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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:gd="http://schemas.google.com/g/2005" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;DUcCQXc6eip7ImA9WhRSFUU.&quot;"><id>tag:blogger.com,1999:blog-6475104879834849813</id><updated>2011-11-17T22:31:00.912-05:00</updated><category term="Root Need" /><category term="Consulting" /><category term="Sales" /><category term="CPI" /><category term="Champion" /><title>Thoughts from CPI Professionals</title><subtitle type="html">A forum to share your mind</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://shishido3iconsulting.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://shishido3iconsulting.blogspot.com/" /><author><name>Ernie Shishido</name><uri>http://www.blogger.com/profile/15579668025787906506</uri><email>noreply@blogger.com</email></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>14</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/PangaeaConsulting" /><feedburner:info uri="pangaeaconsulting" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;CkICQ345fyp7ImA9WhRSEEg.&quot;"><id>tag:blogger.com,1999:blog-6475104879834849813.post-240426384463187462</id><published>2011-11-11T17:25:00.001-05:00</published><updated>2011-11-11T17:29:22.027-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-11T17:29:22.027-05:00</app:edited><title>Carl Jung – A Metaphor about Influence</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;br /&gt;
&lt;div class="MsoNormal"&gt;
Continuing from one of the most important book on psychology: Modern Man in Search of a Soul &lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
Page 49.&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;u&gt;“The meeting of the two personalities is like the contact of two
chemical substances: If there is any reaction, both of them are transformed.&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;We should expect the doctor to have an
influence on the patient in every physic treatment, but this influence can only
take place when he too is affected by the patient.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;u&gt;You
can exert no influence, if you are not susceptible to influence&lt;/u&gt;&lt;/i&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;It is futile for the doctor to shield
himself from the influence of the patient and surround himself with a
smokescreen of a fatherly and professional authority. “&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
#3 Dictum: &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;2 things –&amp;nbsp;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
1. Transformation happens when people are open to each other.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
2. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;If
you don’t go into a situation willing to grow and listen, you will not exert
any influence.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;FAIL.&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
This is another key principle I take into &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;u&gt;every&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;
project, meeting, and facilitation opportunity I have.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;When you work with others, it &lt;i style="mso-bidi-font-style: normal;"&gt;can&lt;/i&gt; be mutually transformational
experience – only if you keep yourself “susceptible/open” to influence.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;It is up to you as the “conscious one” to not
only be open to influence, but be the one who establishes the connection.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Only then, can there be a transformative
reaction.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Yes, it a lot of work to take on the majority
of the responsibility, but then as a leader and professional, that is your role
and responsibility.&lt;span&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;People define your
success.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="MsoNormal"&gt;
I know this is “soft” stuff, but this is how people and
cultures change.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;You cannot change a
person, they have to change themselves.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;
&lt;/span&gt;Connecting with them and listening is the catalyst that can produce that
change.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Otherwise, you are in for a lot
of unpleasant work trying to change their minds and not their hearts.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6475104879834849813-240426384463187462?l=shishido3iconsulting.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/1eXuNUINhs86yYHY8F9dtkfiCA4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/1eXuNUINhs86yYHY8F9dtkfiCA4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/1eXuNUINhs86yYHY8F9dtkfiCA4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/1eXuNUINhs86yYHY8F9dtkfiCA4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/PangaeaConsulting/~4/6MnwpsviajI" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://shishido3iconsulting.blogspot.com/feeds/240426384463187462/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://shishido3iconsulting.blogspot.com/2011/11/carl-jung-metaphor-about-influence.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/240426384463187462?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/240426384463187462?