<?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-6361420543465328270</id><updated>2025-01-03T02:34:01.315-08:00</updated><category term="DATA MODELLING CONCEPTS"/><category term="Giving a variable port below than the output port and assigning the variable port to output port in Expression Transformation in informatica"/><category term="Inforamtica Lookup"/><category term="Working with excel sheets in informatica"/><title type='text'>Informatica</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://ameenrihaan.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://ameenrihaan.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Ameens Blog</name><uri>http://www.blogger.com/profile/15929982993623676984</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>5</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6361420543465328270.post-6527113169560976607</id><published>2012-06-26T04:43:00.000-07:00</published><updated>2012-06-26T04:44:47.607-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Inforamtica Lookup"/><title type='text'>All about Inforamtica Lookup</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2 style=&quot;text-align: left;&quot;&gt;



All about Inforamtica Lookup&lt;/h2&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp;A Lookup is a &lt;b&gt;Passive&lt;/b&gt;, &lt;b&gt;Connected&lt;/b&gt; or &lt;b&gt;Unconnected&lt;/b&gt; 
Transformation used to look up data in a relational table, view, synonym
 or flat file. The integration service queries the lookup table to 
retrieve a value based on the input source value and the lookup 
condition.&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;/div&gt;
A connected lookup recieves source data, performs a lookup and returns data to the pipeline;
&lt;br /&gt;
While an unconnected lookup is not connected to source or target and is called by a transformation in the pipeline by 
&lt;b&gt;:LKP&lt;/b&gt; expression which in turn returns only one column value to the calling transformation.&lt;br /&gt;
&lt;br /&gt;
Lookup can be &lt;b&gt;Cached&lt;/b&gt; or &lt;b&gt;Uncached&lt;/b&gt;. If we cache the lookup then again we can further go for static or &lt;a href=&quot;http://www.dwbiconcepts.com/etl/14-etl-informatica/16-dynamic-lookup-cache.html&quot;&gt;dynamic&lt;/a&gt; or &lt;a href=&quot;http://www.dwbiconcepts.com/etl/14-etl-informatica/9-implementing-informatica-persistent-cache.html&quot;&gt;persistent&lt;/a&gt; cache,named cache or unnamed cache . 
&lt;br /&gt;
By default lookup transformations are cached and static.&lt;br /&gt;
&lt;br /&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;



Advanced Properties of Lookup Transformation: &lt;/h3&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;b&gt;Lookup policy on multiple match:&amp;nbsp; &lt;/b&gt;&quot;Lookup Policy on Multiple Match option&quot;&amp;nbsp; is used to determine which rows
 that the lookup transformation returns when it finds multiple rows that
 match the lookup condition. You can select lookup to return first or 
last row or any matching row or to report an error.&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Connection Information:&lt;/b&gt; Query the lookup table from the source or target connection. In case of 
flat file lookup we can give the file path and name, whether direct or 
indirect.&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;b&gt; &lt;/b&gt;&lt;b&gt;Output Old Value On Update:&lt;/b&gt; This option is used when dynamic cache is enabled. When this option is 
enabled, the integration service outputs old values out of the 
lookup/output ports. When the Integration Service updates a row in the 
cache, it outputs the value that existed in the lookup cache before it 
updated the row based on the input data. When the Integration Service 
inserts a new row in the cache, it outputs null values. When you disable
 this property, the Integration Service outputs the same values out of 
the lookup/output and input/output ports. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Re-cache from lookup source&amp;nbsp;&lt;/b&gt; 

When checked, integration service rebuilds lookup cache from lookup source when the lookup instance is called in the session.&lt;br /&gt;
&lt;b&gt;Insert Else Update: &lt;/b&gt;Insert Else Update option applies to 
rows entering the lookup transformation with the row type of insert. 
When this option is enabled the integration service inserts new rows in 
the cache and updates existing rows when disabled, the Integration 
Service does not update existing rows.&lt;br /&gt;
&lt;b&gt;Update Else Insert:&lt;/b&gt;Update Else Insert option applies to rows entering the lookup 
transformation with the row type of update. When this option is enabled,
 the Integration Service updates existing rows, and inserts a new row if
 it is new. When disabled, the Integration Service does not insert new 
rows.&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;



Dynamic Lookup cache:&amp;nbsp;&lt;/h3&gt;
A Lookup cache does not change its data once built. But&amp;nbsp; if the 
underlying table upon which lookup was done changes the data after the 
lookup cache 
is created,&amp;nbsp; Is there a way so that the cache always remain up-to-date 
even if the underlying table changes, at this scenario we use dynamic lookup cache.&lt;br /&gt;
&lt;br /&gt;
Dynamic lookup cache: It updates/ inserts data into cache before updating the target table. It maintains the cache up to date.&lt;br /&gt;
&lt;br /&gt;
When the lookup is configured to Dynamic lookup cache by default a NewLookup Row port will be created. which in turn returns 0,1,2&lt;br /&gt;
&lt;br /&gt;
When NewLookup Row port returns&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;0 = &lt;/b&gt;Integration Service does not update or insert the row in the cache.
&lt;/li&gt;
&lt;li&gt;&lt;b&gt;1 = &lt;/b&gt;Integration Service inserts the row into the cache.
&lt;/li&gt;
&lt;li&gt;&lt;b&gt;2 = &lt;/b&gt;Integration Service updates the row in the cache.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&amp;nbsp;&lt;b&gt;Note: &lt;/b&gt;While using a dynamic lookup cache, we must associate each lookup/output
 port with an input/output port or a sequence ID. The Integration 
Service uses the data in the associated port to insert or update rows in
 the lookup cache. The Designer associates the input/output ports with 
the lookup/output ports used in the lookup condition.&amp;nbsp;
&lt;br /&gt;
&lt;br /&gt;

&lt;div align=&quot;center&quot;&gt;
&lt;a href=&quot;http://nonpng.dwbiconcepts.com/images/etl_infa/dynamic_lkp/dynamic2.jpg&quot;&gt;  
&lt;img alt=&quot;Dynamic Lookup Ports&quot; class=&quot;caption&quot; src=&quot;http://nonpng.dwbiconcepts.com/images/etl_infa/dynamic_lkp/dynamic2-s.jpg&quot; title=&quot;Dynamic Lookup Ports&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;http://nonpng.dwbiconcepts.com/images/etl_infa/dynamic_lkp/dynamic2.jpg&quot;&gt;
&lt;/a&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;a href=&quot;http://nonpng.dwbiconcepts.com/images/etl_infa/dynamic_lkp/dynamic3.jpg&quot;&gt;&lt;br /&gt;  
&lt;/a&gt;&lt;a href=&quot;http://nonpng.dwbiconcepts.com/images/etl_infa/dynamic_lkp/dynamic3.jpg&quot;&gt;
&lt;/a&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;The properties of dynamic lookup are shown in below image&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;

The lookup/output port output value depends on whether we choose to 
output old or new values when the Integration Service updates a row:
&lt;br /&gt;



&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Output old values on update: &lt;/b&gt; The Integration Service outputs the value that existed in the cache before 
it updated the row.
&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;b&gt;Output new values on update: &lt;/b&gt; The Integration Service outputs the updated value that it writes in the cache. 
The lookup/output port value matches the input/output port value ( we don&#39;t have any property like&amp;nbsp; &lt;b&gt;Output new values on update, &lt;/b&gt;if we unchecked &lt;b&gt;Output old values on update,&amp;nbsp; &lt;/b&gt;then the integration services works as &lt;b&gt;Output new values on update)&amp;nbsp;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;



&lt;b&gt;Handling Null Values in dynamic lookup:&amp;nbsp;&lt;/b&gt;&lt;/h3&gt;
Suppose in our source&amp;nbsp; there are some null values and we had checked&lt;b&gt; &lt;i&gt;Ignore Null&lt;/i&gt; inputs for Update property.&amp;nbsp;&lt;/b&gt; Than the lookup ignores the null value which is not inserted into cache and it inserts into target,&lt;br /&gt;
&lt;br /&gt;
In this case the cache and that target table get unsynchronize, to eradicate this we need to sync the target table and the cache, by inserting null value or to ignore it, for that&amp;nbsp; we have two options.&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;Insert null values:&lt;/b&gt; The Integration Service uses null values 
from the source and updates the lookup cache and target table using all 
values from the source.
&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Ignore Null inputs for Update property :&lt;/b&gt; The Integration
 Service ignores the null values in the source and updates the lookup 
cache and target table using only the not null values from the source.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;



