m2L3HGsA/+II7+m3PEioiHuIi135lbjtR2SlfkAAAAAkgcSIvinvLN9fd21OXcVcfqlBJZTkN2tz9gbpsyn8fr1CwAAAGC9ICECacrNAZ2+YujkuVbWbi58nJ5CAnKHBGtEqbnt+srh+gttdy6aCx4xVPRS4gAAAADJ4jdpq0IZBU+GKQAAAABJRU5ErkJggg==&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/984374466656853789/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/oozie.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/984374466656853789'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/984374466656853789'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/oozie.html' title='Oozie'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-4038272474709994625</id><published>2015-05-21T18:52:00.001+05:30</published><updated>2015-05-21T18:52:27.844+05:30</updated><title type='text'>HIVE Vs RDBMS</title><content type='html'>&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoTableGrid&quot; style=&quot;border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;&quot;&gt;
 &lt;tbody&gt;
&lt;tr&gt;
  &lt;td style=&quot;border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;&quot; valign=&quot;top&quot; width=&quot;319&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
HIVE&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;&quot; valign=&quot;top&quot; width=&quot;319&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
RDBMS&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr&gt;
  &lt;td style=&quot;border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;&quot; valign=&quot;top&quot; width=&quot;319&quot;&gt;
  &lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;margin-bottom: 0.0001pt; text-indent: -0.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
  &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;Hive is a data warehouse which provides SQL
  like queries for data residing in HDFS. A RDBMS wrapper for files available
  in HDFS.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: 0.0001pt; text-indent: -0.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
  &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;Hive is strictly used for select. NO
  UPDATE/DELETE is provided. It makes it a data warehouse. The SQL code written
  in Hive eventually turns into MapReduce code and is implemented on database.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: 0.0001pt; text-indent: -0.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
  &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;And also RDBMS uses SQL, PL/SQL and relational
  calculus for execution on data set&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: 0.0001pt; text-indent: -0.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
  &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;RDMBSs are schema-on write&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 239.4pt;&quot; valign=&quot;top&quot; width=&quot;319&quot;&gt;
  &lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: 0.0001pt; text-indent: -0.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
  &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;RDBMS is structured data which store data&#39;s in
  the form of tables and we use SQL to retrive data.&lt;br /&gt;
  &lt;!--[if !supportLineBreakNewLine]--&gt;&lt;br /&gt;
  &lt;!--[endif]--&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-bottom: 0.0001pt; text-indent: -0.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
  &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;RDBMS as said my Vigneshwara is structured
  database used in traditional databases for the OLTP and OLAP purpose.&lt;br /&gt;
  &lt;br /&gt;
  &lt;!--[if !supportLineBreakNewLine]--&gt;&lt;br /&gt;
  &lt;!--[endif]--&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;margin-bottom: 0.0001pt; text-indent: -0.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
  &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;HIVE only SQL is used&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-bottom: 0.0001pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;margin-bottom: 0.0001pt; text-indent: -0.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span style=&quot;font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
  &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;Hive is schema-on read&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/4038272474709994625/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hive-vs-rdbms.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/4038272474709994625'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/4038272474709994625'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hive-vs-rdbms.html' title='HIVE Vs RDBMS'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-2804494793864980275</id><published>2015-05-21T15:56:00.001+05:30</published><updated>2015-05-21T15:56:35.461+05:30</updated><title type='text'>SOLVED : Java - filepath - Invalid escape sequence</title><content type='html'>&lt;div style=&quot;background-color: white; border: 0px; clear: both; color: #222222; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 15px; line-height: 19.5px; margin-bottom: 1em; padding: 0px;&quot;&gt;
It&#39;s a compile-time error, so it&amp;nbsp;&lt;em style=&quot;border: 0px; margin: 0px; padding: 0px;&quot;&gt;can&#39;t&lt;/em&gt;&amp;nbsp;be to do with permissions etc.&lt;/div&gt;
&lt;div style=&quot;background-color: white; border: 0px; clear: both; color: #222222; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 15px; line-height: 19.5px; margin-bottom: 1em; padding: 0px;&quot;&gt;
The problem is that you&#39;re not escaping the backslashes. You need:&lt;/div&gt;
&lt;pre class=&quot;lang-java prettyprint prettyprinted&quot; style=&quot;background-color: #eeeeee; border: 0px; color: #393318; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; font-size: 13px; margin-bottom: 1em; max-height: 600px; overflow: auto; padding: 5px; width: auto; word-wrap: normal;&quot;&gt;&lt;code style=&quot;border: 0px; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; margin: 0px; padding: 0px; white-space: inherit;&quot;&gt;&lt;span class=&quot;typ&quot; style=&quot;border: 0px; color: #2b91af; margin: 0px; padding: 0px;&quot;&gt;String&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt; filePath &lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;=&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt; request&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;getRealPath&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;(&lt;/span&gt;&lt;span class=&quot;str&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;&quot;\\\\10.0.1.18\\downloads\\upload)&quot;&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;div style=&quot;background-color: white; border: 0px; clear: both; color: #222222; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 15px; line-height: 19.5px; margin-bottom: 1em; padding: 0px;&quot;&gt;
Then the contents of the string will be just&lt;/div&gt;
&lt;pre class=&quot;lang-java prettyprint prettyprinted&quot; style=&quot;background-color: #eeeeee; border: 0px; color: #393318; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; font-size: 13px; margin-bottom: 1em; max-height: 600px; overflow: auto; padding: 5px; width: auto; word-wrap: normal;&quot;&gt;&lt;code style=&quot;border: 0px; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; margin: 0px; padding: 0px; white-space: inherit;&quot;&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;\\&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;10.0&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;.&lt;/span&gt;&lt;span class=&quot;lit&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;1.18&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;\downloads\upload&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;div style=&quot;background-color: white; border: 0px; clear: both; color: #222222; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 15px; line-height: 19.5px; margin-bottom: 1em; padding: 0px;&quot;&gt;
This is exactly the same as in the first line you showed, where this:&lt;/div&gt;