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/PangaeaConsulting/~3/6MnwpsviajI/carl-jung-metaphor-about-influence.html" title="Carl Jung – A Metaphor about Influence" /><author><name>Ernie Shishido</name><uri>http://www.blogger.com/profile/15579668025787906506</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://shishido3iconsulting.blogspot.com/2011/11/carl-jung-metaphor-about-influence.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEcFSHc4cCp7ImA9WhRTFk8.&quot;"><id>tag:blogger.com,1999:blog-6475104879834849813.post-1309604452338210059</id><published>2011-11-06T19:16:00.005-05:00</published><updated>2011-11-06T19:33:39.938-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-06T19:33:39.938-05:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Sales" /><category scheme="http://www.blogger.com/atom/ns#" term="CPI" /><category scheme="http://www.blogger.com/atom/ns#" term="Root Need" /><category scheme="http://www.blogger.com/atom/ns#" term="Champion" /><category scheme="http://www.blogger.com/atom/ns#" term="Consulting" /><title>Applying Sales Techniques to the Improvement Consultant: Lesson 1</title><content type="html">How often do you find yourself trying to push process improvement? Would you like people to Pull change management from you instead?&lt;br /&gt;&lt;br /&gt;Ladies and gentlemen, we are in the selling business. This means we must be personable, knowledgeable and able to provide what our customer wants at a cost they can afford. How well do you know your product? How much does it cost to do business with you? Do people run and hide from you when you are in the neighborhood as if you were sharks in the water?&lt;br /&gt;&lt;br /&gt;If you don't know the answer to these questions, chances are, you probably don't stay that busy when it comes to being a change agent. So how can we change that? How can we make your product the hottest commodity on the market?&lt;br /&gt;&lt;br /&gt;I recommend learning some selling tools and techniques. Let’s start with one lesson, and see what it does for you:&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Lesson 1: Don't be too quick to provide value&lt;/strong&gt;&lt;br /&gt;Countless times, you will run into customers (project champions) who know nothing about you or your product (Continuous Process Improvement Methodologies). It is very easy to start explaining to this customer all the great things you can do for that person. However, without truly knowing what their need is, how can you truly provide value? For instance, I had a potential champion who I knew could benefit from Lean principles, but in his eyes it was a time waster rather than a time saver. I could have easily approached him and expressed how much time I have saved for other organizations, but that wouldn't have meant anything to him.&lt;br /&gt;&lt;br /&gt;Instead, I asked the potential customer what is the one thing he wished he had more of. It turns out he wanted more availability of his instructor pilots. Now, if I didn't apply lesson 1, I could easily explain how I have saved X hours for X organizations. However, saving hours may not be his goal. In addition, how can he relate to X unit. Therefore, I apply some 5-why analysis and figure out the root of his need.&lt;br /&gt;&lt;br /&gt;Asking why a few times, I realized this champion was losing his Instructor Pilots to the overburdening of additional duties. Now that I understand what his root need is (eliminating time spent on additional duties to allow more time spent in the air training pilots) I knew where to provide value. I expressed to him savings achieved from other organizations that had additional duties similar to his and all of a sudden I had a believer. This from a person who was one of the biggest non-believers in the organization.&lt;br /&gt;&lt;br /&gt;That meeting provided us an opportunity to discover 15-20 projects all aimed at the root need of this Champion. Now I have a customer who will seek me out for their improvement needs rather than me having to peddle my wares.&lt;br /&gt;&lt;br /&gt;Try this lesson on for size, and see how much of a virtue patience really is. Finally, if you apply your own tools in the sales call (root cause analysis transformed to a root need analysis), then you can find more than just one sale; you can find a life-long customer.&lt;br /&gt;&lt;br /&gt;About the Author: Mark Adams is a process improvement consultant for the United States Air Force. A certified Black Belt in continuous process improvement methodologies, Mark has helped save over 135,000 hours at cost avoidance of $3.1 million dollars in just one fiscal year. Mark has a special knack of approaching projects and adapting tools to achieve results. Mark can be found on LinkedIn @ &lt;a title="View public profile" href="http://www.linkedin.com/in/tsgtmarkadams" name="webProfileURL"&gt;http://www.linkedin.com/in/tsgtmarkadams&lt;/a&gt; or by email at &lt;a href="mailto:mark.adamsusaf@gmail.com"&gt;mark.adamsusaf@gmail.com&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6475104879834849813-1309604452338210059?l=shishido3iconsulting.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/4eYylSIWpOfFrbiKxYsI8ELRwmk/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/4eYylSIWpOfFrbiKxYsI8ELRwmk/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/4eYylSIWpOfFrbiKxYsI8ELRwmk/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/4eYylSIWpOfFrbiKxYsI8ELRwmk/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/PangaeaConsulting/~4/9FW8W-a5luE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://shishido3iconsulting.blogspot.com/feeds/1309604452338210059/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://shishido3iconsulting.blogspot.com/2011/11/applying-sales-techniques-to.html#comment-form" title="1 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/1309604452338210059?