&lt;b&gt;More details on Dynamic Lookup:&lt;/b&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;div&gt;
Dynamic lookup cache &lt;b&gt;compares the values in all lookup ports with the values in their associated input ports by default &lt;/b&gt;and determine whether or not to update the row in the lookup cache. When a 
value in an input port changes from the value in the lookup port, the 
Integration Service updates/inserts&amp;nbsp; the row in the cache as well as in a table,&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;But if we need to compare only certain ports not all the ports&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;&amp;nbsp;&lt;/b&gt;This scenario comes&lt;b&gt;&amp;nbsp; &lt;/b&gt;when the source data includes a column that indicates whether or not the row contains data we need to update.&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;We can choose the ports that we want the Integration Service to ignore when it compares ports.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;The Designer only enables this property for lookup/output ports when the port is not used in the lookup condition.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;We can improve performance by ignoring some ports during comparison.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Select the &lt;b&gt; Ignore in Comparison property &lt;/b&gt; for all lookup ports &lt;b&gt; &lt;i&gt; except the port that indicates whether or not to update the row in the cache and target table. &lt;/i&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;



&amp;nbsp;&lt;/h3&gt;
&lt;h3 style=&quot;text-align: left;&quot;&gt;



&lt;/h3&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;h3&gt;



&lt;b&gt;&amp;nbsp;More on informatica lookup cache&lt;/b&gt;&lt;/h3&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;b&gt;Sequential cache: &lt;/b&gt;The Integration 
Service builds lookup caches sequentially. The Integration Service 
builds the cache in memory when it processes the first row of the data 
in a cached lookup transformation. The Integration Service builds caches for unconnected Lookup transformations as sequentially.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Concurrent caches:&lt;/b&gt; The Integration Service builds lookup caches 
concurrently. It does not need to wait for data to reach the Lookup 
transformation.&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Pipeline lookup transformation:&lt;/b&gt;A pipeline lookup transformation is used to perform lookup on 
application sources such as JMS, MSMQ or SAP. A pipeline lookup 
transformation has a source qualifier as the lookup source. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Persistent Cache:&lt;/b&gt; If the lookup source does not change between session runs, then you can 
improve the performance by creating a persistent cache for the source. 
When a session runs for the first time, the integration service creates 
the cache files and saves them to disk instead of deleting them. The 
next time when the session runs, the integration service builds the 
memory from the cache file.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Shared Cache: &lt;/b&gt;We can configure multiple Lookup transformations in a mapping to share a
 single lookup cache. The Integration Service builds the cache when it 
processes the first Lookup transformation. It uses the same cache to 
perform lookup for subsequent Lookup transformations that share the 
cache.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Unnamed cache:&lt;/b&gt; When Lookup 
transformations in a mapping have compatible caching structures, the 
Integration Service shares the cache by default. You can only share 
static unnamed caches.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Named cache:&lt;/b&gt; Use a persistent named cache when you want to share a 
cache file across mappings or share a dynamic and a static cache. The 
caching structures must match or be compatible with a named cache. You 
can share static and dynamic named caches.&lt;/li&gt;
&lt;/ul&gt;
&lt;b&gt;Some steps on improving performance tuning&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Create an index on the columns used in the lookup condition&lt;/li&gt;
&lt;li&gt;Place conditions with equality operator first&lt;/li&gt;
&lt;li&gt;Cache small lookup tables.&lt;/li&gt;
&lt;li&gt;Join tables in the database: If the source and the lookup table are 
in the same database, join the tables in the database rather than using a
 lookup transformation.&lt;/li&gt;
&lt;li&gt;Use persistent cache for static lookup.&lt;/li&gt;
&lt;li&gt;Avoid ORDER BY on all columns in the lookup source. Specify explicitly the ORDER By clause on the required columns.&lt;/li&gt;
&lt;li&gt;For flat file lookup, provide Sorted files as lookup source.&lt;/li&gt;
&lt;/ul&gt;
That&#39;s all for today, will be posting more on persistent caches and performance tuning in my coming posts. &lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;
&lt;h3&gt;



&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ameenrihaan.blogspot.com/feeds/6527113169560976607/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ameenrihaan.blogspot.com/2012/06/all-about-inforamtica-lookup-lookup-is.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/6527113169560976607'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/6527113169560976607'/><link rel='alternate' type='text/html' href='http://ameenrihaan.blogspot.com/2012/06/all-about-inforamtica-lookup-lookup-is.html' title='All about Inforamtica Lookup'/><author><name>Ameens Blog</name><uri>http://www.blogger.com/profile/15929982993623676984</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-6361420543465328270.post-3992908668201650899</id><published>2012-06-25T04:40:00.000-07:00</published><updated>2012-06-25T04:40:51.281-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h1 class=&quot;fn&quot; id=&quot;ctl00_TitleArea_ArticleTitle&quot;&gt;

Clustered and Non-Clustered Index in SQL 2005&lt;/h1&gt;
&lt;h2&gt;

1. Introduction&lt;/h2&gt;
We all know that data entered in the tables are stored in the 
physical drive in the form of database files. Think about a table, say &lt;code&gt;Customer &lt;/code&gt;(For
 any leading bank India), that has around 16 million records. When we 
try to retrieve records for two or three customers based on their 
customer id, all 16 million records are taken and comparison is made to 
get a match on the supplied customer ids. Think about how much time that
 will take if it is a web application and there are 25 to 30 customers 
that want to access their data through internet. Does the database 
server do 16 million x 30 searches? The answer is no because all modern 
databases use the concept of index.&lt;br /&gt;
&lt;br /&gt;
&lt;h2 style=&quot;text-align: left;&quot;&gt;

2. What is an Index&lt;/h2&gt;
&lt;code&gt;Index &lt;/code&gt;is a database object, which can be created on one 
or more columns (16 Max column combination). When creating the index 
will read the column(s) and forms a relevant data structure to minimize 
the number of data comparisons. The index will improve the performance 
of data retrieval and adds some overhead on data modification such as 
create, delete and modify. So it depends on how much data retrieval can 
be performed on table versus how much of DML (&lt;code&gt;Insert&lt;/code&gt;, &lt;code&gt;Delete &lt;/code&gt;and &lt;code&gt;Update&lt;/code&gt;) operations.&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;

