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	<title>Relationship Economics &#187; Social Networking</title>
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	<link>http://www.relationshipeconomics.net/blog</link>
	<description>The Art &#38; Science of Relationships</description>
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		<title>PBD Worldwide ASAE Tech Conference Offer</title>
		<link>http://www.relationshipeconomics.net/blog/tech11/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=tech11</link>
		<comments>http://www.relationshipeconomics.net/blog/tech11/#comments</comments>
		<pubDate>Fri, 02 Dec 2011 16:09:17 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
				<category><![CDATA[Social Networking]]></category>

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		<description><![CDATA[Return on Impact - new book by David Nour, best-selling author of Relationship Economics at #Tech11]]></description>
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<p>If you&#8217;re attending the <a href="http://technologyconference.org/">ASAE Tech Conference</a> next week in DC, please come by and say hello.  Here is also a great offer from PBD Worldwide and Association Press on the new book, <em><a href="http://www.amazon.com/Return-Impact-Leadership-Strategies-Relationships/dp/0880343362/ref=sr_1_3?s=books&amp;ie=UTF8&amp;qid=1322761009&amp;sr=1-3"><strong>Return on Impact:</strong></a> Leadership Strategies for the Age of Connected Relationships</em> (ASAE, 2012).</p>
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		<title>Happy Thanksgiving!</title>
		<link>http://www.relationshipeconomics.net/blog/happy-thanksgiving-2/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=happy-thanksgiving-2</link>
		<comments>http://www.relationshipeconomics.net/blog/happy-thanksgiving-2/#comments</comments>
		<pubDate>Mon, 21 Nov 2011 22:22:35 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
				<category><![CDATA[Social Networking]]></category>
		<category><![CDATA[business_relationship_expert]]></category>
		<category><![CDATA[david_nour]]></category>
		<category><![CDATA[introspection]]></category>
		<category><![CDATA[thanksgiving_holidays]]></category>

		<guid isPermaLink="false">http://www.relationshipeconomics.net/blog/?p=2670</guid>
		<description><![CDATA[Business relationship expert, David Nour on introspection during the holidays]]></description>
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<p>Holiday are a really good time for introspection.  Not just what you&#8217;ve accomplished but who you&#8217;ve become and where is your next stage of personal and professional growth going to come from?  Which relationships will you choose to invest in &#8211; personally and professionally and why?  How will you grow into the stronger manager, leader, professional, or even the better human being you aspire to become, not just tasks or functions you seek to accomplish?</p>
<p>This thanksgiving holiday season, I&#8217;m grateful for family, friends, clients, partners and colleagues.  I hope in some small way, I&#8217;ve positively impacted your experiences.  Thank you for your support of my passion to remain a life-long student of business relationships.</p>
<p>Happy Thanksgiving to you and your loved ones,</p>
<p>David</p>
<p>p.s.</p>
<p>A friend emailed me the cartoon below &#8211; thought you&#8217;d enjoy it as well&#8230;</p>
<p>&nbsp;</p>
<p><img 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" 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		<title>Strategic Relationships are Fueled by Better Questions!</title>
		<link>http://www.relationshipeconomics.net/blog/better-questions/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=better-questions</link>
		<comments>http://www.relationshipeconomics.net/blog/better-questions/#comments</comments>
		<pubDate>Sat, 19 Nov 2011 02:42:24 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
				<category><![CDATA[Social Networking]]></category>
		<category><![CDATA[asking_better_questions]]></category>
		<category><![CDATA[business_relationships]]></category>
		<category><![CDATA[business_relationship_skills]]></category>
		<category><![CDATA[david_nour]]></category>
		<category><![CDATA[relationship_economics]]></category>
		<category><![CDATA[relationship_elasticity]]></category>
		<category><![CDATA[strategic_relationships]]></category>

		<guid isPermaLink="false">http://www.relationshipeconomics.net/blog/?p=2662</guid>
		<description><![CDATA[David Nour, business relationship expert and author of Relationship Economics on asking better questions to fuel relationship elasticity and perceived value.]]></description>
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<p>The November issue of <em>Harvard Business Review</em> highlights Kevin Peters, Office Depot&#8217;s president for North America and his bewilderment at a puzzling set of facts &#8211; declining sales but customer service scores going through the roof.  How could they be &#8220;delivering phenomenal service to customers, yet they weren&#8217;t buying anything?&#8221;<span id="more-2662"></span><br />