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/1309604452338210059?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/PangaeaConsulting/~3/9FW8W-a5luE/applying-sales-techniques-to.html" title="Applying Sales Techniques to the Improvement Consultant: Lesson 1" /><author><name>Mark Adams</name><uri>http://www.blogger.com/profile/09065827961130264477</uri><email>noreply@blogger.com</email></author><thr:total>1</thr:total><feedburner:origLink>http://shishido3iconsulting.blogspot.com/2011/11/applying-sales-techniques-to.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0EBSH44eyp7ImA9WhRTFUQ.&quot;"><id>tag:blogger.com,1999:blog-6475104879834849813.post-4982473503751053500</id><published>2011-11-06T12:14:00.000-05:00</published><updated>2011-11-06T12:14:19.033-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-06T12:14:19.033-05:00</app:edited><title>Carl Jung and Emotional Intelligence:  Self Awareness and Social Awareness – Part 2</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if !mso]&gt; &lt;style&gt;
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&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"&gt;Awareness&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Carl Jung continues with the emotional intelligence theme and fills in the gap the other 2 elements of emotional intelligence:&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;Page 49 &lt;/div&gt;&lt;div class="MsoNormal"&gt;“Two primary factors come together in treatment that is two persons.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Neither of whom are a fixed or determinable magnitude.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;For this reason&lt;b style="mso-bidi-font-weight: normal;"&gt;, the personalities of the doctor and the patient have often more to do with the outcome of the treatment, than what the doctor says and thinks.&lt;/b&gt;”&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;#3 Dictum: &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;You must be self-aware and socially-aware to have the expected outcome. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;It is not just about how smart you are.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;It is remarkable that Dr. Jung had already understood each piece of the Emotional Intelligence triad decades ago; he just didn’t coin the phrase.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Through his profound work, he ascertained that outcome of any joint venture (teacher-student, doctor-patient, mentor-student, etc.) creates the outcome more than just what the “doctor” prescribes.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;I know that I harp on this everywhere I go, and I do realize that doesn’t mean the practitioner can be uninformed.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;Believe me, I do worry that we (practitioners) must be somewhat well-rounded and not just have 1 great aspect or approach.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;We must pull from all aspects, but must follow these well researched truths.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;We should not be 1-trick ponies.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;Yes, it does sound like a paradox (You don’t have to all-knowing – But – You have to be well rounded), and that is why it is so salient &lt;span style="font-family: Wingdings; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"&gt;&lt;span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"&gt;:)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;Here is the slide I used when speaking at the 2011 Air Force Recruiting Service Senior Leader Conference:&lt;/div&gt;&lt;img alt="" 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" /&gt;&lt;br /&gt;
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&lt;div class="MsoNormal"&gt;&lt;span style="mso-no-proof: yes;"&gt;                                                  &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;About the Author: Ernie Shishido is a Lean Six Sigma Master Black Belt consulting in the US Air Force’s Air Combat Command's Smart Operations Office with 29+ years of uniformed military service.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Ernie can be found on LinkedIn @ &lt;a href="" name="webProfileURL"&gt;&lt;/a&gt;&lt;a href="http://www.linkedin.com/in/ernieshishido" title="View public profile"&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;span style="color: blue;"&gt;http://www.linkedin.com/in/ernieshishido&lt;/span&gt;&lt;/span&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt; or by email at er.shishido@gmail.com. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6475104879834849813-4982473503751053500?l=shishido3iconsulting.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/lgdYbaGQ-zDDLDM1ywd9yh9U2PQ/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/lgdYbaGQ-zDDLDM1ywd9yh9U2PQ/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/lgdYbaGQ-zDDLDM1ywd9yh9U2PQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/lgdYbaGQ-zDDLDM1ywd9yh9U2PQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/PangaeaConsulting/~4/o0Otx4Bx0aw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://shishido3iconsulting.blogspot.com/feeds/4982473503751053500/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://shishido3iconsulting.blogspot.com/2011/11/carl-jung-and-emotional-intelligence_06.