&lt;pre class=&quot;lang-java prettyprint prettyprinted&quot; style=&quot;background-color: #eeeeee; border: 0px; color: #393318; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; font-size: 13px; margin-bottom: 1em; max-height: 600px; overflow: auto; padding: 5px; width: auto; word-wrap: normal;&quot;&gt;&lt;code style=&quot;border: 0px; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; margin: 0px; padding: 0px; white-space: inherit;&quot;&gt;&lt;span class=&quot;typ&quot; style=&quot;border: 0px; color: #2b91af; margin: 0px; padding: 0px;&quot;&gt;String&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt; filePath &lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;=&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt; &lt;/span&gt;&lt;span class=&quot;str&quot; style=&quot;border: 0px; color: maroon; margin: 0px; padding: 0px;&quot;&gt;&quot;D:\\location&quot;&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;div style=&quot;background-color: white; border: 0px; clear: both; color: #222222; font-family: &#39;Helvetica Neue&#39;, Helvetica, Arial, sans-serif; font-size: 15px; line-height: 19.5px; margin-bottom: 1em; padding: 0px;&quot;&gt;
... will actually create a string with contents of:&lt;/div&gt;
&lt;pre class=&quot;lang-java prettyprint prettyprinted&quot; style=&quot;background-color: #eeeeee; border: 0px; color: #393318; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; font-size: 13px; margin-bottom: 1em; max-height: 600px; overflow: auto; padding: 5px; width: auto; word-wrap: normal;&quot;&gt;&lt;code style=&quot;border: 0px; font-family: Consolas, Menlo, Monaco, &#39;Lucida Console&#39;, &#39;Liberation Mono&#39;, &#39;DejaVu Sans Mono&#39;, &#39;Bitstream Vera Sans Mono&#39;, &#39;Courier New&#39;, monospace, sans-serif; margin: 0px; padding: 0px; white-space: inherit;&quot;&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;D&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;:&lt;/span&gt;&lt;span class=&quot;pln&quot; style=&quot;border: 0px; color: black; margin: 0px; padding: 0px;&quot;&gt;\location&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/2804494793864980275/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/solved-java-filepath-invalid-escape.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2804494793864980275'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2804494793864980275'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/solved-java-filepath-invalid-escape.html' title='SOLVED : Java - filepath - Invalid escape sequence'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-7934139130026739528</id><published>2015-05-20T17:34:00.002+05:30</published><updated>2015-05-20T17:42:53.319+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nosql-Hbase"/><title type='text'>HBase Architecture : Write-Ahead Log</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhve3zcpiEy2zcYVM4hNTLgeVte3o5Ss-4kWNwB_YtJnGI72dojbHJ1WXyC3IbeirIa0e3xlm_3LCgGU5VdWN_UQfNl6JacP4RNE0nNtHK81DNm4bkEb8gQD1FEPh2-JPkypVnaPLG5JKs/s1600/hbase-wha.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;228&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhve3zcpiEy2zcYVM4hNTLgeVte3o5Ss-4kWNwB_YtJnGI72dojbHJ1WXyC3IbeirIa0e3xlm_3LCgGU5VdWN_UQfNl6JacP4RNE0nNtHK81DNm4bkEb8gQD1FEPh2-JPkypVnaPLG5JKs/s400/hbase-wha.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: OpenSansRegular, &#39;Myriad Pro&#39;, Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;b&gt;WAL &lt;/b&gt;is the lifeline that is needed when disaster strikes, it records all changes to the data.So if the server crashes, it can effectively replay that log to get everything up to where the server should have been just before the crash. It also means that if writing the record to the WAL fails, the whole operation must be considered a failure&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: OpenSansRegular, &#39;Myriad Pro&#39;, Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: OpenSansRegular, &#39;Myriad Pro&#39;, Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;b&gt;HLOG&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: OpenSansRegular, &#39;Myriad Pro&#39;, Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;The class that implements the WAL is called HLog.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/7934139130026739528/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hbase-architecture-write-ahead-log.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/7934139130026739528'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/7934139130026739528'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hbase-architecture-write-ahead-log.html' title='HBase Architecture : Write-Ahead Log'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhve3zcpiEy2zcYVM4hNTLgeVte3o5Ss-4kWNwB_YtJnGI72dojbHJ1WXyC3IbeirIa0e3xlm_3LCgGU5VdWN_UQfNl6JacP4RNE0nNtHK81DNm4bkEb8gQD1FEPh2-JPkypVnaPLG5JKs/s72-c/hbase-wha.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-7546233422577180718</id><published>2015-05-20T16:31:00.003+05:30</published><updated>2015-05-20T16:32:06.509+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nosql-Hbase"/><title type='text'>Versioning in hbase</title><content type='html'>&lt;b&gt;Create table&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
create &#39;htab48&#39;,&#39;colfam1&#39;&lt;br /&gt;
&lt;br /&gt;
htab48 = table name&lt;br /&gt;
colfam1 = column name&lt;br /&gt;
&lt;br /&gt;
put &#39;htab48&#39;, &#39;row1&#39;, &#39;colfam1:mapreduce&#39;,&#39;mapreduce &amp;nbsp;is ment for parallel processing&#39;&lt;br /&gt;
put &#39;htab48&#39;, &#39;row1&#39;, &#39;colfam1:hdfs&#39;,&#39;hdfs is ment for storage&#39;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;The beauty of hbase is it is versioned datastore&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
put &#39;htab48&#39;, &#39;row1&#39;, &#39;colfam1:hdfs&#39;,&#39;hdfs1 is ment for storage&#39;&lt;br /&gt;
&lt;br /&gt;
but it is not not to work first disable table then give version to column&lt;br /&gt;
&lt;br /&gt;
disable &#39;htab48&#39;&lt;br /&gt;
&lt;br /&gt;
alter &#39;htab48&#39;, NAME=&amp;gt;&#39;colfam1&#39;,VERSIONS=&amp;gt;3&lt;br /&gt;
&lt;br /&gt;
put &#39;htab48&#39;, &#39;row1&#39;, &#39;colfam1:hdfs1&#39;,&#39;hdfs1 is ment for storage&#39;&lt;br /&gt;
put &#39;htab48&#39;, &#39;row1&#39;, &#39;colfam1:hdfs2&#39;,&#39;hdfs1 is ment for storage&#39;&lt;br /&gt;
&lt;br /&gt;
get &#39;htab48&#39; ,&#39;row1&#39;,{COLUMN=&amp;gt;&#39;colfam1:hdfs&#39;,VERSIONS=&amp;gt;3}&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
COLUMN &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; CELL&lt;br /&gt;
colfam1:hdfs &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;timestamp=1234567876543 , value=hdfs is ment for storage&lt;br /&gt;
colfam1:hdfs &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;timestamp=1234467876543&amp;nbsp;, value=hdfs1 is ment for storage</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/7546233422577180718/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/versioning-in-hbase.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/7546233422577180718'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/7546233422577180718'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/versioning-in-hbase.html' title='Versioning in hbase'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-8323977775289609619</id><published>2015-05-19T11:38:00.001+05:30</published><updated>2015-05-19T11:39:48.943+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nosql-Hbase"/><title type='text'>Chapter 03 : HBASE ARCHITECHTURE</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC5G1ATSOQzrYktSIPkBUwgqwTwZsD5Zo6nal_MfJdL1jYfA82c4f9juryE205VMfLiP5du-NxQVWHFwIeb-dNQdGx8XmelRmwATR75dq_28qpo8WICjt3y6TxfHPq5QFsjXh_rurhB9c/s1600/hbase-architecture.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;346&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC5G1ATSOQzrYktSIPkBUwgqwTwZsD5Zo6nal_MfJdL1jYfA82c4f9juryE205VMfLiP5du-NxQVWHFwIeb-dNQdGx8XmelRmwATR75dq_28qpo8WICjt3y6TxfHPq5QFsjXh_rurhB9c/s400/hbase-architecture.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/8323977775289609619/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/chapter-03-hbase-architechture.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/8323977775289609619'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/8323977775289609619'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/chapter-03-hbase-architechture.html' title='Chapter 03 : HBASE ARCHITECHTURE'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC5G1ATSOQzrYktSIPkBUwgqwTwZsD5Zo6nal_MfJdL1jYfA82c4f9juryE205VMfLiP5du-NxQVWHFwIeb-dNQdGx8XmelRmwATR75dq_28qpo8WICjt3y6TxfHPq5QFsjXh_rurhB9c/s72-c/hbase-architecture.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-6708246412243941862</id><published>2015-05-19T11:32:00.002+05:30</published><updated>2015-05-19T11:32:52.446+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nosql-Hbase"/><title type='text'>Chapter2 :Column Oriented database</title><content type='html'>


