<?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-5433867762575010895</id><updated>2024-08-28T13:28:44.616+01:00</updated><category term="Data"/><category term="retail"/><category term="6P"/><category term="6P of retail"/><category term="Ashutosh Jhureley"/><category term="Colleague"/><category term="Customer"/><category term="Data Modelling"/><category term="Data Objectives"/><category term="Data Quality"/><category term="Enterprise Architecture"/><category term="Inventory"/><category term="Leadership"/><category term="Retail Mix"/><category term="Retailing Mix"/><category term="Role Of Enterprise Architecture"/><category term="Sandy Gluckman"/><category term="Single View of Colleague"/><category term="Single View of Customer"/><category term="Single View of Inventory"/><category term="Solution Architecture"/><category term="Vision"/><category term="Vision Statement"/><category term="challenges"/><category term="context"/><category term="contextual data"/><category term="customer service"/><category term="empowered colleague"/><category term="experience"/><category term="multi-channel commerce"/><category term="retail challenges"/><category term="support"/><title type='text'>My take on this &amp;amp; that..</title><subtitle type='html'>Having work experience and interest in Supply Chain &amp;amp; Retail, I am trying to put my thoughts and learnings together.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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>9</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5433867762575010895.post-1610831881772513091</id><published>2018-11-26T13:47:00.001+00:00</published><updated>2020-06-16T12:57:53.183+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Enterprise Architecture"/><category scheme="http://www.blogger.com/atom/ns#" term="Role Of Enterprise Architecture"/><category scheme="http://www.blogger.com/atom/ns#" term="Solution Architecture"/><title type='text'>Enterprise Architecture - Simplistic View</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/1610831881772513091/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ashutoshjhureley.blogspot.com/2018/11/enterprise-architecture-simplistic-view.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/1610831881772513091'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/1610831881772513091'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/2018/11/enterprise-architecture-simplistic-view.html' title='Enterprise Architecture - Simplistic View'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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/AVvXsEgyfQy8SoEJ5xYrm5c3GVQx1C0iJGx1XFzUw8s8nSIbdXbfmReG1P1OqCxrAedWY9Kias5xR2AJxaoCprl00xGo8T_FjcELFTogNM4JhR27g9GL-J77SgYFd2CBUUj3mjddurgb0hx1Wc4d/s72-c/Slide1.GIF" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5433867762575010895.post-8558932734210636120</id><published>2017-03-29T15:52:00.003+01:00</published><updated>2018-11-22T10:28:16.683+00:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="challenges"/><category scheme="http://www.blogger.com/atom/ns#" term="Colleague"/><category scheme="http://www.blogger.com/atom/ns#" term="context"/><category scheme="http://www.blogger.com/atom/ns#" term="contextual data"/><category scheme="http://www.blogger.com/atom/ns#" term="Customer"/><category scheme="http://www.blogger.com/atom/ns#" term="Data"/><category scheme="http://www.blogger.com/atom/ns#" term="empowered colleague"/><category scheme="http://www.blogger.com/atom/ns#" term="Inventory"/><category scheme="http://www.blogger.com/atom/ns#" term="retail"/><category scheme="http://www.blogger.com/atom/ns#" term="retail challenges"/><category scheme="http://www.blogger.com/atom/ns#" term="Single View of Colleague"/><category scheme="http://www.blogger.com/atom/ns#" term="Single View of Customer"/><category scheme="http://www.blogger.com/atom/ns#" term="Single View of Inventory"/><title type='text'>Retail Pain Points – Auto-rickshaw analogy</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
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&quot; style=&quot;cursor: move;&quot; unselectable=&quot;on&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Retail Pain Points – Auto-rickshaw Analogy&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: arial, helvetica, sans-serif;&quot;&gt;Having stayed in one of the most efficient cities of&amp;nbsp;the world&amp;nbsp;- Mumbai, I realised (not just me) there are two main arteries of the&amp;nbsp;city; it&#39;s local trains &amp;amp; auto-rickshaws. Auto-rickshaw (tuk-tuk, 3 wheeler etc...) is master&amp;nbsp;piece and provides great analogy to lot of management problems. And this is because Auto-rickshaw is&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
- &lt;b&gt;Agile&lt;/b&gt;: can move quiet swiftly through the traffic, unlike constraint that comes with 4 wheeler and unlike risks that comes with 2 wheeler&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
- &lt;b&gt;Efficient&lt;/b&gt;: it is right tool&amp;nbsp;for the job, when you to&amp;nbsp;have travel short distance and in steps, connecting the&amp;nbsp;dots and is readily available&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
- &lt;b&gt;Inexpensive&lt;/b&gt;: they are neither expensive to build or assemble, nor they are expensive to&amp;nbsp;operate. These days fuel type can be changed quite easily as well.&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Agility, efficiency &amp;amp;&amp;nbsp;low&amp;nbsp;cost don&#39;t come without risks. 3 wheel provides more&amp;nbsp;sense of stability compared to 2 wheeler and more confidence of agility compared to 4 wheels but if 3 wheels are not maneuvered correctly, it overturns quiet easily and takes both driver &amp;amp; passenger by surprise.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
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&lt;span style=&quot;font-family: arial, helvetica, sans-serif;&quot;&gt;That&#39;s about Auto-rickshaw, CTO / CIO in the digital retail enterprise are like the driver of this machine, stakeholders are passengers and 3 wheels are CIC (pronounced: kick):&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
- view of customer&lt;/div&gt;
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- view of inventory&lt;/div&gt;
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- view of colleague&lt;/div&gt;