What he discovered, by spending several weeks walking around 70 stores in 15 states, was that the customer satisfaction scoring was asking the wrong questions!  They were asking about clean floors and bathrooms, none of which customers cared about.  What they did care about were being ignored, lack of relationships, inability to find what they needed or solve a problem they came into the store for.  So Peters came up with three insights:</p>
<ol>
<li>He had to reduce the size of the stores &#8211; give them less of what they don&#8217;t want!</li>
<li>Improve the in-store experience for customers &#8211; in a commodity world, the only real differentiation</li>
<li>Look beyond office products to provide other services customers wanted &#8211; like copying, printing, and shipping; help installing software and fixing computers.</li>
</ol>
<p>What can you take away about your strategic relationships?  They become relevant when you start asking better questions and become a priority on <em>their</em> radar.  I&#8217;ve found a direct correlation between other people&#8217;s responsiveness, investment in the relationship, and longevity of the relationship with how much value you provide in every interaction.  You become of particular value if they can&#8217;t get that value from many (or any) other sources, and your value is particularly impactful to their aspirations.</p>
<p>So if you want to build more strategic relationships in 2012 and beyond, start asking better questions.  Only then, will you uncover opportunities to become a strong asset to their efforts and build a solid foundation for the relationship moving forward.</p>

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		<title>Social is personal; social networks an enabler &#8211; don&#8217;t confuse the two!</title>
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		<pubDate>Mon, 07 Nov 2011 22:05:01 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
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		<description><![CDATA[Business relationship expert, David Nour, on the value of interpersonal interactions and not confusing what social network can and can't do.]]></description>
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" alt="" /></p>
<p>I received the email above from LinkedIn and it reminded me of great friends from Emory&#8217;s Exec. MBA program several (OK &#8211; thanks to the LinkedIn reminder &#8211; 11 years ago).  Beyond their names that I have in my address book, their faces reinforce that social is highly personal and social networks (LinkedIn, Facebook, Twitter, YouTube, etc.) are simply an enabler of that personal interaction.  I&#8217;m amazed every single day with people who confuse the two.  They abdicate their interpersonal interactions (the essence of any relationship) to status updates, connections, followers, fans, and &#8220;likes.&#8221;  Email and social is one-dimensional; phone conversations are two dimensional because I can gauge your tonality; in-person is three dimensional and nothing will ever replace that interpersonal interactions.</p>
<p>Bottom line &#8211; pick up the phone and call a business relationship you haven&#8217;t in some time just to say hello and ask how they&#8217;re doing!  If you find a way to become an asset, amazing how often they&#8217;ll reciprocate!</p>

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		<title>Come hear Return on Impact Insights at ASAE Tech Conference</title>
		<link>http://www.relationshipeconomics.net/blog/return-on-impact-insights-asae-tech-conference/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=return-on-impact-insights-asae-tech-conference</link>
		<comments>http://www.relationshipeconomics.net/blog/return-on-impact-insights-asae-tech-conference/#comments</comments>
		<pubDate>Thu, 27 Oct 2011 13:44:20 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
				<category><![CDATA[Leadership Development]]></category>
		<category><![CDATA[Return On Impact Book]]></category>
		<category><![CDATA[ROI]]></category>
		<category><![CDATA[Social]]></category>
		<category><![CDATA[Social Market Leadership]]></category>
		<category><![CDATA[Social Media]]></category>
		<category><![CDATA[Social Networking]]></category>
		<category><![CDATA[Social Networking Technology]]></category>
		<category><![CDATA[Speaking]]></category>
		<category><![CDATA[age_of_connected_relationships]]></category>
		<category><![CDATA[ASAE]]></category>
		<category><![CDATA[ASAE_Association_Management_Press]]></category>
		<category><![CDATA[ASAE_Foundation]]></category>
		<category><![CDATA[ASAE_Technology_Conference_and_Expo]]></category>
		<category><![CDATA[david_nour]]></category>
		<category><![CDATA[leadership_strategies]]></category>
		<category><![CDATA[quantifiable_business_impact_of_social]]></category>
		<category><![CDATA[relationship_economics]]></category>