 
 
 
 &lt;style type=&quot;text/css&quot;&gt;td p { margin-bottom: 0cm; }p { margin-bottom: 0.25cm; line-height: 120%; }&lt;/style&gt;


&lt;br /&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;Column Oriented
database&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;RDBMS&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;C1,C2,C3 =
Columns&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;R1,R2,R3 = Rows&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
          &lt;b&gt;C1     
         C2              C3     &lt;/b&gt;
&lt;/div&gt;
&lt;dl&gt;&lt;dd&gt;
 &lt;table cellpadding=&quot;4&quot; cellspacing=&quot;0&quot; style=&quot;width: 195px;&quot;&gt;
  &lt;colgroup&gt;&lt;col width=&quot;55&quot;&gt;&lt;/col&gt;
  &lt;col width=&quot;60&quot;&gt;&lt;/col&gt;
  &lt;col width=&quot;54&quot;&gt;&lt;/col&gt;
  &lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr valign=&quot;top&quot;&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;&quot; width=&quot;55&quot;&gt;
    A&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;&quot; width=&quot;60&quot;&gt;
    100&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border: 1px solid #000000; padding: 0.1cm;&quot; width=&quot;54&quot;&gt;
    HYD&lt;br /&gt;

   &lt;/td&gt;
  &lt;/tr&gt;
&lt;tr valign=&quot;top&quot;&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;55&quot;&gt;
    B&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;60&quot;&gt;
    200&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;&quot; width=&quot;54&quot;&gt;
    BANG&lt;br /&gt;

   &lt;/td&gt;
  &lt;/tr&gt;
&lt;tr valign=&quot;top&quot;&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;55&quot;&gt;
    C&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;60&quot;&gt;
    300&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;&quot; width=&quot;54&quot;&gt;
    Delhi&lt;br /&gt;

   &lt;/td&gt;
  &lt;/tr&gt;
&lt;tr valign=&quot;top&quot;&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;55&quot;&gt;
    D&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;60&quot;&gt;
    400&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;&quot; width=&quot;54&quot;&gt;
    PUNE&lt;br /&gt;

   &lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/dd&gt;&lt;/dl&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
             &lt;b&gt;R1  
          R2             R3&lt;/b&gt;&lt;/div&gt;
&lt;dl&gt;&lt;dd&gt;
 &lt;table cellpadding=&quot;4&quot; cellspacing=&quot;0&quot; style=&quot;width: 195px;&quot;&gt;
  &lt;colgroup&gt;&lt;col width=&quot;39&quot;&gt;&lt;/col&gt;
  &lt;col width=&quot;43&quot;&gt;&lt;/col&gt;
  &lt;col width=&quot;39&quot;&gt;&lt;/col&gt;
  &lt;col width=&quot;38&quot;&gt;&lt;/col&gt;
  &lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr valign=&quot;top&quot;&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;&quot; width=&quot;39&quot;&gt;
    A&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;&quot; width=&quot;43&quot;&gt;
    B&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;&quot; width=&quot;39&quot;&gt;
    C&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border: 1px solid #000000; padding: 0.1cm;&quot; width=&quot;38&quot;&gt;
    D&lt;br /&gt;

   &lt;/td&gt;
  &lt;/tr&gt;
&lt;tr valign=&quot;top&quot;&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;39&quot;&gt;
    100&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;43&quot;&gt;
    200&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;39&quot;&gt;
    300&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;&quot; width=&quot;38&quot;&gt;
    400&lt;br /&gt;

   &lt;/td&gt;
  &lt;/tr&gt;
&lt;tr valign=&quot;top&quot;&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;39&quot;&gt;
    HYD&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;43&quot;&gt;
    BANG&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;39&quot;&gt;
    Delhi&lt;br /&gt;

   &lt;/td&gt;
   &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;&quot; width=&quot;38&quot;&gt;
    PUNE&lt;br /&gt;

   &lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/dd&gt;&lt;/dl&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;Here rows
converted into column , column converted into rows......just to
understand.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Timestamp will be provided by framework for each value.The reason to
store values on column basis instead is based on the assumption is
for specific queries not all the values needed. This is by it is
analytical database and good for storing schema.&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
   Directly fetching values no need of sequential accessing like
RDBMS&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;img align=&quot;left&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAEAAAAeCAYAAADtlXTHAAAACXBIWXMAABhqAAAPAQEFfJ5NAAAAb0lEQVR4nCWNyxKCMBAELRhEgWjx/39pmWSzT5fy1ofpHtTOBZ/GJ1jsAVZfQawb1GJBH3LAPGbULi9E3CZ8KcndZ7ShR+58wRi2pWvrv0JiT6j6HZ11h1kAlaRkIDLQ5Q2/qJGWzDvyKHdyGSPdHwuIWLVspbpWAAAAAElFTkSuQmCC&quot; /&gt;&lt;br /&gt;
&lt;/div&gt;
&lt;dl&gt;
&lt;dl&gt;
&lt;dl&gt;&lt;dd&gt;
   &lt;table cellpadding=&quot;4&quot; cellspacing=&quot;0&quot; style=&quot;width: 246px;&quot;&gt;
    &lt;colgroup&gt;&lt;col width=&quot;41&quot;&gt;&lt;/col&gt;
    &lt;col width=&quot;52&quot;&gt;&lt;/col&gt;
    &lt;col width=&quot;56&quot;&gt;&lt;/col&gt;
    &lt;col width=&quot;63&quot;&gt;&lt;/col&gt;
    &lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr valign=&quot;top&quot;&gt;
     &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;&quot; width=&quot;41&quot;&gt;
      &lt;br /&gt;
      &lt;br /&gt;

     &lt;/td&gt;
     &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;&quot; width=&quot;52&quot;&gt;
      &lt;br /&gt;
      &lt;br /&gt;

     &lt;/td&gt;
     &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: 1px solid #000000; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0.1cm;&quot; width=&quot;56&quot;&gt;
      &lt;br /&gt;
      &lt;br /&gt;

     &lt;/td&gt;
     &lt;td style=&quot;border: 1px solid #000000; padding: 0.1cm;&quot; width=&quot;63&quot;&gt;
      &lt;br /&gt;
      &lt;br /&gt;