&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;It is a huge challenge with retailers in business for ages, carrying baggage of investments&amp;nbsp; done since decades to transform the digital foot print to get to right view of customer,&amp;nbsp; accurate view or inventory &amp;amp; empowered view of colleague. Without knowledge of&amp;nbsp;the customer and&amp;nbsp;stock, it is impossible for colleague to establish relationship with the customer (and&amp;nbsp; potential customer) - physically or virtually. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;It is important that these 3 views are balanced appropriately, otherwise it is quite easy for organisations to overturn. All major retailers are sitting on hoards of data that they have been collecting for decades and has been increasing exponentially with adoption &amp;amp;&amp;nbsp; advances in technology. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: arial, helvetica, sans-serif;&quot;&gt;The balance here simply means &quot;Context&quot;:&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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- it is not just a view of customer or single view of customer, it is the contextually&amp;nbsp;right view of customer. View of customer for colleague in store would be different to&amp;nbsp;colleague in contact centre to colleague delivering parcels.&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;- it is not just accurate view of stock or inventory, it should be contextually accurate. Stock in transit from far east has no relevance (in most situations) to colleague trying to sell socks in store.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;- it is not empowered view of colleague, it is contextually empowered view of colleague.&amp;nbsp;Colleague with lots and lots of fancy tools will not make them super colleagues, it should&amp;nbsp;be contextually right for them to enable to do the tasks intuitively and efficiently.&lt;/span&gt;&lt;/div&gt;
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&quot; 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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;The frame (or chassis) that provides this context (balance) is understanding relationship&amp;nbsp;between Business (processes) - Data (information) - Technology (Applications). We can talk&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;about how to establish relationship at length some other time but it is a meticulous and&amp;nbsp;tedious process that is transforming digital organisations. Key is comes down to data... we&amp;nbsp;have known it since long, but we have right tools available now to process &amp;amp; synthesise data.&amp;nbsp; And this is the direction that CIO / CTO of digitally retail enterprise are leading&amp;nbsp; underlying IT to - data aware, contextual digital enterprises. &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;-- Ashutosh Jhureley&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/8558932734210636120/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ashutoshjhureley.blogspot.com/2017/03/retail-pain-points-auto-rickshaw-analogy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/8558932734210636120'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/8558932734210636120'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/2017/03/retail-pain-points-auto-rickshaw-analogy.html' title='Retail Pain Points – Auto-rickshaw analogy'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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-5433867762575010895.post-3728162271844204506</id><published>2016-06-20T14:08:00.005+01:00</published><updated>2016-06-20T14:19:03.598+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data"/><category scheme="http://www.blogger.com/atom/ns#" term="Data Modelling"/><category scheme="http://www.blogger.com/atom/ns#" term="Data Objectives"/><category scheme="http://www.blogger.com/atom/ns#" term="Data Quality"/><title type='text'>Data Quality Objectives &amp; Activities</title><content type='html'>&lt;span lang=&quot;EN-GB&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Planning, implementation and control activities that apply quality management techniques to measure, assess, improve and ensure the fitness the data for use&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Goals&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/b&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;1 - To measurably improve the quality of data in relation to defined business expectation.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;2 - To define requirements and expectation for integrating data quality in to system development lifecycle&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;3 - To provide defined processes for measuring, monitoring and reporting conformance to acceptance levels of data quality&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;img height=&quot;243&quot; 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&quot; 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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;strong&gt;Embed Data Quality Engineering&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;1 - Data quality objectives &amp;amp; goal are better achieved when data quality activities are embedded and incorporated throughout the lifecycle of the project / program and monitored  at every stage of development.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;2 - Data quality engineering also requires slight shift in mind set across organisation to understand importance of data quality and their role in achieving the goals / objectives.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span lang=&quot;EN&quot;&gt;&lt;em&gt;Data are of high quality &quot;if they are fit for their intended uses in operations, decision making and planning&quot; (J.M. Juran).&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span lang=&quot;EN-GB&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
-- Ashutosh Jhureley&lt;/div&gt;
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&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/3728162271844204506/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ashutoshjhureley.blogspot.com/2016/06/data-quality-objectives-activities.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/3728162271844204506'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/3728162271844204506'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/2016/06/data-quality-objectives-activities.html' title='Data Quality Objectives &amp; Activities'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5433867762575010895.post-2743114875268671821</id><published>2010-10-31T22:58:00.002+00:00</published><updated>2010-10-31T23:22:12.814+00:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ashutosh Jhureley"/><category scheme="http://www.blogger.com/atom/ns#" term="Leadership"/><category scheme="http://www.blogger.com/atom/ns#" term="Sandy Gluckman"/><category scheme="http://www.blogger.com/atom/ns#" term="Vision"/><category scheme="http://www.blogger.com/atom/ns#" term="Vision Statement"/><title type='text'>The 5 Criteria of a Great Vision Statement - Sandy Gluckman</title><content type='html'>&lt;i&gt;&lt;/i&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-style: normal;&quot;&gt;&lt;i&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;This blog posting is excerpt from&amp;nbsp;Sandy Gluckman&#39;s &quot;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-style: normal;&quot;&gt;&lt;i&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt;Using the Power of a Vision to Move Your&amp;nbsp;Company&amp;nbsp;Through the Recession&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt;&quot;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Leaders who, for whatever reason, do not use,&amp;nbsp;or do not know how to use a corporate vision, or&amp;nbsp;give lip service to their vision or don’t believe&amp;nbsp;that vision is a vital business tool are losing a&amp;nbsp;huge opportunity. &lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt;A well crafted, communicated&amp;nbsp;and operationalized vision&lt;/span&gt; has the power to&amp;nbsp;unite, inspire and align the workforce behind the&amp;nbsp;business goals – and to do it in such a way that&amp;nbsp;employees maximize their talents and produce&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;spectacular results.