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/4982473503751053500?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/4982473503751053500?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/PangaeaConsulting/~3/o0Otx4Bx0aw/carl-jung-and-emotional-intelligence_06.html" title="Carl Jung and Emotional Intelligence:  Self Awareness and Social Awareness – Part 2" /><author><name>Ernie Shishido</name><uri>http://www.blogger.com/profile/15579668025787906506</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://shishido3iconsulting.blogspot.com/2011/11/carl-jung-and-emotional-intelligence_06.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkAGSXg4eyp7ImA9WhRTE0s.&quot;"><id>tag:blogger.com,1999:blog-6475104879834849813.post-6653907420705104605</id><published>2011-11-03T18:52:00.000-04:00</published><updated>2011-11-03T18:52:08.633-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-03T18:52:08.633-04:00</app:edited><title>Carl Jung and Emotional Intelligence:  Social Relationships – Part 1</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;br /&gt;
&lt;div class="MsoNormal"&gt;Empathy!&lt;/div&gt;&lt;br /&gt;
Page 49:  &lt;br /&gt;
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&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in; text-align: left;"&gt;&lt;b&gt;“It isn’t the Doctor’s whole task to instruct or convince the patient,&lt;/b&gt; &lt;b style="mso-bidi-font-weight: normal;"&gt;he must rather show him how the doctor reacts to his personal case.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;The relationship between patient and physician remains personal and within the frame of the impersonal and professional treatment.”&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .25in;"&gt;#2 Dictum for me:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;You must demonstrate empathy.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Demonstrating empathy is a key concept to building the social relationship pillar of Emotional Intelligence.&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .25in;"&gt;This is so important for CPI practitioners to understand that you must establish the relationship with the champion, team lead, and the team immediately.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;And remember&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;dictum #1:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;Don’t try to be the problem solver with all the answers!&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;That is not how you establish a good relationship.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .25in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;The best way to establish a relationship with new teams and groups is by demonstrating empathy.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;u&gt;This doesn’t mean sympathy, where you agree with everything&lt;/u&gt;, but empathy means you can feel where they are coming from and you visibly, emotionally, and vocally demonstrate it with compassion.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;Just this week, I facilitated 3 separate teams (Tuesday, Wednesday, and Thursday) that I met for the first time.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;The first group was somewhat hostile; they used many of the 15 defense mechanisms used by teams/groups.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;It took about 45 minutes to work through their conscious and unconscious “pushing back” techniques before we were actually communicating, which meant we started to be productive.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;This was accomplished by demonstrating empathy with them and their mindsets.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;In the end, we weren’t all bosom buddies, but we were able to meet expectations and develop the required deliverables.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
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" /&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
  DefSemiHidden="true" DefQFormat="false" DefPriority="99"
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&lt;div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;"&gt;About the Author: Ernie Shishido is a Lean Six Sigma Master Black Belt consulting in the US Air Force’s Air Combat Command's Smart Operations Office with 29+ years of uniformed military service.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Ernie can be found on LinkedIn @ &lt;a href="" name="webProfileURL"&gt;&lt;/a&gt;&lt;a href="http://www.linkedin.com/in/ernieshishido" title="View public profile"&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;span style="color: blue;"&gt;http://www.linkedin.com/in/ernieshishido&lt;/span&gt;&lt;/span&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt; or by email at er.shishido@gmail.com. &lt;/span&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; line-height: 115%;"&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6475104879834849813-6653907420705104605?l=shishido3iconsulting.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/JGGN3lW58yPodpxpRS0xvXdYZaU/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/JGGN3lW58yPodpxpRS0xvXdYZaU/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/JGGN3lW58yPodpxpRS0xvXdYZaU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/JGGN3lW58yPodpxpRS0xvXdYZaU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/PangaeaConsulting/~4/oW66mW9PPtA" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://shishido3iconsulting.blogspot.com/feeds/6653907420705104605/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://shishido3iconsulting.blogspot.com/2011/11/carl-jung-and-emotional-intelligence.