     &lt;/td&gt;
    &lt;/tr&gt;
&lt;tr valign=&quot;top&quot;&gt;
     &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;41&quot;&gt;
      &lt;img align=&quot;left&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEgAAAACCAYAAAD7LppNAAAACXBIWXMAAA7CAAAQ/AFCVd+HAAABEUlEQVR4nM3Sy03EMBAGYI/H7yywHKkAiTK40AE3eqACGuDIkQIogCtVcKIIJFiSbDa2EzOTZFcgUQCWojifMrY0/6jH59e7p5e3WwGiHAXzKWg5o7ZGyR4AxpXXG7ZgdaMQEqLMwamarbK6RoSsEaOzqmXj/yXVaS17PoftOJgPfluNndG4A77Lz3d5qlNKRpQwVE5/iX+21M3Vxf315fmDKALqbVwz9mnw9Djek51OFsnyYu1i9M3O+4ZqiyjwvunO+pT9XJvWohSIebS7mMPBxG9rtumklCLTMJquz1WwisKQiZsfnJ7C2Jv80ch9aJP52bxRraaGz+GaKVxvseUQQYqDOYM0BEhD8KeV1TIs30CMh6QBu1veAAAAAElFTkSuQmCC&quot; /&gt;&lt;br /&gt;
      &lt;br /&gt;

     &lt;/td&gt;
     &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;52&quot;&gt;
      A1000&lt;br /&gt;

     &lt;/td&gt;
     &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: none; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0cm; padding-top: 0cm;&quot; width=&quot;56&quot;&gt;
      &lt;br /&gt;
      &lt;br /&gt;

     &lt;/td&gt;
     &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;&quot; width=&quot;63&quot;&gt;
      &lt;br /&gt;
      &lt;br /&gt;

     &lt;/td&gt;
    &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/dd&gt;&lt;/dl&gt;
&lt;/dl&gt;
&lt;/dl&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/6708246412243941862/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/chapter2-column-oriented-database.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/6708246412243941862'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/6708246412243941862'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/chapter2-column-oriented-database.html' title='Chapter2 :Column Oriented database'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-8389247405532811731</id><published>2015-05-19T11:08:00.002+05:30</published><updated>2015-05-19T11:08:25.166+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nosql-Hbase"/><title type='text'>Chapter : 1  Hbase introduction</title><content type='html'>


 
 
 
 &lt;style type=&quot;text/css&quot;&gt;td p { margin-bottom: 0cm; }p { margin-bottom: 0.25cm; line-height: 120%; }&lt;/style&gt;


&lt;br /&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;Hbase
Introduction&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Hbase is one of the
component of hadoop built on top of HDFS and is ment for Real time
random read/write. In against to the sequential file accessing of
HDFS.&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Hbase is opensource
, distributed, scalable , fault tolerance , non -relational,
multi-dimensional versioned, column oriented database which is built
on top of BIG TABLES (BUILT ON THE ORIGIN OF GFS).&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Google big tables
ment for structured data only.&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
All the database
will be organized by the means of tables only and whenever we
inserting values in Hbase table for each and every values there will
be a unique timestamp which will be generated by HBASE TABLES
automatically.&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
HBASE is not a [part
of default installatipon of hadoop and hence therefore we need to
install it on top of hadoop only.&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
IN SVN when we
insert data and from other location B modified it it creates version.&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
                    
                                         SVN&lt;/div&gt;
&lt;dl&gt;
&lt;dl&gt;
&lt;dl&gt;
&lt;dl&gt;&lt;dd&gt;
    &lt;table cellpadding=&quot;4&quot; cellspacing=&quot;0&quot; style=&quot;width: 219px;&quot;&gt;
     &lt;colgroup&gt;&lt;col width=&quot;209&quot;&gt;&lt;/col&gt;
     &lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr&gt;
      &lt;td style=&quot;border: 1px solid #000000; padding: 0.1cm;&quot; valign=&quot;top&quot; width=&quot;209&quot;&gt;
                        Input.log&lt;br /&gt;

      &lt;/td&gt;
     &lt;/tr&gt;
&lt;tr&gt;
      &lt;td style=&quot;border-bottom: 1px solid #000000; border-left: 1px solid #000000; border-right: 1px solid #000000; border-top: none; padding-bottom: 0.1cm; padding-left: 0.1cm; padding-right: 0.1cm; padding-top: 0cm;&quot; valign=&quot;top&quot; width=&quot;209&quot;&gt;
                        Input_1.log&lt;br /&gt;