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;A truly great vision statement is &lt;/span&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;concise&lt;/span&gt;, energizing, &lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: x-large;&quot;&gt;highly&amp;nbsp;focused&lt;/span&gt;. It pulls you in emotionally and generates&amp;nbsp;excitement. It is vibrant, bold, audacious, simple yet&amp;nbsp;strategically profound and highly memorable.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt;&lt;br /&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcN_T_ztkg0xQ2B0C2_xKN6YI7Z68ViXeKbEtBzhVNxFlIi2bNYFOhI3I0hRxpx2jF7Wv8lZvi0RHZDvwf-PNd7M_mARgFrHbNmAIEuSDDqP2nPj0SqhvoIUoIuExelFg3xA5HC4Jm_YtT/s1600/vision.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;133&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcN_T_ztkg0xQ2B0C2_xKN6YI7Z68ViXeKbEtBzhVNxFlIi2bNYFOhI3I0hRxpx2jF7Wv8lZvi0RHZDvwf-PNd7M_mARgFrHbNmAIEuSDDqP2nPj0SqhvoIUoIuExelFg3xA5HC4Jm_YtT/s200/vision.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;So..what a vision is....&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;i&gt;It is a concise energizing statement that brings to mind&amp;nbsp;exciting images of the future that are commercially relevant&amp;nbsp;as well as emotionally inspiring .&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;i&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt;The &lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: x-large;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif;&quot;&gt;5&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: small;&quot;&gt; Criteria of a Great Vision Statement&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;ol&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt;The vision statement is 8 words or less. &lt;/span&gt;&lt;/b&gt;The brain doesn’t hold more&amp;nbsp;than 8 words. This is just one of the reasons why so many employees cannot&amp;nbsp;remember their company’s visions statement.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #351c75;&quot;&gt;You can see it.&lt;/span&gt;&lt;/b&gt; It makes the invisible visible. It produces a clear and tangible&amp;nbsp;image in your mind. In other words it is a mental picture that we can mentally see,&amp;nbsp;of something that we would really love to achieve one day. When the leaders and&amp;nbsp;employees of a company are all seeing the same inspiring image and all offering&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;their talent to achieve it, the chances of success are significantly increased.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt;You can feel it.&lt;/span&gt;&lt;/b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt; &lt;/span&gt;It provokes emotion and generates excitement – with the&amp;nbsp;result that others around you mention it often and with lots of passion.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #351c75;&quot;&gt;You can understand it.&lt;/span&gt;&lt;/b&gt; You understand its commercial relevance. At the end of&amp;nbsp;the day the vision is the first step in creating the business strategy. Once you have&amp;nbsp;the vision the strategies will follow and also the metrics that measure progress&amp;nbsp;towards the achievement of that vision.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt;There’s something in it for you.&lt;/span&gt;&lt;/b&gt; It is exciting to the people in the company&amp;nbsp;because it describes a purpose and direction that will clearly benefit both the&amp;nbsp;business as well as the employees.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: #cc0000;&quot;&gt;We all know the story of Apollo 13.&lt;/span&gt;&lt;/b&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt; The astronauts lost their sophisticated&amp;nbsp;navigational equipment and they developed a plan to guide their crippled spaceship home&amp;nbsp;using battery power. This plan would work only on one condition - as long as they kept the&amp;nbsp;picture of earth in their window. Their dream of returning to earth was reduced to one harsh&amp;nbsp;but simple truth; if they lost sight of earth they would be lost forever.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Keeping the vision image in the forefront of everyone’s&amp;nbsp;mind is a core leadership requirement. This is the first&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;and most critical step in getting through the recession.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Read the complete article.. it has much more value and valuable insight.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: small;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;-- ashutosh&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/2743114875268671821/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/10/5-criteria-of-great-vision-statement.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/2743114875268671821'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/2743114875268671821'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/10/5-criteria-of-great-vision-statement.html' title='The 5 Criteria of a Great Vision Statement - Sandy Gluckman'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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/AVvXsEjcN_T_ztkg0xQ2B0C2_xKN6YI7Z68ViXeKbEtBzhVNxFlIi2bNYFOhI3I0hRxpx2jF7Wv8lZvi0RHZDvwf-PNd7M_mARgFrHbNmAIEuSDDqP2nPj0SqhvoIUoIuExelFg3xA5HC4Jm_YtT/s72-c/vision.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5433867762575010895.post-3163573610417531910</id><published>2010-09-05T19:48:00.000+01:00</published><updated>2010-09-05T19:48:04.466+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="6P"/><category scheme="http://www.blogger.com/atom/ns#" term="6P of retail"/><category scheme="http://www.blogger.com/atom/ns#" term="Retail Mix"/><category scheme="http://www.blogger.com/atom/ns#" term="Retailing Mix"/><title type='text'>6P&#39;s of Retail leading to 7th P - Profit</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Retail strategies are combination of one or more of the 6 P’s of Retail referred as &quot;Retailing Mix&quot;. Every retailer seeks to find a unique combination of these factors that put them in the target market.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;/span&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/AVvXsEih-MVOWZWdeCE1LoJP9DftOmkww6UOVK1-4cNJj21pxwuLCQftHIqw0F0hdGXHdP2mgGn4A85d1o7ChUU_yraJu58_stqqo7pWhhsAbq23Ph70fDETIR4j3Sxpmi_NiEdo3iltOUS2z5aO/s1600/6P.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; ox=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih-MVOWZWdeCE1LoJP9DftOmkww6UOVK1-4cNJj21pxwuLCQftHIqw0F0hdGXHdP2mgGn4A85d1o7ChUU_yraJu58_stqqo7pWhhsAbq23Ph70fDETIR4j3Sxpmi_NiEdo3iltOUS2z5aO/s320/6P.png&quot; width=&quot;286&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;strong&gt;Product&lt;/strong&gt;: Identifying, anticipating and satisfying customer needs &amp;amp; desires. Retailers need to ensure that their products and services are focussed to meet the customer’s expectations. Product in the retail mix considers classification and brands - price points, labels, quality, branding.