		<category><![CDATA[return_on_impact]]></category>
		<category><![CDATA[return_on_impact_book]]></category>
		<category><![CDATA[social_collaboration]]></category>
		<category><![CDATA[Social_Market_Leadership]]></category>
		<category><![CDATA[social_media]]></category>
		<category><![CDATA[social_networking]]></category>
		<category><![CDATA[strategic_use_of_social]]></category>

		<guid isPermaLink="false">http://www.relationshipeconomics.net/blog/?p=2633</guid>
		<description><![CDATA[ASAE Technology Conference Keynote speaker David Nour, a bestselling author and a content expert on social media, social networking, and social collaboration will address the quantifiable business impact of social as well as challenge every attendee to rethink their strategic use of social tools and context in order to achieve social market leadership. Nour is the author of a forthcoming book published by ASAE’s Association Management Press, Return on IMPACT: Leadership Strategies for the Age of Connected Relationships.]]></description>
			<content:encoded><![CDATA[<div class="tweetmeme_button" style="float: right; margin-left: 10px;">
			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.relationshipeconomics.net%2Fblog%2Freturn-on-impact-insights-asae-tech-conference%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.relationshipeconomics.net%2Fblog%2Freturn-on-impact-insights-asae-tech-conference%2F&amp;style=normal&amp;b=2" height="61" width="50" /><br />
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<p><img class="size-medium wp-image-2642 alignleft" title="Nour Return on Impact Book Cover" src="http://www.relationshipeconomics.net/blog/wp-content/uploads/2011/10/Nour-Return-on-Impact-Book-Cover1-200x300.jpg" alt="" width="160" height="240" />ASAE is hosting its Annual Tech Conference, December 6-8, at the Washington Convention Center in Washington, DC. CEOs, CTOs, CIOs, other technology staff, and marketing and membership professionals will learn how to leverage mobile and digital content for their organizations.<strong><em></em></strong></p>
<p>Here are some of the 50+ topics on the agenda: how to create a profitable mobile application, how to handle challenges with an online community, how to develop a user’s experience using a cloud strategy, and how to use Google Analytics.  The three-day technology conference starts with a keynote from AAIM’s CEO John Mancini. He will discuss the social (So), local (Lo) and mobile (Mo) and the implications of “SoLoMo” as well as tactics CIOs should adopt to be “business value producers.”<strong><em></em></strong></p>
<p>On Wednesday, December 7, I&#8217;ll do a luncheon keynote on the quantifiable business impact of social.  I also hope to challenge the attendees to rethink their strategic use of social tools and context in order to achieve social market leadership. I&#8217;m really excited about my forthcoming book published by ASAE’s Association Management Press, <strong><em>Return on IMPACT:</em></strong><em> </em><strong><em>Leadership Strategies for the Age of Connected Relationships.</em></strong></p>
<p>Closing General Session speaker will be David Weinberger, senior researcher at Harvard University’s Berkman Center for the Internet and Society, who will address the future vision of knowledge in a connected world and how government, business, science and education are learning to utilize network knowledge to make smarter decisions.</p>
<p>To register or find out more information, please visit ASAE’s Annual Technology Conference and Expo website.</p>
<p>By the way, ASAE is a membership organization of more than 22,000 association executives and industry partners representing more than 11,000 organizations. Its members manage leading trade associations, individual membership societies and voluntary organizations across the United States and in nearly 50 countries around the world. With support of the ASAE Foundation, a separate nonprofit entity, ASAE is the premier source of learning, knowledge and future-oriented research for the association and nonprofit profession, and provides resources, education, ideas and advocacy to enhance the power and performance of the association and nonprofit community. For more information about ASAE, visit <a href="http://www.asaecenter.org" target="_blank">www.asaecenter.org</a>.</p>

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		<title>Beyond Influencers to the Influenced</title>
		<link>http://www.relationshipeconomics.net/blog/beyond-influencers-to-the-influenced/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=beyond-influencers-to-the-influenced</link>
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		<pubDate>Wed, 24 Aug 2011 13:03:25 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
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		<guid isPermaLink="false">http://www.relationshipeconomics.net/blog/?p=2541</guid>