      &lt;/td&gt;
     &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/dd&gt;&lt;/dl&gt;
&lt;/dl&gt;
&lt;/dl&gt;
&lt;/dl&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
A has saved it
=Input.log&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Some modification
done = SVN Framework generated another copy Input_1.log&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Timestamp :- its a
row and column orientesaction point where data is stored, multiple
data can be stored on same timestamp.&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/8389247405532811731/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/chapter-1-hbase-introduction.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/8389247405532811731'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/8389247405532811731'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/chapter-1-hbase-introduction.html' title='Chapter : 1  Hbase introduction'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-5790197562144965348</id><published>2015-05-13T16:30:00.006+05:30</published><updated>2015-05-13T16:32:02.519+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="Apache Pig"/><title type='text'>APACHE PIG BUILT IN TRANSFORMATION</title><content type='html'>&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;COGROUP&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data4&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int);&lt;br /&gt;
B = load &#39;data5&#39; using PigStorage(&#39; &#39;) as (a3:int,a4:int); &lt;br /&gt;
C =&amp;nbsp; COGROUP A by a1,B by a4;&lt;br /&gt;
Dump C;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;Group BY&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data3&#39;
using PigStorage(&#39; &#39;) as (a1:chararray,a2:int,a3:int);&lt;br /&gt;
B = Group A by a2;&lt;br /&gt;
C = foreach B generate group,COUNT(A);&lt;br /&gt;
Dump C;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;CROSS&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data4&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int);&lt;br /&gt;
B = load &#39;data5&#39; using PigStorage(&#39; &#39;) as (a3:int,a4:int);&lt;br /&gt;
C = CROSS A,B;&lt;br /&gt;
Dump C;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;DISTINCT&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data7&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int,a3:int);&lt;br /&gt;
B = DISTINCT A;&lt;br /&gt;
Dump B;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;Filter&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data7&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int,a3:int);&lt;br /&gt;
B = Filter A by a2==5;&lt;br /&gt;
Dump B;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;COGROUP&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data4&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int);&lt;br /&gt;
B = load &#39;data5&#39; using PigStorage(&#39; &#39;) as (a3:int,a4:int); &lt;br /&gt;
C =&amp;nbsp; COGROUP A by a1,B by a4;&lt;br /&gt;
D = Foreach C generate group,FLATTEN (A);&lt;br /&gt;
Dump D;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data3&#39;
using PigStorage(&#39; &#39;) as (a1:chararray,a2:int,a3:int);&lt;br /&gt;
B = Group A by a2;&lt;br /&gt;
&amp;nbsp; Describe B;&lt;br /&gt;
Dump B;&lt;br /&gt;
C = foreach B generate&amp;nbsp;
group,Count(A);&lt;br /&gt;
Dump C;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;JOIN&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data4&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int);&lt;br /&gt;
B = load &#39;data5&#39; using PigStorage(&#39; &#39;) as (a3:int,a4:int); &lt;br /&gt;
C =&amp;nbsp; JOIN A by a1,B by a4;&lt;br /&gt;
Dump C;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;LIMIT&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data6&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int,a3:int,a4:int,a5:int);&lt;br /&gt;
B = LIMIT A 3;&lt;br /&gt;
Dump B;&lt;br /&gt;
&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;br /&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;Order by&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data6&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int,a3:int,a4:int,a5:int);&lt;br /&gt;
B = Order A by $1;&lt;br /&gt;
Dump B;&lt;br /&gt;
&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;SPLIT&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data4&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int);&lt;br /&gt;
SPLIT A into B if a1==2, C if a1==3;&lt;br /&gt;
Dump B;&lt;br /&gt;
Dump C;&lt;br /&gt;
&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;;&quot;&gt;&lt;b&gt;UNION&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;A = load &#39;data4&#39;
using PigStorage(&#39; &#39;) as (a1:int,a2:int);&lt;br /&gt;
B = load &#39;data5&#39; using PigStorage(&#39; &#39;) as (a3:int,a4:int);&lt;br /&gt;
C = UNION A,B;&lt;br /&gt;
Dump C;&lt;br /&gt;
&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/5790197562144965348/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/apache-pig-built-in-transformation.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/5790197562144965348'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/5790197562144965348'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/apache-pig-built-in-transformation.html' title='APACHE PIG BUILT IN TRANSFORMATION'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-2242060738323343213</id><published>2015-05-13T15:44:00.002+05:30</published><updated>2015-05-13T16:20:27.033+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="hadoop Hive"/><title type='text'>Managed Vs ExternalTables</title><content type='html'>&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;-A Hive table
that&#39;s not external is called a managed table.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;-One of the main
differences between an external and a managed table in Hive is that when an
external table is dropped, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp;the data associated with it&amp;nbsp; doesn&#39;t get deleted, only the metadata (number
of columns, type of columns, terminators,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp;etc.) gets dropped from the Hive metastore.
When a managed table gets dropped, both the metadata and data get dropped.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp;I have so far always preferred making tables
external because if the schema of my Hive table changes, &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp;I can just drop the external table and
re-create another external table over the same HDFS data with the new schema.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp;However, most (if not all) of the changes to
schema can now be made through ALTER TABLE or similar commands so my &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp;recommendation/preference to use external
tables over managed ones might be more of a legacy concern than a contemporary&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp;one.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/2242060738323343213/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/managed-vs-externaltables.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2242060738323343213'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2242060738323343213'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/managed-vs-externaltables.html' title='Managed Vs ExternalTables'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-9115251402166066216</id><published>2015-05-13T15:42:00.004+05:30</published><updated>2015-05-13T16:20:14.161+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="hadoop Hive"/><title type='text'>PARTITIONING vs BUCKTING-IN-HIVE</title><content type='html'>&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Basically both
Partitioning and Bucketing slice the data for executing the query much more
efficiently than on the non-sliced data. The major difference is that the
number of slices will keep on changing in the case of partitioning as data is
modified, but with bucketing the number of slices are fixed which are specified
while creating the table.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Bucketing happen
by using a Hash algorithm and then a modulo on the number of buckets. So, a row
might get inserted into any of the bucket. Bucketing can be used for sampling
of data, as well also for joining two data sets much more effectively and much
more.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/9115251402166066216/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/partitioning-vs-buckting-in-hive.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/9115251402166066216'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/9115251402166066216'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/partitioning-vs-buckting-in-hive.html' title='PARTITIONING vs BUCKTING-IN-HIVE'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-3057494184050586484</id><published>2015-05-13T15:34:00.001+05:30</published><updated>2015-05-13T16:20:01.145+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="hadoop Hive"/><title type='text'>Hive Performance tuning </title><content type='html'>&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;1)&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;!--[endif]--&gt;Where Time&amp;nbsp;
= int&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
When the time field within the where clause
is specified query parser&amp;nbsp; will
automatically detect partition to be processed.&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
Please not it work with integer type not
with float.&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot;&gt;
Syntax&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #333333; line-height: 11.25pt; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;[GOOD]:
&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;SELECT&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; field1, field2, field3 &lt;/span&gt;&lt;span style=&quot;color: #fbde2d; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;FROM&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