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/6653907420705104605?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/6653907420705104605?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/PangaeaConsulting/~3/oW66mW9PPtA/carl-jung-and-emotional-intelligence.html" title="Carl Jung and Emotional Intelligence:  Social Relationships – Part 1" /><author><name>Ernie Shishido</name><uri>http://www.blogger.com/profile/15579668025787906506</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://shishido3iconsulting.blogspot.com/2011/11/carl-jung-and-emotional-intelligence.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0MDQXc4fSp7ImA9WhRTEUQ.&quot;"><id>tag:blogger.com,1999:blog-6475104879834849813.post-2271405194877461112</id><published>2011-11-01T20:57:00.000-04:00</published><updated>2011-11-01T20:57:50.935-04:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-01T20:57:50.935-04:00</app:edited><title>Fits and Starts</title><content type="html">&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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&lt;div class="MsoNormal" style="margin-left: .25in;"&gt;Yes, I have not written in the blog for almost a year.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;No excuse.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;I will tell you that changing jobs and moving locations on 1 January 2011 to create value for a different boss has been very time consuming, but VERY fulfilling.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;After almost 30 years of military service in the Air Force, starting fresh has been liberating and an awakening to a whole new way of life.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Two words:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Retirement Rocks!!!&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .25in;"&gt;So, here we are, 1 November 2011.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;What has driven me to start sharing these thoughts again?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;A book that was first published in 1933 and translated for a 1968 publishing in English:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Carl Gustav Jung’s book “&lt;u&gt;Modern Man in Search of a Soul&lt;/u&gt;.” &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;I have read over 400 business books in the last 2 or 3 years, but this one book made me feel so ignorant, but so fortunate to find it.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Only 50% of the way through with this book and I know there is so much to share.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;I will start with the first key concept that grabbed me:&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .25in;"&gt;Page 49:&lt;br /&gt;
&lt;b style="mso-bidi-font-weight: normal;"&gt;It is wise for the doctor to renounce any premature assumptions.&lt;/b&gt; (Don’t throw them away, but consider them hypothetical ).&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-tab-count: 9;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .25in;"&gt;As a lean six sigma practitioner, this has been Dictum #1 for me.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Don’t try to be the problem solver with all the answers!&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;I see so many well-meaning practitioners that are either just starting out or ones that truly believe that this is their main job:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;To be the smartest person in the room and give the answers to the team.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;It is great to think ahead of the team; my mentoring statement is always to “think 4 hours ahead of the team,” but only on what you will do to help guide them.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: .25in;"&gt;Many will disagree with me, but long term success is built on a foundation of helping the team help itself succeed, period.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Giving the answers, if successful, is a short term recipe for failure.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 0.25in;"&gt;About the Author: Ernie Shishido is a Lean Six Sigma Master Black Belt consulting in the US Air  Force’s Air Combat Command's Smart Operations Office with 29+ years of uniformed  military service.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Ernie can be found on LinkedIn @ &lt;a href="http://shishido3iconsulting.blogspot.com/" name="webProfileURL"&gt;&lt;/a&gt;&lt;a href="http://www.linkedin.com/in/ernieshishido" title="View public profile"&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;http://www.linkedin.com/in/ernieshishido&lt;/span&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt; or by email at er.shishido@gmail.com. &lt;span&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6475104879834849813-2271405194877461112?l=shishido3iconsulting.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/QyvD7ehmFsyHgz6Ze9SQYd47bIg/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/QyvD7ehmFsyHgz6Ze9SQYd47bIg/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/QyvD7ehmFsyHgz6Ze9SQYd47bIg/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/QyvD7ehmFsyHgz6Ze9SQYd47bIg/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/PangaeaConsulting/~4/k03iQbjzFVg" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://shishido3iconsulting.blogspot.com/feeds/2271405194877461112/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://shishido3iconsulting.blogspot.com/2011/11/fits-and-starts.