		<description><![CDATA[One of the best approaches to spreading a viral change campaign is to court key influencers. But recent research also conforms that the influenced may be as critical as the influencers. A recent study found that trying to track down key influencers – people who have extremely large social networks – can in some ways [...]]]></description>
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			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.relationshipeconomics.net%2Fblog%2Fbeyond-influencers-to-the-influenced%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.relationshipeconomics.net%2Fblog%2Fbeyond-influencers-to-the-influenced%2F&amp;style=normal&amp;b=2" height="61" width="50" /><br />
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<div><a href="http://www.relationshipeconomics.net/blog/wp-content/uploads/2011/08/forestfire.jpg"><img style="margin: 10px;" title="forestfire" src="http://www.relationshipeconomics.net/blog/wp-content/uploads/2011/08/forestfire.jpg" alt="" width="383" height="254" align="left" hspace="10" vspace="10" /></a>One of the best approaches to spreading a viral change campaign is to court key influencers. But recent research also conforms that the influenced may be as critical as the influencers. A recent study found that trying to track down key influencers – people who have extremely large social networks – can in some ways limit a campaign and its viral potential. Change agents instead need to realize that the majority of their audience, not just the well-connected few, is eager and willing to pass along well-designed and relevant messages.</div>
<div> </div>
<div>Science News Online reports on related topical research by two social network theorists, Duncan J. Watts of Columbia University and Peter Sheridan Dodds of the University of Vermont in Burlington. These researchers tested the conventional wisdom that experts on a subject matter who love to talk can persuade dozens of others to adopt their opinions. If this were true, an excellent communication strategy would be to find those few critical people, convince them of the value of your change campaign, and leave it to them to persuade others.</div>
<div> </div>
<div>Though this theory sounds good, it shouldn’t be your only approach. The researchers compared how far an idea would spread depending on whether it started with a random individual or with an influential individual who was connected to a lot of other individuals. They found that highly influential individuals usually spread ideas more widely, but not that much more widely. More important than the influencers, the researchers found, were the influenced. Once an idea spread to a critical mass of easily influenced individuals, it quickly took hold and continued to spread to other easily influenced individuals.<span id="more-2541"></span></div>
<div> </div>
<div>Dodds compares the spread of ideas to the spread of a forest fire. When a fire turns into a conflagration, no one claims that it was because the spark that began it was so potent. Instead, a fire takes off because of the properties of the larger forest environment: dryness, density, wind, and temperature. So, what’s the takeaway? According to the study, the best way to increase the odds of a person-to-person transmission of an idea is to make it a good idea. Some things are just fun to talk about. One of my favorite quotes by Seth Godin is to simply, “Be remarkable – that which is worthy of remark!”</div>
<div> </div>
<div>Are your efforts to change an individual, a team, or the organization at large, worthy of remark? How can you ensure that beyond the network of influencers, the influenced are armed with just the right message to create the broad-based viral effect you need to broaden your reach and your return on impact?</div>
<hr />
<p><strong><em>Interested in learning more? Be sure to take advantage of the additional resources Relationship Economics has to offer:</em></strong></p>
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<li><em>Sign up for the <a title="Relationship Economics Newsletter" href="http://relationshipeconomics.net/relationship-economics-book-by-David-Nour.html" target="_blank">Relationship Economics Monthly Newsletter </a>and receive poignant, practical and insightful advice regarding business relationships and social networking best practices.</em></li>
<li><em>Attend the next <a title="Relationship Economics at Work" href="http://relationshipeconomics.net/REWork.html" target="_blank">Relationship Economics @ Work Webinar series </a>and learn ways your company can experience unprecedented growth!</em></li>
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<li><em>Follow me on <a title="Twitter David Nour" href="http://twitter.com/#!/davidnour" target="_blank">Twitter</a>.</em></li>
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		<title>Five More Questions to Start a Conversation about Social Media in Your Organization</title>
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		<pubDate>Tue, 23 Aug 2011 17:05:50 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