tbl &lt;/span&gt;&lt;span style=&quot;color: #fbde2d; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;WHERE&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;time&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &amp;gt; &lt;/span&gt;&lt;span style=&quot;color: #d8fa3c; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1349393020&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #333333; line-height: 11.25pt; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;[GOOD]:
&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;SELECT&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; field1, field2, field3 &lt;/span&gt;&lt;span style=&quot;color: #fbde2d; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;FROM&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
tbl &lt;/span&gt;&lt;span style=&quot;color: #fbde2d; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;WHERE&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;time&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &amp;gt; &lt;/span&gt;&lt;span style=&quot;color: #d8fa3c; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1349393020&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; + &lt;/span&gt;&lt;span style=&quot;color: #d8fa3c; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3600&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #333333; line-height: 11.25pt; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; vertical-align: baseline;&quot;&gt;
&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;[GOOD]:
&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;SELECT&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; field1, field2, field3 &lt;/span&gt;&lt;span style=&quot;color: #fbde2d; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;FROM&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;
tbl &lt;/span&gt;&lt;span style=&quot;color: #fbde2d; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;WHERE&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;time&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; &amp;gt; &lt;/span&gt;&lt;span style=&quot;color: #d8fa3c; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1349393020&lt;/span&gt;&lt;span style=&quot;color: #f8f8f8; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; – &lt;/span&gt;&lt;span style=&quot;color: #d8fa3c; font-family: &amp;quot;Courier New&amp;quot;; font-size: 7.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3600&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: #333333; line-height: 11.25pt; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraph&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
&lt;!--[if !supportLists]--&gt;2)&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;!--[endif]--&gt;Don not Use Distinct with Count in hive
basically it do process this kind of query Only one reducer is used.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Syntax :&amp;nbsp; select
count(Distinct Field1) from tablename;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Go for this&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Select Count(1)&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
From ( Select Distinct Field1 from tablename ) t;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/3057494184050586484/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hive-performance-tuning.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/3057494184050586484'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/3057494184050586484'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hive-performance-tuning.html' title='Hive Performance tuning '/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-4355205254018570811</id><published>2015-05-13T15:14:00.002+05:30</published><updated>2015-05-13T16:19:44.107+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="hadoop Hive"/><title type='text'>distribute by in hive</title><content type='html'>&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;DISTRIBUTE BY&lt;br /&gt;
=============&lt;br /&gt;
1. DISTRIBUTE BY controls how map output will be divided among Reducers.&lt;br /&gt;
2. In the below example DISTRIBUTE BY ensures that records of ename will go to
the same reducer and then to SORT the same&lt;br /&gt;
&amp;nbsp;&amp;nbsp; data the way we want (ascending order
of empid).&lt;br /&gt;
3. DISTRIBUTE BY works similar to GROUP BY in the sence that how it controls
the reducers to receives the rows for&amp;nbsp;
processing.&lt;br /&gt;
&lt;br /&gt;
NOTE: Hive requires DISTRIBUTE BY clause comes BEFORE the SORT BY if we are
using both in a query.&lt;br /&gt;
-----------------------------------&lt;br /&gt;
hive&amp;gt; select * from disttab;&lt;br /&gt;
OK&lt;br /&gt;
108&amp;nbsp;&amp;nbsp; Sandeep&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 22000&lt;br /&gt;
109&amp;nbsp;&amp;nbsp; Sandeep&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 22500&lt;br /&gt;
110&amp;nbsp;&amp;nbsp; Sandeep&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 23500&lt;br /&gt;
111&amp;nbsp;&amp;nbsp; Sandeep&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 24340&lt;br /&gt;
112&amp;nbsp;&amp;nbsp; Karan 45000&lt;br /&gt;
113&amp;nbsp;&amp;nbsp; Karan 45600&lt;br /&gt;
101&amp;nbsp;&amp;nbsp; Ravi&amp;nbsp; 46000&lt;br /&gt;
102&amp;nbsp;&amp;nbsp; Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 34000&lt;br /&gt;
103&amp;nbsp;&amp;nbsp; Murali&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 23000&lt;br /&gt;
104&amp;nbsp;&amp;nbsp; Madan 45555&lt;br /&gt;
105&amp;nbsp;&amp;nbsp; Kanth 56000&lt;br /&gt;
106&amp;nbsp;&amp;nbsp; Varma 33333&lt;br /&gt;
Time taken: 0.409 seconds&lt;br /&gt;
hive&amp;gt; &lt;br /&gt;
-------------------------------------&lt;br /&gt;
hive&amp;gt; select empid , ename , esal from disttab DISTRIBUTE BY ename SORT BY
ename asc , esal asc; &lt;br /&gt;
Total MapReduce jobs = 1&lt;br /&gt;
Launching Job 1 out of 1&lt;br /&gt;
Number of reduce tasks not specified. Estimated from input data size: 1&lt;br /&gt;
In order to change the average load for a reducer (in bytes):&lt;br /&gt;
&amp;nbsp; set
hive.exec.reducers.bytes.per.reducer=&amp;lt;number&amp;gt;&lt;br /&gt;
In order to limit the maximum number of reducers:&lt;br /&gt;
&amp;nbsp; set
hive.exec.reducers.max=&amp;lt;number&amp;gt;&lt;br /&gt;
In order to set a constant number of reducers:&lt;br /&gt;
&amp;nbsp; set
mapred.reduce.tasks=&amp;lt;number&amp;gt;&lt;br /&gt;
Starting Job = job_201304160610_0008, Tracking URL =
http://localhost:50030/jobdetails.jsp?jobid=job_201304160610_0008&lt;br /&gt;
Kill Command = /usr/lib/hadoop/bin/hadoop job&amp;nbsp;
-Dmapred.job.tracker=localhost:8021 -kill job_201304160610_0008&lt;br /&gt;
2013-04-16 07:05:36,346 Stage-1 map = 0%,&amp;nbsp;
reduce = 0%&lt;br /&gt;
2013-04-16 07:05:40,480 Stage-1 map = 100%,&amp;nbsp;
reduce = 0%&lt;br /&gt;
2013-04-16 07:05:49,639 Stage-1 map = 100%,&amp;nbsp;
reduce = 33%&lt;br /&gt;
2013-04-16 07:05:50,765 Stage-1 map = 100%,&amp;nbsp;
reduce = 100%&lt;br /&gt;
Ended Job = job_201304160610_0008&lt;br /&gt;
OK&lt;br /&gt;
108&amp;nbsp;&amp;nbsp; Sandeep&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 22000&lt;br /&gt;
109&amp;nbsp;&amp;nbsp; Sandeep&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 22500&lt;br /&gt;
110&amp;nbsp;&amp;nbsp; Sandeep&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 23500&lt;br /&gt;
111&amp;nbsp;&amp;nbsp; Sandeep&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 24340&lt;br /&gt;
105&amp;nbsp;&amp;nbsp; Kanth 56000&lt;br /&gt;
112&amp;nbsp;&amp;nbsp; Karan 45000&lt;br /&gt;
113&amp;nbsp;&amp;nbsp; Karan 45600&lt;br /&gt;
104&amp;nbsp;&amp;nbsp; Madan 45555&lt;br /&gt;
103&amp;nbsp;&amp;nbsp; Murali&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 23000&lt;br /&gt;
102&amp;nbsp;&amp;nbsp; Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 34000&lt;br /&gt;
101&amp;nbsp;&amp;nbsp; Ravi&amp;nbsp; 46000&lt;br /&gt;
106&amp;nbsp;&amp;nbsp; Varma 33333&lt;br /&gt;
Time taken: 24.721 seconds&lt;br /&gt;
hive&amp;gt; &lt;br /&gt;
&lt;br /&gt;
&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/4355205254018570811/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/distribute-by-in-hive.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/4355205254018570811'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/4355205254018570811'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/distribute-by-in-hive.html' title='distribute by in hive'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-5693551465387841803</id><published>2015-05-13T15:12:00.000+05:30</published><updated>2015-05-13T16:19:20.093+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="hadoop Hive"/><title type='text'>hadoop hive cluster by</title><content type='html'>&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;CLUSTER BY&lt;br /&gt;
==========&lt;br /&gt;
1.CLUSTER BY clause is a short-hand way of expressing the DISTRIBUTE BY with
SORT BY&lt;br /&gt;
&lt;br /&gt;
PFB example how we have changed the way of DISTRIBUTE BY with SORT BY&lt;br /&gt;
---------------------------------------------------------------------&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
hive&amp;gt; select empid , ename , esal from disttab CLUSTER BY ename;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
Total MapReduce jobs = 1&lt;br /&gt;
Launching Job 1 out of 1&lt;br /&gt;
Number of reduce tasks not specified. Estimated from input data size: 1&lt;br /&gt;
In order to change the average load for a reducer (in bytes):&lt;br /&gt;
&amp;nbsp; set
hive.exec.reducers.bytes.per.reducer=&amp;lt;number&amp;gt;&lt;br /&gt;
In order to limit the maximum number of reducers:&lt;br /&gt;
&amp;nbsp; set
hive.exec.reducers.max=&amp;lt;number&amp;gt;&lt;br /&gt;
In order to set a constant number of reducers:&lt;br /&gt;
&amp;nbsp; set
mapred.reduce.tasks=&amp;lt;number&amp;gt;&lt;br /&gt;
Starting Job = job_201304160610_0009, Tracking URL =
http://localhost:50030/jobdetails.jsp?jobid=job_201304160610_0009&lt;br /&gt;
Kill Command = /usr/lib/hadoop/bin/hadoop job&amp;nbsp;