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;strong&gt;Promotion&lt;/strong&gt;: Publicity, advertising, public relations, personal selling, direct marketing, communication&amp;nbsp;are few elements that encapsulate promotion aspect.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;strong&gt;Place&lt;/strong&gt;: Correct channels for reaching the customers e.g. locations, sites, space and opening hours to achieve the objective.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;strong&gt;Pricing&lt;/strong&gt;: Price is important element of the retail mix, it brings profits. Approaches to pricing model are based on market, competition, margins and brands. Some common strategies are EDLP (everyday low pricing), EDFP (everyday fair pricing) or Hi-Lo pricing and these strategies are influenced by what competition charges, what customers are ready to pay, what is required to present the product to the customer etc…&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;strong&gt;Presentation&lt;/strong&gt;: It is the physical evidence that portrays the image of the business and key drivers. Presentation of the stores, websites, premises, offices, delivery vans, warehouses, uniforms etc plays crucial role in associating customer with your brand. It very important to ensure that the image portrayed is consistent with the product and services being offered. &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;strong&gt;Personnel&lt;/strong&gt;: It is the people working for you determine the level of service or value you provide to customer. Be is selling function, service, support or communication. These are people that are differentiators as compared with the competition whether it is pre-sales, sales or post-sales activities.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;The focus on right combination of 6P’s will directly drive the 7th P – Profit.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;-- ashutosh jhureley&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/3163573610417531910/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/09/6ps-of-retail-leading-to-7th-p-profit.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/3163573610417531910'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/3163573610417531910'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/09/6ps-of-retail-leading-to-7th-p-profit.html' title='6P&#39;s of Retail leading to 7th P - Profit'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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/AVvXsEih-MVOWZWdeCE1LoJP9DftOmkww6UOVK1-4cNJj21pxwuLCQftHIqw0F0hdGXHdP2mgGn4A85d1o7ChUU_yraJu58_stqqo7pWhhsAbq23Ph70fDETIR4j3Sxpmi_NiEdo3iltOUS2z5aO/s72-c/6P.png" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5433867762575010895.post-1083148859543968047</id><published>2010-07-27T00:48:00.007+01:00</published><updated>2010-08-01T20:22:20.779+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="customer service"/><category scheme="http://www.blogger.com/atom/ns#" term="experience"/><category scheme="http://www.blogger.com/atom/ns#" term="multi-channel commerce"/><category scheme="http://www.blogger.com/atom/ns#" term="retail"/><category scheme="http://www.blogger.com/atom/ns#" term="support"/><title type='text'>multiple channels... same experience..</title><content type='html'>&lt;div align=&quot;justify&quot;&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Studies suggests that customers having multi-channel association with the brand are more loyal, more profitable and much more demanding in terms of expectation. Customers expects to have same level of service, support and information through all channels. They are&amp;nbsp;will not hesitate to walk to another retailer for price, availability, service and integration&amp;nbsp;across channels.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Exposing multiple channels can risk your brand too, if not considered carefully, some considerations that I would like as a customer:&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;1 - I want to have seamless experiences through all the channels&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Whether I walk in-store or browse online on web or using mobile device, I would like to have same shopping experience. I would love to have same information about products and services with&amp;nbsp;similar pricing and offers.&amp;nbsp; Moreover, I expect to have same &quot;feel&quot; when I am in store or while shopping online i.e. if I have been in store, I should have same feeling while browsing online. Look and feel should be similar, offerings and display of offers should be&amp;nbsp;similar.&amp;nbsp;To take to another step, search relevance online should be in sync with what I would see when I walk in store.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;2 - I want&amp;nbsp;same information available on all channels&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;The advantage of buying online is that I have access to information from other retailers, I have comparison tools for price and product specification, I have reviews and feedback available from other customers and experts, I have manuals and guides available. I have everything that I need to decide what to buy including stock status.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;I would expect same information available&amp;nbsp;when I walk in store. All&amp;nbsp;the possible information sources should be made available to&amp;nbsp;customer in store whether it is via print or digital media. Staff (in store or in support centre or in contact centre) should be adequately trained to provide the&amp;nbsp;consistent information &amp;nbsp;irrespective of channel.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Similarly, advantage of buying in store is that it gives me satisfaction that I have seen the product I want to buy. I would have spoken with someone in person before taking the decision. I would like to have similar experience online, it could be high quality images and videos available online, online chat and on call support staff available readily and demonstration available, like someone in store do.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;3 - I want to see same product range available on all the channels&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;I expect to&amp;nbsp;see same range available online as is available in&amp;nbsp;the stores. . If the item that I have seen in store is not available online,&amp;nbsp;I will be hugely disappointed.&amp;nbsp;The product or service that I have browsed online, I expect to see in store. If not available I will try to go to competitor&#39;s store and finalise my purchase decision. Customers not only hop across channels, but also hop in and out of retailers&amp;nbsp;. You end up not only loosing sale, also end-up disappointing the customer. Make best possible effort to have the same range available online as is available in your shops. &lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;4 - I want to have same post-sales support and service irrespective&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;I remember, walking in store to inquiry delivery of product I ordered online and I was hugely disappointed not to get the information. I expected IT to help retailers to have consistent information across all channels. As customer, I am associated with the brand and don&#39;t want to get in to complexity of channels. I should be able to track all my details order place online or in store.