3. Clustered Index: &lt;/h2&gt;
Consider a table with certain columns as mentioned in the below image. The primary key created for the &lt;code&gt;StudId &lt;/code&gt;column will create a clustered index for the &lt;code&gt;Studid &lt;/code&gt;column. A table can have only one clustered index on it. &lt;br /&gt;
When creating the clustered index, SQL server 2005 reads the &lt;code&gt;Studid &lt;/code&gt;column and forms a Binary tree on it. This binary tree information is then stored separately in the disc. Expand the table &lt;code&gt;Student &lt;/code&gt;and then expand the &lt;code&gt;Index&lt;/code&gt;es. You will see the following index created for you when the primary key is created: &lt;br /&gt;
&lt;img alt=&quot;Pic02.jpg&quot; border=&quot;0&quot; height=&quot;17&quot; hspace=&quot;0&quot; src=&quot;http://www.codeproject.com/KB/database/IndexIn2005/Pic02.jpg&quot; style=&quot;height: 17px; width: 237px;&quot; width=&quot;237&quot; /&gt; 
With the use of the binary tree (&lt;span class=&quot;contentText&quot;&gt;&lt;span class=&quot;subhead1&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;b-tree 
                          index)&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;, now the search for the student based on the &lt;code&gt;studid &lt;/code&gt;decreases the number of comparisons to a large amount. Let us assume that you had entered the following data in the &lt;code&gt;table &lt;/code&gt;student: &lt;br /&gt;
&lt;img alt=&quot;Pic03.jpg&quot; border=&quot;0&quot; height=&quot;171&quot; hspace=&quot;0&quot; src=&quot;http://www.codeproject.com/KB/database/IndexIn2005/Pic03.jpg&quot; style=&quot;height: 171px; width: 178px;&quot; width=&quot;178&quot; /&gt; 
The &lt;code&gt;index &lt;/code&gt;will form the below specified binary tree. Note that for a given parent, there are only one or two &lt;code&gt;Child&lt;/code&gt;s.
 The left side will always have a lesser value and the&amp;nbsp;right side will 
always have a greater value when compared to parent. The tree can be 
constructed in the reverse way also. That is, left side higher and right
 side lower. &lt;br /&gt;
&lt;img alt=&quot;Pic04.JPG&quot; border=&quot;0&quot; height=&quot;342&quot; hspace=&quot;0&quot; src=&quot;http://www.codeproject.com/KB/database/IndexIn2005/Pic04.JPG&quot; style=&quot;height: 342px; width: 553px;&quot; width=&quot;553&quot; /&gt; 
Now let us assume that we had written a query like below:&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;pre-action-link&quot; id=&quot;premain1&quot; style=&quot;display: block;&quot; width=&quot;100%&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;pre-action-link&quot; id=&quot;premain1&quot; style=&quot;display: block;&quot; width=&quot;100%&quot;&gt;
&lt;span id=&quot;precollapse1&quot; style=&quot;cursor: pointer; margin-bottom: 0px;&quot;&gt;&lt;/span&gt;&lt;a href=&quot;http://www.codeproject.com/Articles/173275/Clustered-and-Non-Clustered-Index-in-SQL-2005#&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;pre id=&quot;pre1&quot; lang=&quot;sql&quot; style=&quot;margin-top: 0px;&quot;&gt;&lt;span class=&quot;code-keyword&quot;&gt;Select&lt;/span&gt; * &lt;span class=&quot;code-keyword&quot;&gt;from&lt;/span&gt; student &lt;span class=&quot;code-keyword&quot;&gt;where&lt;/span&gt; studid = 103;
&lt;span class=&quot;code-keyword&quot;&gt;Select&lt;/span&gt; * &lt;span class=&quot;code-keyword&quot;&gt;from&lt;/span&gt; student &lt;span class=&quot;code-keyword&quot;&gt;where&lt;/span&gt; studid = 107;&lt;/pre&gt;
Execution without index will return value for the first query after third comparison.&lt;br /&gt;
Execution without index will return value for the second query at eights comparison.&lt;br /&gt;
Execution of first query with index will return value at first comparison.&lt;br /&gt;
Execution of second query with index will return the value at the third comparison. Look below:&lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;Compare 107 vs 103 : Move to right node&lt;/li&gt;
&lt;li&gt;Compare 107 vs 106 : Move to right node&lt;/li&gt;
&lt;li&gt;Compare 107 vs 107 : Matched, return the record&lt;/li&gt;
&lt;/ol&gt;
If numbers of records are less, you cannot see a different one. Now 
apply this technique with a Yahoo email user accounts stored in a table 
called say &lt;code&gt;YahooLogin&lt;/code&gt;. Let us assume there are 33 million users around the world that have Yahoo email id and that is stored in the &lt;code&gt;YahooLogin&lt;/code&gt;.
 When a user logs in by giving the user name and password, the 
comparison required is 1 to 25, with the binary tree that is clustered 
index. &lt;br /&gt;
Look at the above picture and guess yourself how fast you will reach 
into the level 25. Without Clustered index, the comparison required is 1
 to 33 millions.&lt;br /&gt;
&lt;br /&gt;
Got the usage of Clustered index? Let us move to Non-Clustered index.&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;

4. Non Clustered Index&lt;/h2&gt;
A non-clustered index is useful for columns that have some repeated values. Say for example, &lt;code&gt;AccountType &lt;/code&gt;column
 of a bank database may have 10 million rows. But, the distinct values 
of account type may be 10-15. A clustered index is automatically created
 when we create the primary key for the table. We need to take care of 
the creation of the non-clustered index. &lt;br /&gt;
Follow the steps below to create a Non-clustered index on our table &lt;code&gt;Student &lt;/code&gt;based on the column class. &lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;After expanding the &lt;code&gt;Student &lt;/code&gt;table, right click on the &lt;code&gt;Index&lt;/code&gt;es. And click on the New Index. 
&lt;img alt=&quot;Pic05.jpg&quot; border=&quot;0&quot; height=&quot;182&quot; hspace=&quot;0&quot; src=&quot;http://www.codeproject.com/KB/database/IndexIn2005/Pic05.jpg&quot; style=&quot;height: 182px; width: 264px;&quot; width=&quot;264&quot; /&gt; &lt;br /&gt;

&lt;/li&gt;
&lt;li&gt;From the displayed dialog, type the index name as shown below and 
then click on the Add button to select the column(s) that participate in
 the index. Make sure the &lt;code&gt;Index &lt;/code&gt;type is Non-Clustered. 
&lt;img alt=&quot;Pic06.jpg&quot; border=&quot;0&quot; height=&quot;282&quot; hspace=&quot;0&quot; src=&quot;http://www.codeproject.com/KB/database/IndexIn2005/Pic06.jpg&quot; style=&quot;height: 282px; width: 524px;&quot; width=&quot;524&quot; /&gt; &lt;br /&gt;

&lt;/li&gt;
&lt;li&gt;In the select column dialog, place a check mark for the column 
class. This tells that we need a non-clustered index for the column &lt;code&gt;Student.Class&lt;/code&gt;. You can also combine more than one column to create the &lt;code&gt;Index&lt;/code&gt;.
 Once the column is selected, click on the OK button. You will return 
the dialog shown above with the selected column marked in blue. Our 
index has only one column. If you selected more than one column, using 
the &lt;code&gt;MoveUp &lt;/code&gt;and &lt;code&gt;MoveDown &lt;/code&gt;button, you can change
 order of the indexed columns. When you are using the combination of 
columns, always use the highly repeated column first and more unique 
columns down in the list. For example, let use assume the correct order 
for creating the Non-clustered index is: &lt;code&gt;Class&lt;/code&gt;, &lt;code&gt;DateOfBirth&lt;/code&gt;, &lt;code&gt;PlaceOfBirth&lt;/code&gt;. 
&lt;img alt=&quot;Pic07.jpg&quot; border=&quot;0&quot; height=&quot;337&quot; hspace=&quot;0&quot; src=&quot;http://www.codeproject.com/KB/database/IndexIn2005/Pic07.jpg&quot; style=&quot;height: 337px; width: 464px;&quot; width=&quot;464&quot; /&gt; &lt;br /&gt;

&lt;/li&gt;
&lt;li&gt;Click on the &lt;i&gt;Index&lt;/i&gt; folder on the right side and you will see the non-clustered index based on the column class is created for you. 
&lt;img alt=&quot;Pic08.jpg&quot; border=&quot;0&quot; height=&quot;230&quot; hspace=&quot;0&quot; src=&quot;http://www.codeproject.com/KB/database/IndexIn2005/Pic08.jpg&quot; style=&quot;height: 230px; width: 384px;&quot; width=&quot;384&quot; /&gt; &lt;br /&gt;

&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;h2&gt;