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		<description><![CDATA[Are you wanting to start an enterprise level conversation about implementing Social Alignment in your company but are not sure where to start? Here are five more questions have been devised to help start a dialogue in your organization:  1.    How do we describe our corporate culture? Do you or your employees have a clear [...]]]></description>
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<p><a href="http://www.relationshipeconomics.net/blog/wp-content/uploads/2011/08/personal-branding.jpg"><img title="personal branding" src="http://www.relationshipeconomics.net/blog/wp-content/uploads/2011/08/personal-branding.jpg" alt="" width="368" height="326" align="right" hspace="10" vspace="10" /></a>Are you wanting to start an enterprise level conversation about implementing Social Alignment in your company but are not sure where to start? Here are five more questions have been devised to help start a dialogue in your organization:</p>
<p> 1.   <span style="color: #deb305;"> <strong>How do we describe our corporate culture?</strong></span> Do you or your employees have a clear idea of your culture? It will come out, so be prepared. If your management team is more paranoid than North Korea, don’t expect to see a rosy picture put forth to potential customers. Corporate culture is one area that definitely shows up on social media.</p>
<p> 2.    <span style="color: #deb305;"><strong>What is the line between personal and professional branding?</strong></span> If an employee posts information concerning their company on their personal page, who owns the content?  Can we influence what someone posts in his or her spare time about himself or herself? The short answer is that if they share with the world that they are an employee of the company, then they are responsible to the company for protecting the brand.</p>
<p> 3.    <span style="color: #deb305;"><strong>What do we want the world to know about us as a company?</strong></span> Our employees are ambassadors for our company, for better or worse. For many prospective buyers, their first point of introduction may be through the social interactions of an employee, whether professional or personal. If we don’t have a clear message, what do you think will happen in the market?</p>
<p> 4.    <span style="color: #deb305;"><strong>What are our expectations around professionalism for our employees?</strong></span> If you have a dress code, code of conduct, etc., then it would be logical to have a more restrictive code for social media conduct. If you have loose expectations around how employees are expected to engage, then you probably don’t expect to have a corporate image projected from your employees.</p>
<p> 5.    <span style="color: #deb305;"><strong>Who owns the relationship / account?</strong></span><strong> </strong>If your junior account team person connects to one of your customer’s employees, what happens when that employee leaves your company? Who owns the customer when a sales rep leaves who is directly connected to the customer on LinkedIn? How about when they have built their pipeline over social media? What happens when your customer service people build a following on Twitter with a personally branded account? What if your employee starts an account on behalf of the company?</p>
<p> Certainly not easy questions – but then again, social media is a disruptive force which we believe will evolve many industries.</p>
<hr />
<p><strong><em>Interested in learning more? Be sure to take advantage of the additional resources Relationship Economics has to offer:</em></strong></p>
<ul>
<li><em>Sign up for the <a title="Relationship Economics Newsletter" href="http://relationshipeconomics.net/relationship-economics-book-by-David-Nour.html" target="_blank">Relationship Economics Monthly Newsletter </a>and receive poignant, practical and insightful advice regarding business relationships and social networking best practices.</em></li>
<li><em>Attend the next <a title="Relationship Economics at Work" href="http://relationshipeconomics.net/REWork.html" target="_blank">Relationship Economics @ Work Webinar series </a>and learn ways your company can experience unprecedented growth!</em></li>
<li><em>Text &#8216;RETip&#8217; to 90210 and receive real-time business relationship insight and tips. Opt-out at anytime.</em></li>
<li><em>Join the <a title="Linked In Relationship Economics Group" href="http://www.linkedin.com/groups/Relationship-Economics-61433" target="_blank">Relationship Economics Group on LinkedIn</a> and join in on the conversation.</em></li>
<li><em>Follow me on <a title="Twitter David Nour" href="http://twitter.com/#!/davidnour" target="_blank">Twitter</a>.</em></li>
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		<title>Five Questions to Start a Conversation about Social Media in Your Organization</title>