&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;It shouldn&#39;t matter to me whether I bought online or in store as far as service and post-sales support is concerned. I should be able to return or exchange products bought online, when I walk-in store or otherwise. Similarly, I would like to have same service options and offers available on all the channels.&lt;/span&gt; &lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;b&gt;5 - I want to get the best deal, irrespective of channel&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Very often online prices are cheaper than price in store. This encourages customers to buy online and improves your margins. But I would be disappointed, if I am not informed about the deal that works out best for me. If I am instore, I expect staff to advise me best possible deals avaialble either online or via promotion etc. I will be delighted and trust in your brand. Infomation otherway round should also be available. I would love to know possible options instore. Keep customer choice as the central theme.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;With multiple channels exposed to the customer it become very important to engage them seamlessly through all channels. I should be able to associate myself with the same brand through all channels.&lt;/span&gt;&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;justify&quot;&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;-- ashutosh jhureley&lt;/span&gt;&lt;/div&gt;&lt;div id=&quot;seolinx-tooltip&quot; style=&quot;border: 1px solid rgb(0, 0, 0); display: none; margin: 0pt; opacity: 0.9; padding: 0pt; position: absolute; width: auto; z-index: 99999;&quot;&gt;&lt;table style=&quot;border-collapse: separate; border: 0pt none; margin: 0pt; padding: 0pt; width: auto;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td id=&quot;seolinx-table&quot; style=&quot;border: 0pt none; font-family: Tahoma; font-size: 11px; font-weight: bold; margin: 1px; padding: 0pt;&quot;&gt;&lt;div style=&quot;margin: 0pt; overflow: auto; padding: 0pt; width: auto;&quot;&gt;&lt;table id=&quot;seolinx-paramtable&quot; style=&quot;border-collapse: separate; border: 1px solid gray; margin: 0pt;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;background: none repeat scroll 0% 0% rgb(240, 240, 240); border: 1px solid gray; color: darkgreen; font-family: Tahoma; font-size: 7pt; font-weight: bold; padding: 2px; white-space: nowrap;&quot;&gt;&lt;img height=&quot;12px&quot; src=&quot;http://toolbarqueries.google.com/favicon.ico&quot; style=&quot;vertical-align: middle;&quot; width=&quot;12px&quot; /&gt;&amp;nbsp;PR: &lt;a href=&quot;javascript:{}&quot; seolinx-param-index=&quot;0&quot; seolinx-type=&quot;param&quot; style=&quot;color: blue; font-family: Tahoma; font-size: 7pt; font-weight: bold; text-decoration: underline;&quot; title=&quot;Google pagerank&quot;&gt;wait...&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;background: none repeat scroll 0% 0% rgb(240, 240, 240); border: 1px solid gray; color: darkgreen; font-family: Tahoma; font-size: 7pt; font-weight: bold; padding: 2px; white-space: nowrap;&quot;&gt;&lt;img height=&quot;12px&quot; src=&quot;http://www.google.com/favicon.ico&quot; style=&quot;vertical-align: middle;&quot; width=&quot;12px&quot; /&gt;&amp;nbsp;I: &lt;a href=&quot;javascript:{}&quot; seolinx-param-index=&quot;1&quot; seolinx-type=&quot;param&quot; style=&quot;color: blue; font-family: Tahoma; font-size: 7pt; font-weight: bold; text-decoration: underline;&quot; title=&quot;Google index&quot;&gt;wait...&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;background: none repeat scroll 0% 0% rgb(240, 240, 240); border: 1px solid gray; color: darkgreen; font-family: Tahoma; font-size: 7pt; font-weight: bold; padding: 2px; white-space: nowrap;&quot;&gt;&lt;img height=&quot;12px&quot; src=&quot;http://www.google.com/favicon.ico&quot; style=&quot;vertical-align: middle;&quot; width=&quot;12px&quot; /&gt;&amp;nbsp;L: &lt;a href=&quot;javascript:{}&quot; seolinx-param-index=&quot;2&quot; seolinx-type=&quot;param&quot; style=&quot;color: blue; font-family: Tahoma; font-size: 7pt; font-weight: bold; text-decoration: underline;&quot; title=&quot;Google links&quot;&gt;wait...&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;background: none repeat scroll 0% 0% rgb(240, 240, 240); border: 1px solid gray; color: darkgreen; font-family: Tahoma; font-size: 7pt; font-weight: bold; padding: 2px; white-space: nowrap;&quot;&gt;&lt;img height=&quot;12px&quot; src=&quot;http://siteexplorer.search.yahoo.com/favicon.ico&quot; style=&quot;vertical-align: middle;&quot; width=&quot;12px&quot; /&gt;&amp;nbsp;LD: &lt;a href=&quot;javascript:{}&quot; seolinx-param-index=&quot;12&quot; seolinx-type=&quot;param&quot; style=&quot;color: blue; font-family: Tahoma; font-size: 7pt; font-weight: bold; text-decoration: underline;&quot; title=&quot;Yahoo linkdomain&quot;&gt;wait...&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;background: none repeat scroll 0% 0% rgb(240, 240, 240); border: 1px solid gray; color: darkgreen; font-family: Tahoma; font-size: 7pt; font-weight: bold; padding: 2px; white-space: nowrap;&quot;&gt;&lt;img height=&quot;12px&quot; src=&quot;http://www.bing.com/favicon.ico&quot; style=&quot;vertical-align: middle;&quot; width=&quot;12px&quot; /&gt;&amp;nbsp;I: &lt;a href=&quot;javascript:{}&quot; seolinx-param-index=&quot;20&quot; seolinx-type=&quot;param&quot; style=&quot;color: blue; font-family: Tahoma; font-size: 7pt; font-weight: bold; text-decoration: underline;&quot; title=&quot;Bing index&quot;&gt;wait...&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;background: none repeat scroll 0% 0% rgb(240, 240, 240); border: 1px solid gray; color: darkgreen; font-family: Tahoma; font-size: 7pt; font-weight: bold; padding: 2px; white-space: nowrap;&quot;&gt;&lt;a href=&quot;javascript:{}&quot; seolinx-param-index=&quot;40&quot; seolinx-type=&quot;param&quot; style=&quot;color: blue; font-family: Tahoma; font-size: 7pt; font-weight: bold; text-decoration: underline;&quot; title=&quot;Sitemap.xml&quot;&gt;wait...&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;background: none repeat scroll 0% 0% rgb(240, 240, 240); border: 1px solid gray; color: darkgreen; font-family: Tahoma; font-size: 7pt; font-weight: bold; padding: 2px; white-space: nowrap;&quot;&gt;&lt;img height=&quot;12px&quot; src=&quot;http://www.semrush.com/favicon.ico&quot; 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border: 1px solid gray; color: darkgreen; font-family: Tahoma; font-size: 7pt; font-weight: bold; padding: 2px; white-space: nowrap;&quot;&gt;&lt;img height=&quot;12px&quot; src=&quot;http://www.semrush.com/favicon.ico&quot; style=&quot;vertical-align: middle;&quot; width=&quot;12px&quot; /&gt;&amp;nbsp;Price: &lt;a href=&quot;javascript:{}&quot; seolinx-param-index=&quot;43&quot; seolinx-type=&quot;param&quot; style=&quot;color: blue; font-family: Tahoma; font-size: 7pt; font-weight: bold; text-decoration: underline;&quot; title=&quot;SEMRush SE Traffic price&quot;&gt;wait...