5. How Does a Non-Clustered Index Work? &lt;/h2&gt;
A table can have more than one Non-Clustered index. But, it should 
have only one clustered index that works based on the Binary tree 
concept. Non-Clustered column always depends on the Clustered column on 
the database. &lt;br /&gt;
This can be easily explained with the concept of a book and its index
 page at the end. Let us assume that you are going to a bookshop and 
found a big 1500 pages of C# book that says all about C#. When you 
glanced at&amp;nbsp;the book, it has all beautiful color pages and shiny papers. 
But, that is not only the eligibility for a good book right? One you are
 impressed, you want to see your favorite topic of Regular Expressions 
and how it is explained in the book. What will you do? I just peeped at 
you from behind and recorded what you did as below: &lt;br /&gt;
&lt;ol&gt;
&lt;li&gt;You went to the Index page (it has total 25 pages). It is already 
sorted and hence you easily picked up Regular Expression that comes on 
page Number 17.&lt;/li&gt;
&lt;li&gt;Next, you noted down the number displayed next to it which is 407, 816, 1200-1220.&lt;/li&gt;
&lt;li&gt;Your first target is Page 407. You opened a page in the middle, the page is greater than 500.&lt;/li&gt;
&lt;li&gt;Then you moved to a somewhat lower page. But it still reads 310.&lt;/li&gt;
&lt;li&gt;Then you moved to a higher page. You are very lucky you exactly got 
page 407.&lt;/li&gt;
&lt;li&gt;That’s all, you started exploring what is written about Regular 
expression on that page, keeping in mind that you need to find page 816 
also.&lt;/li&gt;
&lt;/ol&gt;
In the above scenario, the Index page is Non-Clustered index and the 
page numbers are clustered index arranged in a binary tree. See how you 
came to the page 407 very quickly. Your mind actually traversed the 
binary tree way left and right to reach the page 407 quickly. &lt;br /&gt;
Here, the class column with distinct values 1,2,3..12 wi ll store the 
clustered indexcolumns value along with it. Say for example; Let us 
take only class value of 1. The Index goes like this:&lt;br /&gt;
1: 100, 104, 105 &lt;br /&gt;
So here, you can easily get all the records that have value for &lt;code&gt;class = 1&lt;/code&gt;. Map this with the &lt;code&gt;Book index &lt;/code&gt;example now &lt;br /&gt;
&lt;pre id=&quot;pre2&quot; lang=&quot;text&quot; style=&quot;margin-top: 0px;&quot;&gt;&lt;/pre&gt;
&lt;pre id=&quot;pre2&quot; lang=&quot;text&quot; style=&quot;margin-top: 0px;&quot;&gt;&amp;nbsp;&lt;/pre&gt;
&lt;pre id=&quot;pre2&quot; lang=&quot;text&quot; style=&quot;margin-top: 0px;&quot;&gt;&amp;nbsp;&lt;/pre&gt;
&lt;pre id=&quot;pre2&quot; lang=&quot;text&quot; style=&quot;margin-top: 0px;&quot;&gt;&lt;/pre&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h1 class=&quot;fn&quot; id=&quot;ctl00_TitleArea_ArticleTitle&quot;&gt;