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/2271405194877461112?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/2271405194877461112?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/PangaeaConsulting/~3/k03iQbjzFVg/fits-and-starts.html" title="Fits and Starts" /><author><name>Ernie Shishido</name><uri>http://www.blogger.com/profile/15579668025787906506</uri><email>noreply@blogger.com</email></author><thr:total>0</thr:total><feedburner:origLink>http://shishido3iconsulting.blogspot.com/2011/11/fits-and-starts.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEcNSHc_cCp7ImA9Wx9SFU8.&quot;"><id>tag:blogger.com,1999:blog-6475104879834849813.post-4744175655737086373</id><published>2010-12-04T23:08:00.000-05:00</published><updated>2010-12-04T23:08:19.948-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-12-04T23:08:19.948-05:00</app:edited><title>Falling Up vs. Burning Platforms:  Culture, Mindset, or Stimulus?</title><content type="html">&lt;div class="MsoNormal"&gt;(Perspective 2 in a series of weekly perspectives on Structured Problem Solving)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;Last week in Part 1 of this series on Structured Problem Solving, we introduced the &lt;a href="http://shishido3iconsulting.blogspot.com/2010/11/problems-are-just-mile-markers-and.html"&gt;Turning Adversity into Opportunity&lt;/a&gt; Mindset.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;This week we will enlarge our knowledge of “&lt;a href="http://www.shawnachor.com/index.php?option=com_content&amp;amp;view=article&amp;amp;id=83&amp;amp;Itemid=41"&gt;Falling Up&lt;/a&gt;” and discuss its lesser cousin “burning platforms.”&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Do you remember the 3 Paths in Falling Up?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPsO_KkT0kI/AAAAAAAAAGA/Ydvy7Tl6bbA/s1600/Pic+set+up+for+Adversity.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="275" src="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPsO_KkT0kI/AAAAAAAAAGA/Ydvy7Tl6bbA/s320/Pic+set+up+for+Adversity.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;There are two scenarios to illustrate this concept:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Scenario #1:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Falling Up&lt;/b&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Think of yourself as an employee (or company) in today’s tough economic times and you’ve just been laid off (if a company, you’ve just declared bankruptcy). Conventional thinking leaves you with two outcomes:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;How can I survive this?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Reactive in nature.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Not very positive.&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;Woe is me!&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Worst case scenario and very negative.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 0in; mso-add-space: auto;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;However, there is a third option!&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 0in; mso-add-space: auto;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;3.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;Use this adversity as a way to not only pick yourself up, but as an opportunity to get better than before.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;You create your own future! &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;u&gt;Real&lt;/u&gt; transformation happens here.&lt;/i&gt;&lt;/b&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPsPdqGKjII/AAAAAAAAAGE/TOwuAt18QtU/s1600/Pic+set+up+for+Adversity+Perspective+2+Set+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="246" src="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPsPdqGKjII/AAAAAAAAAGE/TOwuAt18QtU/s320/Pic+set+up+for+Adversity+Perspective+2+Set+1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Remember, we often undermine our ability to tackle our challenges when we don’t use other options.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;We become helpless.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;We create self-fulfilling prophecies.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;This is a sure fire route to failure and what positive psychologists call “learned helplessness.”&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Scenario #2:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Burning Platforms.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;This is similar to scenario #1, except the adverse event hasn’t occurred yet and you face a &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;u&gt;looming&lt;/u&gt;&lt;/i&gt;&lt;/b&gt; black cloud (for the Federal sector this is the Secretary of Defense’s Efficiency Cuts).&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Again, conventional thinking leaves you with the same two outcomes:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;How can I survive this?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Reactive in nature.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Not very positive.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;Woe is me!&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Worst case scenario and very negative.