&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;background: none repeat scroll 0% 0% rgb(240, 240, 240); border: 1px solid gray; color: darkgreen; font-family: Tahoma; font-size: 7pt; font-weight: bold; padding: 2px; white-space: nowrap;&quot;&gt;&lt;img height=&quot;12px&quot; src=&quot;http://siteanalytics.compete.com/favicon.ico&quot; style=&quot;vertical-align: middle;&quot; width=&quot;12px&quot; /&gt;&amp;nbsp;C: &lt;a href=&quot;javascript:{}&quot; 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&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/1083148859543968047/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/07/multiple-channels-same-experience.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/1083148859543968047'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/1083148859543968047'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/07/multiple-channels-same-experience.html' title='multiple channels... same experience..'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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-5433867762575010895.post-5311681959928769746</id><published>2010-06-03T02:28:00.005+01:00</published><updated>2010-06-03T22:16:44.205+01:00</updated><title type='text'>&quot;Zappos Family Core Values&quot; And &quot;SAcHiNisM&quot;</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;While cleaning my new desk, I found interesting case study about &amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://about.zappos.com/&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Zappos&lt;/span&gt;&lt;/a&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;. Browsing through the notes,&amp;nbsp;only thing I could&amp;nbsp;visualize&amp;nbsp;was &quot;SAcHiNisM&quot;. Should confess, I was arguing who is greatest sports person of present time Sachin Tendulkar, Roger Frederer or Tiger Woods (can be discussed later), just before getting hands on the case study.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Zappos story is exceptional case study about how simplicity can do magic. Indeed &amp;nbsp;both &lt;a href=&quot;http://www.cricinfo.com/ci/content/player/35320.html&quot;&gt;Sachin Tendulkar&lt;/a&gt; (being die hard fan) and&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://about.zappos.com/meet-our-monkeys/tony-hsieh-ceo&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Tony Hsieh&lt;/span&gt;&lt;/a&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&amp;nbsp;(CEO of Zappos.com) are truely inspiring. Trying to put what went&amp;nbsp;through&amp;nbsp;my mind in words...&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: x-large;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;h2 class=&quot;sub&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #ff5300; font-style: normal; font-weight: bold; line-height: 1.2em; margin-bottom: 20px; margin-left: 0px; margin-right: 0px; margin-top: -8px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-transform: capitalize; vertical-align: baseline;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: black; font-weight: normal; line-height: normal; text-transform: none;&quot;&gt;&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/deliver-wow-through-service&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: medium;&quot;&gt;01 - Deliver WOW Through Service&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/h2&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Sachin Tendulkar is the highest run scorer in one-day internationals with 17,598 runs and &amp;nbsp;13,447 runs in Tests. He also holds the&amp;nbsp;record of highest number of centuries 93, 47 in tests and 46 ODI cricket.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;He has inspired the generation, not only in sports but in all fields, &amp;nbsp;by his performance in all forms of the game. Every&amp;nbsp;stroke, every run, every boundary and every century is truely magical. We expected some centuries, he delivered many; we expected few more and he delivered 93 - isn&#39;t it WoW&amp;nbsp;!!!&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;And as per Zappos # 01: Anything Worth Doing Is Worth Doing With WOW. You must do something that&#39;s above and beyond what&#39;s&amp;nbsp;expected. And whatever you do must have an emotional impact on the receiver.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/embrace-and-drive-change&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;02 - Embrace and Drive Change&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;With 20-20 format of the game gaining popularity, questions were raised about Sachin&#39;s dominance. But in IPL 3 (2010), &quot;Mumbai&amp;nbsp;Indians&quot;, led by Sachin, reached the final of the tournament. He scored 618 runs in 14 innings, which is record of most runs&amp;nbsp;in an IPL season. He was declared player of the tournament and won Best Batsman and Best Captain awards. Sachin readapted&amp;nbsp;20-20 format of the game and dominated it as well.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;That&#39;s exactly Zappos # 02: Change is constant, We must all learn not only to not fear change, but to also embrace it&amp;nbsp;enthusiastically, and perhaps even more importantly, to encourage and drive it.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/embrace-and-drive-change&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;03 - Create Fun and A Little Weirdness&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;In an interview with BBC, when asked about his idol, Tendulkar recalls how, as a young boy, he used to back American tennis&amp;nbsp;great John McEnroe while rest of his friends in his colony supported Swede Bjorn Borg. He added, &quot;McEnroe has always been my&amp;nbsp;hero, and he still is. I used to roam around with a headband, sweatband and tennis racquet imitating him,&quot;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Zappos # 03: We’re Always Creating &amp;nbsp;Fun And A Little Weirdness!&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/be-adventurous-creative-and-open-minded&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;04 - Be Adventurous, Creative, and Open-Minded&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;It&#39;s important for people and the company as a whole to be bold and daring (but not reckless). We do not want people to be&amp;nbsp;afraid to take risks and make mistakes. We believe if people aren&#39;t making mistakes, then that means they&#39;re not taking&amp;nbsp;enough risks. It&#39;s Important For People And The Company As A Whole To Be Bold And Daring (But Not Reckless). This is Zappos #&amp;nbsp;04 and every boundary, every century and every inning of Sachin truely proves the point.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/pursue-growth-and-learning&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;05 - Pursue Growth and Learning&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