&amp;nbsp;&lt;/h1&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ameenrihaan.blogspot.com/feeds/3992908668201650899/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ameenrihaan.blogspot.com/2012/06/clustered-and-non-clustered-index-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/3992908668201650899'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/3992908668201650899'/><link rel='alternate' type='text/html' href='http://ameenrihaan.blogspot.com/2012/06/clustered-and-non-clustered-index-in.html' title=''/><author><name>Ameens Blog</name><uri>http://www.blogger.com/profile/15929982993623676984</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-6361420543465328270.post-4389194251899453918</id><published>2012-06-21T22:48:00.003-07:00</published><updated>2012-06-21T22:49:29.586-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="DATA MODELLING CONCEPTS"/><title type='text'>DATA MODELLING CONCEPTS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Why Should People Learn Data Modeling?&lt;br /&gt;
&lt;br /&gt;
Consider this problem. You have just landed in a strange airport. You need to get into the city.&lt;br /&gt;
What do you do?&lt;br /&gt;
• Hire a taxi? The driver knows the city … He&#39;ll take you.&lt;br /&gt;
• But you need a your own car to Rome the city while you are there&lt;br /&gt;
• OK. Rent a car? But how do you find your way?&lt;br /&gt;
• Get a City Map - or better still - a City/Street Directory.&lt;br /&gt;
&lt;br /&gt;
With a Street Directory the inside cover, shows the indexes and layout of the city, by a grid network pages defined for each street in detail. You can then find where you are, where yo want to go, and how to get there. But there may be many routes you can choose:&lt;br /&gt;
&lt;br /&gt;
1) Depending on traffic rules and traffic conditions&lt;br /&gt;
2) Depending on the time requirements (ie. Performance)&lt;br /&gt;
3) Depending on technology: taxi, car, bus, train, walking.&lt;br /&gt;
&lt;br /&gt;
So how do business managers know about the data that is required for decision making?&lt;br /&gt;
• Ask the end-users of the data. But who are they?&lt;br /&gt;
• And what if the data exists in different versions? Which version is correct? &lt;br /&gt;
&lt;br /&gt;
Similarly, a data model is the &quot;Corporate Street Directory&quot;. It includes data maps and data details&lt;br /&gt;
in a Repository. It is analogous to the city map and details of streets. A data model, therefore:&lt;br /&gt;
• Depends on business rules and business conditions&lt;br /&gt;
• Depends on the time requirements (ie. Performance)&lt;br /&gt;
• Depends on the technology used: mainframe, micro, network etc&lt;br /&gt;
&lt;br /&gt;
Today, a data model is an essential prerequisite for development of Application Data Bases, Data&lt;br /&gt;
Warehouses, for Internet/Intranet systems and for business transformation to take advantage of&lt;br /&gt;
the Internet and corporate Intranet technologies. &lt;br /&gt;
&lt;br /&gt;
Methodology:&lt;br /&gt;
There are two major methodologies used to create a data model: the Entity-Relationship&lt;br /&gt;
(ER) approach and the Dimensional Model.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Steps In Building the Data Model&lt;/b&gt;:&lt;br /&gt;
While ER model lists and defines the constructs required to build a data model, there is&lt;br /&gt;
no standard process for doing so. Some methodologies,&amp;nbsp; specify a bottom-up development process were the model is built in stages. Typically, the entities and relationships are modeled first, followed by key attributes, and then the model is finished by adding non-key attributes. &lt;br /&gt;
sequence used for this is:&lt;br /&gt;
1. Identification of data objects and relationships&lt;br /&gt;
2. Drafting the initial ER diagram with entities and relationships&lt;br /&gt;
3. Refining the ER diagram&lt;br /&gt;
4. Add key attributes to the diagram&lt;br /&gt;
5. Adding non-key attributes&lt;br /&gt;
6. Diagramming Generalization Hierarchies&lt;br /&gt;
7. Validating the model through normalization&lt;br /&gt;
8. Adding business and integrity rules to the Model.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
In my coming posts, i will explain in detail about the ER model and dimensional model.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ameenrihaan.blogspot.com/feeds/4389194251899453918/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ameenrihaan.blogspot.com/2012/06/why-should-people-learn-data-modeling.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/4389194251899453918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/4389194251899453918'/><link rel='alternate' type='text/html' href='http://ameenrihaan.blogspot.com/2012/06/why-should-people-learn-data-modeling.html' title='DATA MODELLING CONCEPTS'/><author><name>Ameens Blog</name><uri>http://www.blogger.com/profile/15929982993623676984</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-6361420543465328270.post-349349725402871989</id><published>2012-05-09T04:58:00.002-07:00</published><updated>2012-05-09T05:16:39.407-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Working with excel sheets in informatica"/><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Hi All,&lt;br /&gt;
&lt;br /&gt;
Let us see how can we import an excel sheet into informatica and loading into an excel with respective business requirement.&lt;br /&gt;
&lt;br /&gt;
For importing an excel file into informatica there are certain pre requisites&lt;br /&gt;
&lt;br /&gt;
1) We need to select the list of column we need to import into informatica and name it as a table (because informatica treats excel as relational table), it can be done by clicking formulas tab and naming it.&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
2) For the columns which are numeric or decimals make it as numeric else informatica consider it as nvarchar, this can be achieved by select the column and going to format cells and in numbering placing certain decimals to it as shown below.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