-Dmapred.job.tracker=localhost:8021 -kill job_201304160610_0009&lt;br /&gt;
2013-04-16 07:07:57,918 Stage-1 map = 0%,&amp;nbsp;
reduce = 0%&lt;br /&gt;
2013-04-16 07:08:05,362 Stage-1 map = 100%,&amp;nbsp;
reduce = 0%&lt;br /&gt;
2013-04-16 07:08:14,526 Stage-1 map = 100%,&amp;nbsp;
reduce = 33%&lt;br /&gt;
2013-04-16 07:08:15,535 Stage-1 map = 100%,&amp;nbsp;
reduce = 100%&lt;br /&gt;
Ended Job = job_201304160610_0009&lt;br /&gt;
OK&lt;br /&gt;
NULL&amp;nbsp; NULL&amp;nbsp; NULL&lt;br /&gt;
108&amp;nbsp;&amp;nbsp; Gopal 22000&lt;br /&gt;
109&amp;nbsp;&amp;nbsp; Gopal 22500&lt;br /&gt;
110&amp;nbsp;&amp;nbsp; Gopal 23500&lt;br /&gt;
111&amp;nbsp;&amp;nbsp; Gopal 24340&lt;br /&gt;
105&amp;nbsp;&amp;nbsp; Kanth 56000&lt;br /&gt;
113&amp;nbsp;&amp;nbsp; Karan 45600&lt;br /&gt;
112&amp;nbsp;&amp;nbsp; Karan 45000&lt;br /&gt;
104&amp;nbsp;&amp;nbsp; Madan 45555&lt;br /&gt;
103&amp;nbsp;&amp;nbsp; Murali&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 23000&lt;br /&gt;
102&amp;nbsp;&amp;nbsp; Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 34000&lt;br /&gt;
101&amp;nbsp;&amp;nbsp; Ravi&amp;nbsp; 46000&lt;br /&gt;
106&amp;nbsp;&amp;nbsp; Varma 33333&lt;br /&gt;
Time taken: 32.426 seconds&lt;br /&gt;
hive&amp;gt; &lt;br /&gt;
&lt;br /&gt;
&lt;o:p&gt;&amp;nbsp;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/5693551465387841803/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hadoop-hive-cluster-by.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/5693551465387841803'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/5693551465387841803'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hadoop-hive-cluster-by.html' title='hadoop hive cluster by'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-2367025788235742943</id><published>2015-05-13T15:07:00.001+05:30</published><updated>2015-05-13T16:19:06.763+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="hadoop Hive"/><title type='text'>Hive VS Impala</title><content type='html'>&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;What is Impala?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Cloudera Impala
is an open source Massively Parallel Processing (MPP) query engine that runs
natively on Apache Hadoop. The Apache-licensed Impala project brings scalable
parallel database technology to Hadoop, enabling users to issue low-latency SQL
queries to data stored in HDFS and Apache HBase without requiring data movement
or transformation&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;With Impala,
analysts and data scientists now have the ability to perform real-time, “speed
of thought” analytics on data stored in Hadoop via SQL or through Business
Intelligence (BI) tools. The result is that large-scale data processing (via
MapReduce) and interactive queries can be done on the same system using the
same data and metadata – removing the need to migrate data sets into specialized
systems and/or proprietary formats simply to perform analysis&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;How does impala
provide faster query response compared to hive for the same data on hdfs ?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;You should see
Impala as &quot;SQL on HDFS&quot;, while Hive is more &quot;SQL on
Hadoop&quot;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;In other words,
Impala doesn&#39;t even use Hadoop at all. It simply has daemons running on all
your nodes which cache some of the data that is in HDFS, so that these daemons
can return data quickly without having to go through a whole Map/Reduce job.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;The reason for
this is that there is a certain overhead involved in running a Map/Reduce job,
so by short-circuiting Map/Reduce altogether you can get some pretty big gain
in runtime.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;That being said,
Impala does not replace Hive, it is good for very different use cases. Impala
doesn&#39;t provide fault-tolerance compared to Hive, so if there is a problem
during your query then it&#39;s gone. Definitely for ETL type of jobs where failure
of one job would be costly I would recommend Hive, but Impala can be awesome
for small ad-hoc queries, for example for data scientists or business analysts
who just want to take a look and analyze some data without building robust
jobs. Also from my personal experience, Impala is still not very mature, and
I&#39;ve seen some crashes sometimes when the amount of data is larger than
available memory.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Impala Use Cases&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;What are good use
cases for Impala as opposed to Hive or MapReduce?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Impala is
well-suited to executing SQL queries for interactive exploratory analytics on
large data sets. Hive and MapReduce are appropriate for very long running,
batch-oriented tasks such as ETL.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Is MapReduce
required for Impala? Will Impala continue to work as expected if MapReduce is
stopped?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Impala does not
use MapReduce at all.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Can Impala be
used for complex event processing?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;For example, in
an industrial environment, many agents may generate large amounts of data. Can
Impala be&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;used to analyze
this data, checking for notable changes in the environment?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Complex Event
Processing (CEP) is usually performed by dedicated stream-processing systems.
Impala is not&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;a
stream-processing system, as it most closely resembles a relational database.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Is Impala
intended to handle real time queries in low-latency applications or is it for
ad hoc queries for the purpose of data exploration?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Ad-hoc queries
are the primary use case for Impala. We anticipate it being used in many other
situations where&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;low-latency is
required. Whether Impala is appropriate for any particular use-case depends on
the workload,&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;data size and
query volume.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/2367025788235742943/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hive-vs-impala.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2367025788235742943'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/2367025788235742943'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/hive-vs-impala.html' title='Hive VS Impala'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-3738843726505251891</id><published>2015-05-13T15:00:00.001+05:30</published><updated>2015-05-13T16:18:22.072+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="hadoop Hive"/><title type='text'>Apache Hive : ORDER BY VS SORT BY</title><content type='html'>&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;ORDER BY VS SORT
BY&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;===================&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;ORDER BY&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;--------&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;1. The ORDER BY
clause is familar from other SQL dialects.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;2. It performs
the &#39;total ordering of the query result set&#39; i.e. &#39; all the data will be passed
to a single reducer&#39; which&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; will take longer time if we have larger
datasets.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;3. Hive requires
the LIMIT clause for ORDER BY as it will take longer time (if hives property &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; hive.mapred.mode is set to &#39;strict&#39; which is
by default &#39;nonstrict&#39;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;NOTE: In
/usr/lib/hive/conf/hive-default.xml--&amp;gt; below property&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;lt;property&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp; &amp;lt;name&amp;gt;hive.mapred.mode&amp;lt;/name&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp; &amp;lt;value&amp;gt;nonstrict&amp;lt;/value&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp; &amp;lt;description&amp;gt;The mode in which the hive
operations are being performed. In strict mode, some risky queries are not
allowed to run&amp;lt;/description&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;lt;/property&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;SORT BY&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;-------&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;3. Where as SORT
BY (Hive&#39;s alternative to ORDER BY) , will orders the data only within each
reducer and performs&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; the&amp;nbsp; &#39;local ordering of the data&#39; where each
REDUCER&#39;S OUTPUT will be SORTTED.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;4. Better
perfomance is traded for total ordering.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;hive&amp;gt; select *
from testudf;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;OK&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;100&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;
Karan&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; 24000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;101&amp;nbsp;&amp;nbsp; Gopal&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&amp;nbsp;&amp;nbsp; 25000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;102&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