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&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;During the period from about 2002 to 2006, Sachin&#39;s career seemed to be in terminal decline. He was inconsistent, and seemed&amp;nbsp;to have the ability to play many shots, including his perfected the hook and pull. There were several calls from him to&amp;nbsp;retire. However after the 2007 World Cup, his perseverance paid-off and form have returned. Then rest is history, still in&amp;nbsp;making. Tendulkar passed 30,000 runs in international cricket on 20 November 2009.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Isn&#39;t it Zappos # 05: It&#39;s important to constantly challenge and stretch yourself and not be stuck in a job where you don&#39;t&amp;nbsp;feel like you are growing or learning.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/build-open-and-honest-relationships-communication&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;06 - Build Open and Honest Relationships With Communication&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;If Sachin is on the field either batting, bowling or fielding only sound that you can listen in stadium is &quot;Saaaaaachin, Sachin, Saaaaaachin, Sachin&quot;. &amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Thousands of admirers and millions following, that&#39;s what is crux of Zappos # 06.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Zappos # 06: A key ingredient in strong relationships is to develop emotional connections. It&#39;s important to always act with&amp;nbsp;integrity in your relationships, to be compassionate, friendly, loyal, and to make sure that you do the right thing and treat&amp;nbsp;your relationships well. The hardest thing to do is to build trust, but if the trust exists, you can accomplish so much more.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/build-positive-team-and-family-spirit&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;07 - Build a Positive Team and Family Spirit&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Zappos # 07 defines Sachin&#39;s role in Indian Cricket team. The best leaders are those who lead by example and are both team&amp;nbsp;followers as well as team leaders.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/do-more-less&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;08 - Do More With Less&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Strike rate of 86.26 and average of 55.56 in 166 tests and 45.12 in 442 ODIs, tells the exellence Sachin has achieved and&amp;nbsp;gets better with every match.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Zappos # 08: We believe in operational excellence and realize that there is always room for improvement in everything we do.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/be-passionate-and-determined&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;09 - Be Passionate and Determined&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;As a result of 20 years of passionate cricket and determination, on 24 February 2010, Tendulkar broke the previous world record for highest individual run scorer in an ODI and became the only batsman to score double century in ODI. He scored 200 runs.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Zappos # 08: Passion and determination are contagious. We believe in having a positive and optimistic (but realistic) attitude about everything we do because we realize that this inspires others to have the same attitude.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values/be-humble&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: black;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-size: x-large;&quot;&gt;10 - Be Humble or Be Sachin&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Aren&#39;t &quot;SAcHiNisM&quot; and &quot;Zappos Family Core Values&quot; &amp;nbsp;one and same thing?&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
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&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;-- ashutosh&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;http://about.zappos.com/our-unique-culture/zappos-core-values&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;http://about.zappos.com/our-unique-culture/zappos-core-values&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.cricinfo.com/ci/content/player/35320.html&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;http://www.cricinfo.com/ci/content/player/35320.html&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://money.cnn.com/2009/01/21/news/companies/obrien_zappos10.fortune/index.htm&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;http://money.cnn.com/2009/01/21/news/companies/obrien_zappos10.fortune/index.htm&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.nytimes.com/2010/01/10/business/10corner.html&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;http://www.nytimes.com/2010/01/10/business/10corner.html&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.indianexpress.com/res/web/pIe/ie/daily/19990811/isp01099.html&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;http://www.indianexpress.com/res/web/pIe/ie/daily/19990811/isp01099.html&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/5311681959928769746/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/06/zappos-family-core-values-and-sachinism.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/5311681959928769746'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/5311681959928769746'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/06/zappos-family-core-values-and-sachinism.html' title='&quot;Zappos Family Core Values&quot; And &quot;SAcHiNisM&quot;'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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-5433867762575010895.post-3209645899954777203</id><published>2010-05-20T01:11:00.002+01:00</published><updated>2010-05-26T22:28:07.940+01:00</updated><title type='text'>Social Networking and M-Retailing</title><content type='html'>&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;I was browsing to decide whether or not to go for an Apple iPad and came across reviews that led to articles and studies about relationship between social networking and mobile retail. I still couldn&#39;t decide about iPad yet, but trying to put together my thoughts.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Customers, like me, expects companies to engage them in conversation and treat as individual. Web based social media and its accessibility through mobile devices enables direct communication between customers and companies. Also, it gives opportunity to the customers to interact with each other informally. Social networking is playing very important role in creating &quot;the brands&quot; (or otherwise) supported by technological advancements in mobile communication and commerce. Success of Apple as a brand to certain extend can be attributed to the way company engages with customer - as individuals. &lt;br /&gt;
&lt;br /&gt;
Research shows more and more customers, like me, rely on feedbacks and reviews shared on social networking sites compared with the professional ones, to decide. It is not only products &amp;amp; brand but also retailers (and theirs partners) are reviewed directly or indirectly on these digital channels. It is interesting to see pattern between criticism by individual and exaggeration by social connections(topic for later). Today’s consumer is skeptical about companies and retailer whether, they are only interested in selling or selling appropriate one for them.&lt;br /&gt;
&lt;br /&gt;