3) Now creating ODBC connection. Go to&amp;nbsp; ODBC Data Source Administrator and creating a connection for pulling excel files.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
4)Similarly creating target connection for the target excel file&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
Once after the above process is done import the excel files into inforamtica&lt;br /&gt;
&lt;br /&gt;
5) Now importing it into informatica source analyzer and target designer &lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
6) Similarly Import the target excel file&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
7) Once after creating mapping with the given requirement,&amp;nbsp; to run the workflow need to create ODBC connections&lt;br /&gt;
8) It should be created with the following details&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; Username: PmNullUser&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; Pwd: PmNullPasswd&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; Connection String: The name used for ODBC driver creation&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYgAAAEqCAIAAACA9VCUAAAgAElEQVR4nO2df3Bb1YHvT/v+oeW9B2/Yee1bmDLlzbLslDKRO9K0JqHJNg1Qz27pC9hx0nXuttTAvklHaVf4Fx6zb2XL/Egsb5hkndgU6GPWQQQ2JDg2Ng5JIH0OQYE0cRwLkY1jEseWE8WWDcgu9/1xf537S76SjqQr6fuZM0b33PPr3tz74Zxj+RwSBQAAm0Fy3QAAANACMQEAbAfEBACwHRATAMB2ZERM69eTBKGsjNx/P4QIADCFsSAE9dTXky1b/nzHjrteemn1jh13tbfftmXLzS0t1zc1kUceIeXl5N57yX33QU8AAGNYqmH9etLc/PW9e38hh5deWi24aevWWwQx/fa35Fe/Ig8/TMrLyd13kzVr4CYAgBZmXli/nrz00uq9e38xMFAnBNlNO3bc1d7+P1ta/rMgpt/8hvzqV2K/6cc/JsuXw00AABUsxXTixPOylfRi2rLl5ief/IpGTI2NZPVqiAkAoIKlmILBrpGRve+998x77z0ju0kYzf3rvy575pn//uSThB7Nbdv2l2+95Skrg5gAACpYiqml5fpAoOLo0S2jo/tPnw68994zg4ONL79c9m//9tPf/W7F1q237Nrl2rnT+fvf37tv3yODg42trTesXUtWrICYAAAqWIrJ5/uvW7fe8txzf7V799rBwScGB584evTZvr7fCn2o/v7H33239fXXN3Z0lNTWkr/7O7JhA/npT8ndd0NMAAAVLMW0bdvte/ZsePHFH7W33/b00zc9/fRN7e3flj+3td361FM3eb3X1deTRx4hGzaQykryt39Lli2DmAAAKrIqJvkXc3J36W/+BmICAGgpbjEFfS6XL5i/5eeKQr0uYBuYSaGiwl5ichEZ83cowQsmn0rnJTTMG+CUpnGB1ApOrvYULiHoo26g7h4KBTK5RQAYwUwK99+/tJh8vv+iF9Ndd2VGTPKrEvS5zARgRUzpoCsk6HPRNgpwmTQTc6WanYWYAGuyKqZnn/0fwncsaTHddluGxRQNcLILlI6AyxdU3iiqfyD3AaRjjnNp47hAVMzr4+goXTnaN9bkDV6yZKO6tNciXqmcJsVLSNRSuhul9JjU7TCtIqOdQ1BoZFVMhkO5jIspwElvrtpQ9GBERk6iHacEONo+XEDV+VGqUJej71kYvJ8WSjaoS3ct+tLTuQTNUE6d3Xwol7AKACyT+6FcpsSknx7RzptwAfrV0qTXvHW0YoR3ThNjWI6VIY+Vkg1jzK5FX3JSl2DW1AStMpxs0lcBgGWYSeHee5Meyj3wQOZ7THQ3wuxlC/pcsr3MXjaL+tCUo61R37NKQ0wJxKGJgZhAvsFMCnffnfRQTug0ZWMoJ7qJGowI6N5YxS2y0RKMg8xlIZajey01I5sAxwWSLFnfHrps7dUlewmaO6O6o4pVtVen1JywCgAsw1hMr7zy0PPPr9i69ebW1hubm7++desttJhaW2+gxfT3f0/Kysi3v53pyW9BB9pZbvrVkieNlXliKTLxzLHmrdaWY/RaqgZh2jlzk5KtDBvVMYonkrwEo1ZKFUiXp786sSKTyW+ICSQLSzG1t3/7xRd/1NFR0tp6g9f7tSeeIC0t1wuSamm5fsuWP3/22W/SQ7nNm8mqVeTWW/HNbwCACpZi2rLl5hdf/NFLL61ub7+tufnrzc1f/6d/+qogqcZG4vV+7cknv1JXR37zG2Uo94MfQEwAAC3MpFBeTp54guza5ers/MG2bX/x1FM3PfvsN5966r/RknrkEfLww+Sxx8iGDeShh8hPfkLuvBPLngAAtLCUQlkZ2byZeDzkuef+atu2v9i1y7Vrl+vpp296+uk/a2m5vqaGPPYY4Tjy0EPkwQfJPfeQH/+YrFoFKwEAtDD2QlkZEfS0eTPZtIls2kQ4jjQ0kE2bSFkZqawk999P1qwha9aQVavIypWwEgDAgIyo4c47yZ13kltuSRQyUS8AoDDIuCB++cvqSxMTff2Dd9xRlum6AACFAcQEALAdGRTT0HYytJ0c/RdyeCsZfJr0tZDXG0i35yuZqxEAUBikKKZf/rI6cTg9PDy0nfDz7fz0//7y7JovT9725fvks/6vdXu+EnhjwCwX22sDAOQpKYrplVdeuTQxkSB88cUXQ9sJ/9k/xqfW8p+WCFb69JX/9OKvvzozM2OWi+21AQDylBTF9M//3NzXP5ggXLlyZWg74S88zH9awp/5Bi2mcPgTs1xsrw0AkKekKKY77ihLHH7/8pvy7NL+J8XZpRd//dXOx776j42dZrnYXhsAIE/B94kAALYDYgIA2A6ICQBgOyAmAIDtgJgAALYDYgIA2A6ICQBgOyAmAIDtgJgAALYDYgIA2A6ICQBgOyAmAIDtSCSmFwAAIFvwPG9JTDwAAGQRS2ICAICcADEBAGwHxAQAsB0QEwDAdkBMAADbATEBAGwHxAQAsB0QEwDAdkBMAADbATEBAGwHxJQRZo8cie3fnzjMHDuW62YCYFMgJqvseffMz7cNrGjYs6Jhz6Oc78mfbX5+RXnPXauCt34neOt3zt90M09I+kEoTQg9d616fkW5EOofrPn1z//Phkf/RWgAgq3Cz7cN7Hn3TK6f0IICYrLKke6B8Ufd/MqVS/vl+9/nV660Gu64I2l/ffOb/MqV/KOP8k1N/MGD/NWruf7Ty2Ln6CdX/u/QhfSfsRcGT5W3vbW8aW/xhPK2t14YPKW/FRDT0sy9/PKfbr9d8cKNN/IrV/JNTXxTE3/gAH/wIP+HP7B8zA8eVMKOHWJFtbWiyL7/fQNVLVvG19byPh/7xgBrpC+m5wf++MPnDq95/9p9IwvFE9a8f+2Hzx1+fuCPmruRnJhchLh8QfEg6HMpBwXL57W1wst/7S+/w+/YwV+6JD+L3+vIWVjzzKXq3x7cUt726j2PfnajzlPXXcfX1vKffZbDF7XYSF9Ma7f2rTl+7R/CX8wUE/8Q/mLN8Wtrt/Zp7kaSYnJxnGyjIhCTYKUvb7hhrqvrzROXNM9iDsVEh+PVhL90iT9wgG9q4h94gF+5kr/uOp4Q/o470HvKGumLaXnT3vvOLORaFDngvjMLy5v2au5GsmLyBQMc4QLRqCKmoM9FRKRjF8e5CCGEC4gnhRxUUspuxKZ6+6ypSbDS7JEj0Wg0I2IK8Oev8OvTF5OGS5f4++4Te0/oOmUFVmK6VnwwElM0KqpJ32MSTsiuCXBE/uDyBaOy0qi8dhXTtbNn+euu46+7bra/X4jJJzEJ/O53/I03ouuUHViJKe0nN/9gJiZRKyq5UH0mOl6TntBIkrIlsf37eULiZWVyTP6JiUfXKXswEdO9w/Grxce9w3FGYopGgz4X55N1o551SiAmO/aNjJnfvp0n5Itf/EKOMRBTgD8vfX4hwH+vgz/E8+eDknGoSIFDA7os5mJaH5TSXeHXB/jzV/gXPuF5nm/q0JaZSEwCctepqSnF1w4sBSsxTWeF481OuYPgbD4uRomfpqd3bySEbNydnbZMsxSTME4jat2IjjITUzTA6btJdh3KCWL6vLZWjtGJqeeQpAnFLwH+PM83dfAvXBGt9MIV/tCAohttFjMxSeV8r4Nv+oRvCvDneaUcTZlLi4nn+YMHeUJ4tzszbyVgI6Y1w19EMs8xr5M4vcfEo+4qQpzeY5FjXqcQqT6dBdYMf8FQTPLMkaAoQggRf2VnKibdoC+az2IK+c+rH80mqqej9Jto71DdJTGLeY/pEFWmqhxdliTExHGpv3kgIWzEdPqLqYzTXUWc3iEqYsjrdHqH5J+as5lnzem0xVQ8WBKToVMGeD6BmDRZlppjEvXESkwrV7J/IwHP84zE9NcfzYUzzWBjSUnjoCqqq5JUdg02lpSUlBDtuSzw1x/NQUxWsTiUo4dU9GDtEG86lFNlMR/KHQoqA7cXBlTJUh/KQUwZg4mYVn0YC2WagQaHo2FAFdW5jqzrHGhwEEdDwzqiPZtxVn0Yg5isYkFM6qHZFX497Z0BnhcGYlQazeQ3n2COiZrePh9MNCS0NPnNS2J64IEUXjlgBVZiGs04nRXE0dBPRfQ3OBwN/cLP0dH+Bgep6Mx8MxQgpiSwJKb0fs3PKlgS04EDmGPKKEzEtPLD2ZHM01fvII76PvFoZwUhjvq+kb56hxipPp95Vn44CzFZJctiOqR70IWRIDMxNTXxhPA7drB5C4EONmI6MTucFXrrHPJvoco7pChHXa94vqOcEOUow6w8ATFZxsr3mPIJYU2Cc+dy3Y6ChYmYfhicOVV8/DA4AzFZZa6rS/jC9Jc33PCZzxfNdzEJqziBjMFKTCeLD4gpCa6dP/95be3C8uXCX+ovOp3vvbT/6CdXcv38p8S5c+LydSAzMFkobnnT3ns+uPZR8XHPB9cgpqSZOXlyYfVqofc0sfonH27d1Xfy4oGz03kR/rC7b+j3b5ypb+YJuVj2v3LengIOo+PTaT5pa7f23XPk8oYPJk8UExs+mLznyOV012MqWua3bxcXOSKEJ+RP3/pWvKzs89ra2Kuv2mRPgZljx2L793/m832+efPC8uV/+ta3NKvHfb55c67bCBLx/MAfl7e/s+Ldyys+iBZRePfy8vZ30l3BsqiZmJjfvj2+du3id7+rX9x20ekUVDXX1SVsghKdmGBbv7zzylxX1+e1tZ/X1sbXrl1YvvzLb3zDcGnwxe9+