RaviKanth&amp;nbsp; 26000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;103&amp;nbsp;&amp;nbsp; Ravi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 270000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;104&amp;nbsp;&amp;nbsp; Gopi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 28000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;105&amp;nbsp;&amp;nbsp; Ravi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 29000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;106&amp;nbsp;&amp;nbsp; Vishnu Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp; 31000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;107&amp;nbsp;&amp;nbsp; Kasi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 34000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Time taken: 0.419
seconds&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;hive&amp;gt; desc
testudf;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;OK&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;empid int&amp;nbsp;&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;ename string&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;esal&amp;nbsp; int&amp;nbsp;&amp;nbsp; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Time taken: 0.197
seconds&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;hive&amp;gt; select
empid , ename , esal from testudf order by empid asc , esal desc;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Total MapReduce
jobs = 1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Launching Job 1
out of 1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Number of reduce
tasks determined at compile time: 1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;In order to
change the average load for a reducer (in bytes):&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp; set
hive.exec.reducers.bytes.per.reducer=&amp;lt;number&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;In order to limit
the maximum number of reducers:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp; set hive.exec.reducers.max=&amp;lt;number&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;In order to set a
constant number of reducers:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp; set mapred.reduce.tasks=&amp;lt;number&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Starting Job =
job_201304160610_0001, Tracking URL =
http://localhost:50030/jobdetails.jsp?jobid=job_201304160610_0001&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Kill Command =
/usr/lib/hadoop/bin/hadoop job&amp;nbsp;
-Dmapred.job.tracker=localhost:8021 -kill job_201304160610_0001&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;2013-04-16
06:15:57,723 Stage-1 map = 0%,&amp;nbsp; reduce =
0%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;2013-04-16
06:16:08,764 Stage-1 map = 100%,&amp;nbsp; reduce
= 0%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;2013-04-16
06:16:18,977 Stage-1 map = 100%,&amp;nbsp; reduce
= 100%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Ended Job = job_201304160610_0001&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;OK&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;100&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;
Karan&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; 24000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;101&amp;nbsp;&amp;nbsp; Gopal&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&amp;nbsp;&amp;nbsp; 25000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;102&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
RaviKanth&amp;nbsp; 26000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;103&amp;nbsp;&amp;nbsp; Ravi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 270000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;104&amp;nbsp;&amp;nbsp; Gopi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 28000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;105&amp;nbsp;&amp;nbsp; Ravi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 29000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;106&amp;nbsp;&amp;nbsp; Vishnu Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp; 31000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;107&amp;nbsp;&amp;nbsp; Kasi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 34000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Time taken:
36.859 seconds&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;hive&amp;gt; select
empid , ename , esal from testudf sort&amp;nbsp;
by empid asc , esal desc;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Total MapReduce
jobs = 1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Launching Job 1
out of 1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Number of reduce
tasks not specified. Estimated from input data size: 1&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;In order to
change the average load for a reducer (in bytes):&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp; set
hive.exec.reducers.bytes.per.reducer=&amp;lt;number&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;In order to limit
the maximum number of reducers:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp; set hive.exec.reducers.max=&amp;lt;number&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;In order to set a
constant number of reducers:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;&amp;nbsp; set mapred.reduce.tasks=&amp;lt;number&amp;gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Starting Job =
job_201304160610_0002, Tracking URL =
http://localhost:50030/jobdetails.jsp?jobid=job_201304160610_0002&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Kill Command =
/usr/lib/hadoop/bin/hadoop job&amp;nbsp;
-Dmapred.job.tracker=localhost:8021 -kill job_201304160610_0002&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;2013-04-16
06:18:23,766 Stage-1 map = 0%,&amp;nbsp; reduce =
0%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;2013-04-16
06:18:31,316 Stage-1 map = 100%,&amp;nbsp; reduce
= 0%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;2013-04-16
06:18:40,440 Stage-1 map = 100%,&amp;nbsp; reduce
= 33%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;2013-04-16
06:18:41,451 Stage-1 map = 100%,&amp;nbsp; reduce
= 100%&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Ended Job =
job_201304160610_0002&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;OK&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;100&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;
Karan&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; 24000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;101&amp;nbsp;&amp;nbsp; Gopal&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&amp;nbsp;&amp;nbsp; 25000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;102&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
RaviKanth&amp;nbsp; 26000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;103&amp;nbsp;&amp;nbsp; Ravi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 270000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;104&amp;nbsp;&amp;nbsp; Gopi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 28000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;105&amp;nbsp;&amp;nbsp; Ravi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 29000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;106&amp;nbsp;&amp;nbsp; Vishnu Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp; 31000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;107&amp;nbsp;&amp;nbsp; Kasi Prakash&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 34000&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;Time taken: 28.06
seconds&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;hive&amp;gt; &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoPlainText&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/3738843726505251891/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/apache-hive-order-by-vs-sort-by.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/3738843726505251891'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/3738843726505251891'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/apache-hive-order-by-vs-sort-by.html' title='Apache Hive : ORDER BY VS SORT BY'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7489697954955813078.post-1109862697297985309</id><published>2015-05-11T18:26:00.003+05:30</published><updated>2015-05-13T16:18:06.827+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="hadoop Hive"/><title type='text'>failed with exception null hive</title><content type='html'>&lt;b&gt;LFS&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
When We are loading data from LFS to table then it will load on second &amp;nbsp;try to load same data now data exist so it will create a copy&amp;nbsp;&lt;span style=&quot;background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;&quot;&gt;&amp;nbsp;new newfile suffixed by&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;&quot;&gt;*_copy_1.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;&quot;&gt;/user/hive/warehouse/databasename/tablename&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;&quot;&gt;&lt;b&gt;HDFS&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: Arial, sans-serif; font-size: 14px; line-height: 20px;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;
When We are loading data from HDFS to table then it will try -mv &amp;nbsp;on second &amp;nbsp;try to load same data now data exist so it will not &amp;nbsp;perform -mv DUE to &lt;b&gt;Write Once read many HDFS Feature &lt;/b&gt;and rename the source file.</content><link rel='replies' type='application/atom+xml' href='http://sandeep-chourasia.blogspot.com/feeds/1109862697297985309/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/failed-with-exception-null-hive.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/1109862697297985309'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7489697954955813078/posts/default/1109862697297985309'/><link rel='alternate' type='text/html' href='http://sandeep-chourasia.blogspot.com/2015/05/failed-with-exception-null-hive.html' title='failed with exception null hive'/><author><name>Sandeep chaurasia</name><uri>http://www.blogger.com/profile/16769185211624424323</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>