		<link>http://www.relationshipeconomics.net/blog/five-questions-to-start-a-conversation-about-social-media/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=five-questions-to-start-a-conversation-about-social-media</link>
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		<pubDate>Mon, 22 Aug 2011 12:51:29 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
				<category><![CDATA[Social Market Leadership]]></category>
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		<guid isPermaLink="false">http://www.relationshipeconomics.net/blog/?p=2526</guid>
		<description><![CDATA[Are you wanting to start an enterprise level conversation about implementing Social Alignment in your company but are not sure where to start? The following five questions have been devised to help start a dialogue in your organization: 1.    What level of Corporate Transparency do we want to have? It is a spectrum, and you [...]]]></description>
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<p>Are you wanting to start an enterprise level conversation about implementing Social Alignment in your company but are not sure where to start? The following <strong><span style="color: #deb305;">five questions</span></strong> have been devised to help start a dialogue in your organization:</p>
<p>1.    <strong><span style="color: #deb305;">What level of Corporate Transparency do we want to have?</span></strong> It is a spectrum, and you need to figure out how open you really want to be.</p>
<p> 2.    <strong><span style="color: #deb305;">What is our definition of Intellectual Property?</span></strong> Your corporate IP is a corporate asset; think copyrights, patents, trademarks; but also corporate proprietary information, customer information, etc.  How do you define what is yours, your employees, your partners, your customers, and what do you share with the market?</p>
<p> 3.    <strong><span style="color: #deb305;">What is the customer’s level of expectation around the customer experience?</span></strong> Do they expect to be engaged? Do they expect real-time feedback and response? Do they expect your people to be empowered to participate in social engagement? Knowing how much will also drive the organization’s view of how you should participate.</p>
<p> 4.   <strong><span style="color: #deb305;"> What is our employee’s level of expectation around employee engagement?</span></strong> Do they expect a wide-open policy for everyone? Are there industry regulations regarding participation? How is management participating?</p>
<p> 5.    <strong><span style="color: #deb305;">Are there internal vehicles to vent for employees?</span></strong> Are you giving employees an outlet for voicing feedback? How is morale? Most who say, “I hate… websites” are actually ex-employees. Did you just go through a round of lay-offs? You may want to think about how your employee base will react.</p>
<hr />
<p><strong><em>Interested in learning more? Be sure to take advantage of the additional resources Relationship Economics has to offer:</em></strong></p>
<ul>
<li><em>Sign up for the <a title="Relationship Economics Newsletter" href="http://relationshipeconomics.net/relationship-economics-book-by-David-Nour.html" target="_blank">Relationship Economics Monthly Newsletter </a>and receive poignant, practical and insightful advice regarding business relationships and social networking best practices.</em></li>
<li><em>Attend the next <a title="Relationship Economics at Work" href="http://relationshipeconomics.net/REWork.html" target="_blank">Relationship Economics @ Work Webinar series </a>and learn ways your company can experience unprecedented growth!</em></li>
<li><em>Text &#8216;RETip&#8217; to 90210 and receive real-time business relationship insight and tips. Opt-out at anytime.</em></li>
<li><em>Join the <a title="Linked In Relationship Economics Group" href="http://www.linkedin.com/groups/Relationship-Economics-61433" target="_blank">Relationship Economics Group on LinkedIn</a> and join in on the conversation.</em></li>
<li><em>Follow me on <a title="Twitter David Nour" href="http://twitter.com/#!/davidnour" target="_blank">Twitter</a>.</em></li>
</ul>

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		<title>Enhancing Your Online Return on Influence (Part II)</title>
		<link>http://www.relationshipeconomics.net/blog/enhancing-your-online-return-on-influence-part-ii/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=enhancing-your-online-return-on-influence-part-ii</link>
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		<pubDate>Fri, 19 Aug 2011 17:41:36 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
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		<guid isPermaLink="false">http://www.relationshipeconomics.net/blog/?p=2515</guid>
		<description><![CDATA[Social media in many ways is reinventing ROI to return on influence, impact and integration. Whether you use social media to strengthen your brand, drive marketing efficiency, or increase sales, here is the second half of 6 best practices to enhance your online return on influence.  1.    Know Your Social Media “Why”.  Your off-line and [...]]]></description>