d2H5ciHEy8psIlCQgF39J3/2bG/O1+HOZvjZs727+k/qbwXElCKz/f3z27ebdU/o8Kfbb5cFIYQv1q8XzKIP8bIyOiXdTUsQvrzhBrnY2KuvCivbAZC/QEzMUPoyjz0maMWsL5NCUOy2erVssdj+/fI6dgAUEhBTNlhy80vDkOtWA5AzICYAgO2AmAAAtgNiAgDYDogJAGA7IKYkONA/+Pr+A3veeBMBQQ6v7z9woH8w189moQExWWXvm73vHDl6bWZmEQCKazMz7xw5uvfN3lw/oQUFxGSV1/b1zMzMLiwsxACgWFhYmJmZfW1fT66f0IIiOTERNXbc3iRj7HnjzcXFxVy/BcCOLC4u7nnjzfSfMb/fX1NT4y4mampq/H6//lYk32PKq30rGQIxATOYiMnX2tre3j4xMZHbkWmWmZiYaG9v97W2au5GmmIK+lzyHpYBjrh8AZ/LxXHS7nHiKWU7Oc3emCn+E+YEiAmYschCTB6PZ3JyMh6PzxQT8Xh8cnLS4/Fo7kbaPaYAJ+pH+EAbR9x5V06h2fkSYgIFAhMxud3uxcXFXIsiBywuLrrdbs3dSH8oJ3pH/I/qrNSHUk1MaTcJzxc0Yjq3r3mTRPO+c9qoTZu6hnTp5MhYLDbUZRQL8hJWYlpYWLhWfCwsLGRCTIKSpG6RoZjyrG9kDC2mc/uaJRvFBMc07zsXO7evWY48t69ZEI4msnnfOeqklB9mym8YionJs5pfZEpMwhSSGEefDXDE5QtKIzptIfk8lOuitBSLScahHWQYOdSlcxXID143Qj7LUExXbU6wxelsCTItMmNioqOC9MCNmlrSfMUgz8WkE8tQ16auIa1wpEhlzCb3l9BFyj/MrBRjJ6Z4PD7NkN0blXdx4242ZR5vdjqbj7MpSyQej7MQkx6xZxSNRgv5ywSpi0kzlEOHKW8xtFKMqZgijDjmdRJS1S0ddlcpn9Mt1+k9xqQoiUyJifqtW7GIKcWhnDiWG9JmB/mD3koxpmKaYsOQ1+n0DhnESj0op3dITOWtEqOquoVU3VIEqeqm8yhZdAWnRcZ6TMVBcpPfsaEu/eS3ZCRMfhcYrMQ0Pz8fZsJgYwmp7EqQoKuSVHaFBxtLiJSuq5KUNA5qcwrppDJLGgeFn2xaKTI/Pw8xpU6CrwsYfTNAspEqUhGQSTTISxiKKcSEgQaHo2HAMF6edXI0DNDJhM+ajHR6QghZ12lWchpATGmBL1gCMxiKaZQNnRXE0dCvjutvcMiR/Q0OR0O/8HPUJEaO1BSiKzhNIKa0gJiAGazENDc3N8KIvnoHIRU7pcOdFRU7++odjvo++ayjvo+KGRE/99U7qGwjOyvoUpRkLJmbm4OYUgdiAmYwFNMwO3rrqHFYecfw8HBHuTSMKy93OOp6e+scjrpeObXwmcpW3qEuRZOFERBTWmA9JmAIq/WY3G53LBY7VXzEYjGIKXX29vS9c+To7GwsO8tBgHxhdjb2zpGje3v60nzABDGdLD4gpnT59zd7X9vXk/NFphFsFV7b1/PvLNbVdbvds7OzHxUfs7OzEBMANsXj8YyNjUUikRPFRCQSGRsbY7EeEwAgA7S2tra1tY2Pj88WE+Pj421tba0MVrAEAGSGlpYWj8eTkbW17YrH42lpadHfCogJAGA7ICYAgO2AmAAAtgNiAgDYDogJAGA7ICYAgO2AmAAAtgNissrwmbP9bx8O7NmHgKAJ/W8fHj5zNtdPaEEBMVll7MLk5UiUB0DH5Ug0dO5irp/QggJissrYhclcP//AvkBMbIGYrAIxgQQwEZPf76+pqcn1X4lklZqaGr/fr78VEJNVICaQgPTF5GttbW9vn5iYyPUCU1llYmKivb3dhz/iTZnMiinkLy31h4SfGawGZIr0xeTxeCYnJ+Px+EwxEY/HJycn0132RLWZZTp7WwZ9LkLtEZ4P22RCTCAB6YvJ7XYvLi7mWhQ5YHFx0Z3mQnEsxeTiODk/xAQx5TlMxLSwsHCt+FhYWMiImII+l7iJgnBWcxz0uVw+H0cItZG4mFfeXFxflJKX41yEEMIFxJNiKdpahZgM6k0rppC/tLS6ulRsRHWPKqa6J+QvpeP9/mpNSklAtJL0epI+i8URQoRTmmOliuqe7L6QQICVmJg8q/lFZsQU9LkkVwQ4LhCVZUMnoJ1EnYpKqfU9JuGE7JoAR+QPLl9QX0s0F2Iikj96qiUXlfpDwqH0QRCNLAw5JikxhfylSgHVPXxPtSwgJQGclEtYielqbgm2OJ0twezWmaEeU4Cj+jF0n4fIHR29LmibCPLS9rYI0cRr0mtqSeoyUsKoxyQPu3qqSam/R4oJqT+YaUgfY9pj6qmWOltipOryq3swBsw1TMQUj8enM8TxZqez+bjZ4ZLxmSQej2dujknSk15DicUUjQZ9Ls4n60Y965RATFmfk8qpmORaTDQEMeUaVmKKZIhjXqfTe8zscMn4TMJATJz6N2nCaItTuSTAaTowS4lJlJpaN6KjzMQU1dUSzckck+QCzQDNipik7o84/tOISXe2WixASCEMHU0aA3IBKzFNZYghr9PpHdIfDnmdYr/b6R2S4oe8TmdVlXSiqjtTjRJgICbtUCsalfpKVITZcExTDh0pzhwpZYm/sjMVk1FLcjDHRA2meJ2PeHMxUblLq6v1fSXtWbGvpMx9q2rHr/NsABMxzc/PhzPEYGMJUVPSOBjuqiSVXXKCksZB+ScpaRwMh8PhcFclkdNkhvn5+bTFVMQkHMqBYoeVmEIZYqDB4WgY0BwONDhUrlrXKccriTvXEToneyCmtICYQAJYiWk0Q/Q3OBwN/ZpDTaRxfGcF0SRiDMSUFvhbOZAAJmKam5sbyRB99Q5HfZ/2cGcFIRU7dcnoxDsrCJ0xA8zNzUFMqQMxgQSwEtNwhuitczjqevWHvXXKaM5R1yvE05GkvCNTbRKBmNICC8UBM5gsFOd2u2Ox2Ck70FOzbFlNT7Zqi8ViEFPqTE1duXD5KgKCYZiaupLmAyaI6aQd2P/4smWP789WbRATAPbF7XbPzs5+VHzMzs5CTADYFI/HMzY2FolEThQTkUhkbGws3fWYAAAZorW1ta2tbXx8fLaYGB8fb2tra8UKlgDYlpaWFo/Hk5G1te2Kx+NpaWnR3wqICQBgOyAmAIDtgJgAALYDYgIA2A6ICQBgOyAmAIDtgJissrWtzUrIdTMBKAQgJqtsbWuLLQXEBAATICarCGJ6bV+fJry+/639fW/3Dx6CmOxIPuylCvRATFaRxfT+idNy+PCPI6dHPg6Fzx068p5GTGntWqzanyrzm1Ol3ryEbcvyVZi1AWLKQyAmq2jE9MFHwydPj46EPgmfOz92YfzoH/4fYzHJ6QNcJvdY0FXHMEuWr2LJNoD8AWKyiiymDz468+Gps6fOhELhc+fHLnx68eLExMTxDz6wIqYltlPXpY9Go/R2xaptYdR7r6exu7r62MoO71HtvjU+zqhfZOUqjLaUVw5Vm+LI28lzgaiu16Zpp8F2PiCfgJisIojpjQMDp0c+Hv343H+cvzAxMRGJRITdRE+dHl5aTEtup65JL33UvlrK/ulGA6TUdldXNuOysMO7Ji9RroqkchXUPTG5RUGfi+M4LhCNRgOcemNBeX9Dqp3UtoPoMeUnEJNVBDH19h8Mnzs//umnk5OTV69enZH4OPyJhR7TUtup0+n1/8NPvGFfOrurG+7WJ3e2DF9sA6kZ6XXJq9DcE+2h7CEuIHSV5J+qAtXtTNAkkCdATFYRxDRw8PCF8U8vX748PT09MzMTi8Xm5uZisdj5sTHLc0zm26kbp5dizPZPT3zWyu7qhpYxa0mCLOb9PtOr0NwT3WHQ5+ICgp3Ej2IsxFTQQExWEcR0+N2jgpWi0WgsFpuXuHjxokZMqWynLpNQEEHN/umJz2o/mO2uLsRZ2+HdoFijxNauQnVPAppbFI0GfZxLrorjOOG80VBOpTlqAgtiykMgJqsIYjr2/vFTp06HQh//x/nzFy9dmpyamopEpqYily9Par/HZDCQWWo7dTqv7nUy3T898VnDD7pKhezqye+EO7wbjvWWFJO+ndp7ortF9MQVPYdlNPkd1FUj1QLyDIjJKvjmNwBZA2KyCv5WDoCsATEBAGwHxAQAsB0QEwDAdkBMVhk+c7b/7cOBPfsQEDSh/+3Dw2fO5voJLSggJquMXZi8HInyAOi4HImGzl3M9RNaUEBMVhm7MJnr5x/YF4iJLRCTVSAmkACIiS0Qk1UgJpAAiIktEJNVTMXUU13dU4gxIBkgJrZATFYxEFNPNSGlfn91td9fSkipP1QgMSB5ICa25JuYcreKhUmPKaR7mwsjBiQHxMSW5MRUzGvLo8cEEgAxsSVJMclSKL615THHBBIAMbElVTHlfG35rK8Aht/KgQRATGxJUUy5X1seYgJ2AmJiS6pzTMW3tjzEBBIAMbEl5aFcNBotrrXlISaQAIiJLWmLKVdry2MoB+wExMSW9MSUw7XlISZgJyAmtuTbFyxzB8QEEgAxsQVisgrEBBIAMbEFYrIKFooDZmChOOZATFaZmrpy4fJVBATDMDV1JddPaEEBMQEAbAfEBACwHRATAMB2QEwAANsBMQEAbAfEBACwHRATAMB2QEwAANsBMQEAbAfEZJXhM2f73z4c2LMPAUET+t8+PHzmbK6f0IICYrIK/lYOmIG/lWMOxGQVrC4AEgAxsSV5MSlLv2V4cznDVXQNd2UxTMZ6FTmICSQAYmJLcmJS7V0ibnySMQzkQi95KVWerVXAISaQAIiJLcmJydgBplvCUTsQaGJUuehdNOU0BqflzewM6xZW3RW3ohNstUS9yW1RZzsxhfyl2DbXNkBMbEl2+yZ9FynhlnBCF0cfQytG7PJQW9Cp4nWVaYaQqp3m1NvPGdeb4hZ1EBNIAMTElnQ3I7C085JhDKFR59KXrIHeHYr2i5V6U90JCmICCYCY2JKcmDh9zyJlMS2poSXEIfW5khKTZl+W9MQU8peKXi31h0L+0lK/v5oQUt3D8zzfUy1JVzjWPch0ZjG96JmQv5SKVArRZIGY7ATExJb0J78Tbgln2k+hhlRU2dqhnD6JHKEaiOl2fEpUr26HztSGciF/qeScnurqnpC/VHEQdc6Ynmo6reAXMZP22DQLxGQnICa2JP11AdUgTBGSdvJ76QGU8SS0qmBhxEY5Q5+HSiZvOZe4XvrrDmnNMQndGZ1feAt9GaXvo+pUCdFKv4kuRJ8FYrITEBNbivgLlvpf8SXEZI5J0lOyYjJM0FOdSEyaLBCTnYCY2FJ0YqI6TMl9CUs/lKsWtRDyl5b6e2hNWBnK6RMIg7WeamI2lFNngZjsBMTElqITU8qYDOWkuWjzkddSk99Cfso78kdNIZosEJOdgJjYAjFZxXZfFwB2AmJiC8RklTTEpPSt6D4SKCQgJrZATFZBjwkkAGJiC8RkFYgJJABiYgvEZBUsFAfMwEJxzIGYrDI1deXC5asICIZhaupKrp/QggJiAgDYDogJAGA7ICYAgO2AmAAAtgNiAgDYDogJAGA7ICYAgO2AmAAAtgNiAgDYDogpCfx+f01NjRsAipqaGr/fn+tns9CAmKzia21tb2+fmJhYBIBiYmKivb3d19qa6ye0oMiwmLK1f3cW8Hg8k5OT8Xh8BgCKeDw+OTnp8Xhy/YQWFMmLid5lZMlVs5cUk8GmKzbF7XYvLi7m+i0AdmRxcdHtduf6CS0o0t9XbqkMS4pJThAw2E/TPrjd7oWFhWsA6FhYWICY2JKcmIw1o9lXLpp4zzh1CSpziRsqUbmpzSmXLNDa9nApI4gpU6WDfAZiYk5yYtJujRuNRvU78dK77Cr731LOou1BHRqIRcxnrcCsiOlqrgi2OJ0twZxVnzLBFich3CtsCnuFI8SOdwFiYk6SYtK/+JrdbgkXMNyJV7UUP2U3w711NZFJFZgx3