In the 1 in 10 web page viewed is on mobile device and by 2012 (Olympics), 50 per cent of the UK adult population will using mobile web.There is no doubt, that customer would like to have seamless experience on mobile devices as they have on web or in-store. &lt;br /&gt;
&lt;br /&gt;
While retailers are promoting and expanding their online capabilities with seamless online and in-store experience, only a few are prepared for mobile devices &amp;amp; social networks as a combination. For instance, Sainsbury’s today launched its first TV advert for its non-food website, Marks &amp;amp; Spencer recently launched mobile version (optimised) of its main e-commerce site, DSG International (Currys, Dixons and PCWorld) looks to better customer experience with new format stores, Tesco launched few iPhone Apps and BestBuy yet to launch online website. &lt;br /&gt;
&lt;br /&gt;
What does this mean - presence on social media (consumers&#39; comfort zone) and availability on mobile devices (very personal) together can prove to be very powerful combination for companies to get engaged with customers. It could be via mobile apps or full mobile optimized version or mix of both couple with social media like blogs, messaging, networks, tweets etc. This change will require support at all levels - strategic, organisational, financial and technical.&lt;br /&gt;
&lt;br /&gt;
Profit and growth will be inevitable if companies get it right and at right time.&lt;br /&gt;
&lt;br /&gt;
-- ashutosh</content><link rel='replies' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/3209645899954777203/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/05/social-networking-and-m-retailing.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/3209645899954777203'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/3209645899954777203'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/05/social-networking-and-m-retailing.html' title='Social Networking and M-Retailing'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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-5433867762575010895.post-3584392361251117051</id><published>2010-05-17T19:52:00.000+01:00</published><updated>2010-05-18T20:55:07.753+01:00</updated><title type='text'>Date with BestBuy - Lakeside</title><content type='html'>BestBuy&#39;s entry in the UK was much awaited by customers and competitors - both with speculation and excitement. And I didn&#39;t want to miss. &lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I have been to BestBuy stores in the US and was expecting big fanfare i.e. big hoarding on the enormous warehouse on the sides of motorways, road signs only for BestBuy on the motorways, leaflets everywhere  with deals, miles long queues and one of the biggest electrical /  electronics store.  &lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;But none of this happen (not disappointed yet) - may be this is the difference in the US and UK. Planning a super-mega-store in the US may not be a problem but in the UK it is different ball game - isn&#39;t? Lot of details goes in planning the space and related attributes, which is not the case in the US. In the US with investment, you can customize road signs and the roads that lead to the store, not in the UK - planning commission decides.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Initially, I wanted to experience, how does it feel to be in an &quot;American&quot; style store in the UK  (compare it with American Style  Fridge Freezer to a normal one). To my surprise there was 2 hours waiting to get in the store, I realized that I missed on some of the deals. Everyone was carrying 2-3 LCD TVs and then looked at leaflet given while in queue. 32 inch LCD was on offer for 180 quids - wow. Browsed net on iPhone, read reviews and called home immediately to inform that I am to get the telly today.  Within 5 mins gentleman from the store announced that LCD TV on the front page of leaflet is  out of stock.. bit disappointed.  Immediately queue was halved - price is one of the big factor.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;It  was this moment that I started to look at deals more seriously, made up mind to buy TV more than twice the cost of first one  GBP 400 - marketing (and presentation) is another factor.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Again the ATPman appeared and announced that most of the products in the deals catalog are out of stock, but will be available tomorrow and queue was reduced to 1/5th. This was actually disappointing (queue time was 1 hour now), we planned to buy anything available with even lesser discount. Indeed planned gifts for relatives and friends - stock is critical factor.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Now I was in the queue to actually see the store of world&#39;s biggest electrical and electronics retailer in the UK. Finally, I got in the store and was impressed to see electric car (85 grands), scooters and bikes in the store.  After spending an hour in the store, it was good experience with newly trained staff and well planned store layout, including customer toilets (bit unusual in the UK) - store layout and instore experience does matter.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I made up my mind to come back tomorrow and get hands on deals, if stock arrives. Next day, after long waiting times on motorway and then 15 mins in queue ATPman announced, there are no deals in stock except Avatar DVDs. I followed few hundred and moved out of queue. Currys mega-store next door was also much hyped when had a make over a year back. I head towards Currys and on my way, went to Comet. Comet here was no different than any other in UK, I have been to, except few more deals.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Currys mega-store was real surprise to me. I was really impressed, the store layout was very impressive. The kind of store  I was actually expecting in BestBuy, same deals not anywhere else in Currys, not sure it was good or bad. And staff was very very friendly and trained. I got most information, I requested for and indeed almost bought GBP 500 LCD (wasn&#39;t instock) but wasn&#39;t disappointed, good experience was all overwhelmed everything else - customer service.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Few hours were enough for me (as novice) to conclude  - what competitor is doing matters most.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I will visit these stores again and checkout, see how these players compete with each other and pass on benefits to end customers, especially when BestBuy launches e-commerce websites.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;-- ashutosh&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ashutoshjhureley.blogspot.com/feeds/3584392361251117051/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/05/date-with-besstbuy-lakeside.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/3584392361251117051'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5433867762575010895/posts/default/3584392361251117051'/><link rel='alternate' type='text/html' href='http://ashutoshjhureley.blogspot.com/2010/05/date-with-besstbuy-lakeside.html' title='Date with BestBuy - Lakeside'/><author><name>Ashutosh Jhureley</name><uri>http://www.blogger.com/profile/04408679547414563827</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>