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<p>Social media in many ways is reinventing ROI to return on <em>influence</em>, <em>impact</em> and <em>integration</em>. Whether you use social media to strengthen your brand, drive marketing efficiency, or increase sales, here is the <a href="http://www.relationshipeconomics.net/blog/" target="_blank">second half </a>of 6 best practices to enhance your online return on influence.</p>
<p> 1.    <strong><span style="color: #deb305;">Know Your Social Media “Why”.</span></strong>  Your <em>off-line</em> and <em>on-line</em> presence must be <em>in-line</em>.  You must understand succinctly why you have a social media presence and how to most effectively utilize it as a platform.   To enhance your online return on influence, it is critical that you develop an online purpose – with both a defensive strategy (to protect your brand), as well as an offensive roadmap (to take your message to the market).</p>
<p> 2.    <strong><span style="color: #deb305;">Invest With Unique Insights.</span></strong>  Some say ROI from social media is a myth.  Let me remind you of the three types of relationship builders; on – or off-line; givers who freely give, takers, who use social media as a personal billboard or a solicitation engine, and investors.  Digital relationship investors understand that the fundamental value in any social forum is the exchange of unique insights.  Although we may never completely agree on a particular topic or process, a healthy dose of dissent fuels the participants’ intellectual horsepower.</p>
<p> 3.    <strong><span style="color: #deb305;">Who Are You Listening To?</span></strong>  Candidly, my first two weeks on Twitter were a complete waste of time.  I saw little value in the mundane exchange of useless information.  Then I quickly learned that Twitter ROI – for me – is heavily derived from following respected colleagues, industry thought leaders, and generally appealing personalities; those who shared insights I otherwise wouldn’t have regular access to.  Particularly if you rely on social media to source industry influencers, it is critical to ask yourself, who are you really listening to?  After all, we are the product of the advice we take.</p>
<p> What other best practices have you found of particular value?</p>
<hr />
<p><strong><em>Interested in learning more? Be sure to take advantage of the additional resources Relationship Economics has to offer:</em></strong></p>
<ul>
<li><em>Sign up for the <a title="Relationship Economics Newsletter" href="http://relationshipeconomics.net/relationship-economics-book-by-David-Nour.html" target="_blank">Relationship Economics Monthly Newsletter </a>and receive poignant, practical and insightful advice regarding business relationships and social networking best practices.</em></li>
<li><em>Attend the next <a title="Relationship Economics at Work" href="http://relationshipeconomics.net/REWork.html" target="_blank">Relationship Economics @ Work Webinar series </a>and learn ways your company can experience unprecedented growth!</em></li>
<li><em>Text &#8216;RETip&#8217; to 90210 and receive real-time business relationship insight and tips. Opt-out at anytime.</em></li>
<li><em>Join the <a title="Linked In Relationship Economics Group" href="http://www.linkedin.com/groups/Relationship-Economics-61433" target="_blank">Relationship Economics Group on LinkedIn</a> and join in on the conversation.</em></li>
<li><em>Follow me on <a title="Twitter David Nour" href="http://twitter.com/#!/davidnour" target="_blank">Twitter</a>.</em></li>
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		<title>Enhancing Your Online Return on Influence (Part I)</title>
		<link>http://www.relationshipeconomics.net/blog/enhancing-your-online-return-on-influence-part-i/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=enhancing-your-online-return-on-influence-part-i</link>
		<comments>http://www.relationshipeconomics.net/blog/enhancing-your-online-return-on-influence-part-i/#comments</comments>
		<pubDate>Fri, 19 Aug 2011 03:29:46 +0000</pubDate>
		<dc:creator>David Nour</dc:creator>
				<category><![CDATA[Social Market Leadership]]></category>
		<category><![CDATA[Social Media]]></category>
		<category><![CDATA[Social Networking]]></category>
		<category><![CDATA[David Nour]]></category>
		<category><![CDATA[enterprise social media strategy]]></category>
		<category><![CDATA[enterprise social networking]]></category>
		<category><![CDATA[enterprise social networking expert]]></category>
		<category><![CDATA[enterprise social networking speaker]]></category>
		<category><![CDATA[market differentiation]]></category>
		<category><![CDATA[nour group]]></category>
		<category><![CDATA[relationship economics]]></category>
		<category><![CDATA[social market leadership]]></category>
		<category><![CDATA[social market leadership strategy]]></category>
		<category><![CDATA[social media expert]]></category>