G53PB6fnp6enp52EkI27p6W2L2REGfz8enp6ePNTqlNQoTI8WanfHy82amc3L2RbNxNnzXDShorJFVXEpXu3miU8nizk7pRx5ud1H1RH6kqpe+hcrhx9/T09O6NhMl9YEo8HoeY2JKcmAwmgSyKyawroz9Fd3yEs/Tc05IFZgxBTJFIJBKJOJ1VVU6n91gkEolEjnmdTqfT6T0W6a4iUmSku6qqO6LQXUXEYyE5dSDlSIz1lOmXk2Rdx7xOQggxyELfEKFYzX3THJrcQ1V7jk0Zb1kAAAZESURBVHmdRHVrbQDExJz0J78Nh3KiNiTJUGMxfYl6MWkHd5SZlKGcrsDMD+Xi8fjU1NTU1JTT6e32Op3eoampqe4qUuUVDrqrSFX3lDHdVULyqe6qqm7qwOkdmhryOp3eoSGv0+n1VondA7GgIa/cfSBCHiWmqls4VOKFTENeZ1U3nVCsTCqQPlTVoK1A8IZxwzToihWujq5aSKLEycdyq83uobpww6oMLkdq+RCdbUiwodlNdpoVS4yQz0JMzEn66wIGv9/XT35LXylwcRw1ASRhMsckI38hQclOf0fBrMDMi2l+fj4cDofD4ZKSxsFwVyWp7BpsLClpHBR+hsNdlYQQQiq7wjqkJIONlY2D4a5KKX1ll3RusLFEztpVScQqpBgxvxIz2FhCKrvoMiorKyu7wmGhcOl0OBzuqqQaJLXDALEkKo1pw0wvzzyOukd04ZqbYHgPNYXL7TRsBn3VdEblWqQo8V5SxQ02GhcbDofDYY2V6FPz8/MQE1vy7Zvf1Kx3lhHEFAqFQqGQw9EwEAp1riOEkHWdodBAgxAjopygGGhwrOsUf6oPxOx0IRZjyLrOUKhznaNhINS5bl2nqlTDRuiaKpYjIZyS05g1I6TDKF4Vpxx0rhOqSVCL5h5qTpm1QX/rE99AoSWd1OUTYlyqhFkyiIk5+SEmqsOUsy9hCmIaHR0dHR11OBr6R0dH+xscpKJT+CDEKHRWCKc0MZ0VQmx/Q0VDf2eFXI6joZ8uxGIMqegcHe1vcFR0CkWJH6mKOysIIXRLNE3tb3AQ6Vg+pfmgb8aoDqN4bWMpxMZSNVc0mN9DTeH6W6tFuurEN3C0s0IQk+EVmUAI0UdCTMzJDzHZAbfbPTc3NzIyMjIy4nDU941Q9NU7HPV9ffWOip2qmBEVOyscDjmWPpCzy1nEzzsriJKEiDFEqKSv3iF/qpCK6quvqKioqO8bGemrrxALUzdF0zDqUKqCKtq0YToM49XNl++NGK/KsrOCEGJ2D02vQGmyfE511TuVasWkdFFi85RbmjJzc3MQE1sgJqsIYhoeHh4eHnY46nqHKXrrHI663uHeOmpQpE4hplKie+schJR3UNnFQugCh4c7ysXiysvFGKUSMffwcEe5XK7yUcqpaQrdRlLeQaVTqpAixRjDhg0bFym3SdUaba6OcuKo61BHiml191B7vb11DrkW6sKVUlRXLedWroXoGktFav/NrAExMQdisorb7Y7FYqdAMvTULCMP7WBZ4o6HyLKaHvlzsoX31CyTs7MjFotBTGyBmKwiiOkkSI79jy8j5MHtbArb/iAhyx7frxSddMH7H1+mFMAMiIk5EJNV3G737OzsRwDomJ2dhZjYAjFZxePxjI2NRSKREwBQRCKRsbExrMfEFojJKq2trW1tbePj47MAUIyPj7e1tbViBUumQExJ0NLS4vF4MrJwNMhbPB5PS0tLrp/NQgNiAgDYDogJAGA7ICYAgO2AmAAAtgNiAgDYDogJAGA7ICYAgO2AmAAAtgNiAgDYDogJAGA7ICYAgO2AmAAAtgNiAgDYDogJAGA7ICYAgO2AmAAAtgNiAgDYDogJAGA7ICYAgO2AmAAAtgNiAgDYDogJAGA7ICYAgO2AmAAAtgNiAgDYDogJAGA7ICYAgO2AmAAAtiOLYgr6XC5fMHv1AQDylRTEFPS5CKEVQxvH0D5CpEUxwV8AFD3Jiynoc7k4jpbHkmJa8lQKyQAAhUvSYhK8EeDkPlPQ5yICLl9A+cxxLpfPxxFCuIDSY+I4l5Q2aGg0ujTtkaayoHgMjQFQaCQrJskllJmMe0xBn4sQLkBFUhIRP5plFCMDnFQAVYIYE+C4QBRiAqAwSVJMKmtQfaZEfjGaYxIUkzij0jsS4ALRACd+AAAUMsmJSeMKpf+TITEZd4agJwAKnOTEpAylolSfiRphKZ8TiklMRWVUxmRKZIDT6Cfo4zSdNAzlAChEkhOTugujjOaEPoxwIH6mf3GnzBBp+lpKF4xOr5SmzSKc0UyGQ0wAFBr45jcAwHZATAAA2wExAQBsB8QEALAdEBMAwHZATAAA2wExAQBsB8QEALAdEBMAwHZATAAA22FJTC8AAAAjeJ5nIyYeAADYwUZMAACQTSAmAIDt+P8lvpYMxmF/2gAAAABJRU5ErkJggg==&quot; /&gt;&lt;br /&gt;
9) Similarly create ODBC Connection for target &lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
10) Once after creating these connections assign these connections for source and target in the session&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;br /&gt;
11) After giving respective connections run the workflow.&lt;br /&gt;
&lt;br /&gt;
Thanks,&lt;br /&gt;
Ameen. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ameenrihaan.blogspot.com/feeds/349349725402871989/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ameenrihaan.blogspot.com/2012/05/hi-all-let-us-see-how-can-we-import.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/349349725402871989'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/349349725402871989'/><link rel='alternate' type='text/html' href='http://ameenrihaan.blogspot.com/2012/05/hi-all-let-us-see-how-can-we-import.html' title=''/><author><name>Ameens Blog</name><uri>http://www.blogger.com/profile/15929982993623676984</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-6361420543465328270.post-7173745864376728276</id><published>2012-05-08T05:41:00.002-07:00</published><updated>2012-05-09T05:00:04.147-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giving a variable port below than the output port and assigning the variable port to output port in Expression Transformation in informatica"/><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Hi All,&lt;br /&gt;
&lt;br /&gt;
I just found a different behavior of expression transformation in inforamtica and was eager to post it.&lt;br /&gt;
You all were aware of informatica expression transformation, like creating output ports, variable ports and all, lets see the below scenario how it works.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
Suppose there are few inputs ports in and out ports dragged from Source Qualifier, we have created a&amp;nbsp; variable port and assigned a input port value to it and then we have &lt;b&gt;created a output port below the variable port &lt;/b&gt;and assigned the variable to it. Now when we debug it the variable port contains the input port value and the output port contains the input port value it self. But when we make the &lt;b&gt;variable port is below the output port&lt;/b&gt;. For the first record&amp;nbsp; the variable port returns null value then in the output port contains null value. For the Second record the variable port contains the previous first record value, and it goes like wise.&lt;br /&gt;
For any assistance Post me&lt;br /&gt;
&lt;br /&gt;
Thanks,&lt;br /&gt;
Ameen.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ameenrihaan.blogspot.com/feeds/7173745864376728276/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ameenrihaan.blogspot.com/2012/05/hi-all-i-just-found-different-behavior.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/7173745864376728276'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6361420543465328270/posts/default/7173745864376728276'/><link rel='alternate' type='text/html' href='http://ameenrihaan.blogspot.com/2012/05/hi-all-i-just-found-different-behavior.html' title=''/><author><name>Ameens Blog</name><uri>http://www.blogger.com/profile/15929982993623676984</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><georss:featurename>5, Koti Main Rd, Koti, Hyderabad, Andhra Pradesh, India</georss:featurename><georss:point>17.385044 78.486671</georss:point><georss:box>17.263772 78.3287425 17.506316 78.6445995</georss:box></entry></feed>