		<category><![CDATA[social media speaker]]></category>
		<category><![CDATA[social networking for business]]></category>
		<category><![CDATA[using social networking for business]]></category>

		<guid isPermaLink="false">http://www.relationshipeconomics.net/blog/?p=2508</guid>
		<description><![CDATA[Social media in many ways is reinventing ROI to return on influence, impact and integration. Whether you use social media to strengthen your brand, drive marketing efficiency, or increase sales, here is the first half of 6 best practices to enhance your online return on influence.  1.    Build a Relevant Relationship Bank™.  If you have [...]]]></description>
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			<a href="http://api.tweetmeme.com/share?url=http%3A%2F%2Fwww.relationshipeconomics.net%2Fblog%2Fenhancing-your-online-return-on-influence-part-i%2F"><br />
				<img src="http://api.tweetmeme.com/imagebutton.gif?url=http%3A%2F%2Fwww.relationshipeconomics.net%2Fblog%2Fenhancing-your-online-return-on-influence-part-i%2F&amp;style=normal&amp;b=2" height="61" width="50" /><br />
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<p><a href="http://www.relationshipeconomics.net/blog/wp-content/uploads/2011/08/social-media.jpg"><img style="margin: 10px;" title="social media" src="http://www.relationshipeconomics.net/blog/wp-content/uploads/2011/08/social-media.jpg" alt="" width="341" height="226" align="left" hspace="10" vspace="10" /></a>Social media in many ways is reinventing ROI to return on <em>influence</em>, <em>impact</em> and <em>integration</em>. Whether you use social media to strengthen your brand, drive marketing efficiency, or increase sales, here is the first half of 6 best practices to enhance your online return on influence.</p>
<p> 1.   <strong><span style="color: #deb305;"> Build a Relevant Relationship Bank™. </span></strong> If you have ever heard me speak, or have had a chance to read <em>Relationship Economics</em>, I describe your portfolio of relationships as your Relationship Bank.  How relevant is your relationship bank to your social media strategy?  The three fundamental attributes in your relationship bank are its’ quality, diversity, and the investment efforts you choose to make.  It is seldom about the number of people you are connected to, but rather the number of interested people in your niche that you develop a relationship with.   </p>
<p> 2.    <strong><span style="color: #deb305;">Toot Your Own Horn.</span></strong>  A mentor often reminds me that “if you don’t toot your own horn, there is no music.”  You must publicize your social media presence, <em>consistently</em>.  Create social links on your website.  Add social links to your email signature, or include them on your business card.  Include social networking profile links along with your forum signature.  Don’t forget to add a professional headshot where appropriate.</p>
<p> 3.    <span style="color: #deb305;"><strong>Become an Object of Interest.</strong> </span> Most people will make up their mind to connect with you – or not – in seven to ten seconds, based on your picture (face it, we are all shallow), robust profile, and the most recent one to three status updates.  Keep in mind that people online are browsers, not readers.  It is critical that you keep your status updates poignant, pithy, and of particular interest or value to your target audience.  Ideal if you stick to what you know and can intelligently articulate.  Post updates for the benefit of the <em>consumers</em> of that information, not yourself as the producer of it.</p>
<p> What other best practices have you found of particular value?</p>
<hr />
<p><strong><em>Interested in learning more? Be sure to take advantage of the additional resources Relationship Economics has to offer:</em></strong></p>
<ul>
<li><em>Sign up for the <a title="Relationship Economics Newsletter" href="http://relationshipeconomics.net/relationship-economics-book-by-David-Nour.html" target="_blank">Relationship Economics Monthly Newsletter </a>and receive poignant, practical and insightful advice regarding business relationships and social networking best practices.</em></li>
<li><em>Attend the next <a title="Relationship Economics at Work" href="http://relationshipeconomics.net/REWork.html" target="_blank">Relationship Economics @ Work Webinar series </a>and learn ways your company can experience unprecedented growth!</em></li>
<li><em>Text &#8216;RETip&#8217; to 90210 and receive real-time business relationship insight and tips. Opt-out at anytime.</em></li>
<li><em>Join the <a title="Linked In Relationship Economics Group" href="http://www.linkedin.com/groups/Relationship-Economics-61433" target="_blank">Relationship Economics Group on LinkedIn</a> and join in on the conversation.</em></li>
<li><em>Follow me on <a title="Twitter David Nour" href="http://twitter.com/#!/davidnour" target="_blank">Twitter</a>.</em></li>
</ul>

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