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 0in; mso-add-space: auto;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;Again, there is a third option!&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="margin-left: 0in; mso-add-space: auto;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;3.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;Use this &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;u&gt;looming&lt;/u&gt;&lt;/i&gt;&lt;/b&gt; adversity as an opportunity for growth and get even better.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPsPs0QXX2I/AAAAAAAAAGI/yJa-48kRdUM/s1600/Burning+Platform+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="219" src="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPsPs0QXX2I/AAAAAAAAAGI/yJa-48kRdUM/s320/Burning+Platform+1.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;However, the difference in this scenario is the “&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;looming&lt;/i&gt;&lt;/b&gt;” condition.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;This is where I disagree with many change advocates who enjoy using (or just talk about) burning platforms as catalysts for change.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;When working with teams, there are differing levels of social engineering going on.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Using &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;looming&lt;/i&gt;&lt;/b&gt;, negative events is a very reactive and poor way to get teams to gel for lasting success.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Yes, they &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;may&lt;/i&gt;&lt;/b&gt; band together to get the problem solved, but once the looming event passes or a decision is made, most teams go &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;back to business as usual&lt;/i&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Is that real change?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Have you affected the culture?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;In my book, NO.&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;But I digress, the key here is that we must create an organizational culture that considers problems (even looming ones) as an opportunity to improve, which leads to the key methodology in our Lean Six Sigma Practitioner Professional toolbox: Structured Problem Solving.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Perspective three in this series will look at Plan-Do-Check-Act (PDCA), Define-Measure-Analyze-Improve-Control (DMAIC), and Observe-Orient-Decide-Act (OODA).&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;I will leave you with a thought from Shawn Achor, the author of &lt;u&gt;The Happiness Advantage&lt;/u&gt;:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;“…..And above all remember that success is not about never falling down, or even simply about falling down and getting up over and over.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Success is more than about simple resilience, it is about using that downward momentum to propel ourselves in the opposite direction.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;It is about capitalizing on setbacks and adversity to become even happier, even more motivated, and even more successful.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;It is not falling down, it is falling up.”&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;About the Author: Ernie Shishido is a Master Black Belt with the US Air Force’s Business Transformation Office with 29+ years of uniformed military service.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Ernie can be found on LinkedIn @ &lt;a href="" name="webProfileURL"&gt;&lt;/a&gt;&lt;a href="http://www.linkedin.com/in/ernieshishido" title="View public profile"&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;http://www.linkedin.com/in/ernieshishido&lt;/span&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt; or by email at er.shishido@gmail.com / &lt;a href="mailto:ernest.shishido@pentagon.af.mil"&gt;ernest.shishido@pentagon.af.mil&lt;/a&gt; (until 10 Dec 2010).&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6475104879834849813-4744175655737086373?l=shishido3iconsulting.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/-zB_dWM8LVI6Mpdwo0K-fvj6MMs/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/-zB_dWM8LVI6Mpdwo0K-fvj6MMs/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/PangaeaConsulting/~4/ABV6t1Gz5KY" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://shishido3iconsulting.blogspot.com/feeds/4744175655737086373/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://shishido3iconsulting.blogspot.com/2010/12/falling-up-vs-burning-platforms-culture.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/4744175655737086373?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/4744175655737086373?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/PangaeaConsulting/~3/ABV6t1Gz5KY/falling-up-vs-burning-platforms-culture.html" title="Falling Up vs. Burning Platforms:  Culture, Mindset, or Stimulus?" /><author><name>Ernie Shishido</name><uri>http://www.blogger.com/profile/15579668025787906506</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPsO_KkT0kI/AAAAAAAAAGA/Ydvy7Tl6bbA/s72-c/Pic+set+up+for+Adversity.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://shishido3iconsulting.blogspot.com/2010/12/falling-up-vs-burning-platforms-culture.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUIMQXw5fyp7ImA9Wx9SE0k.&quot;"><id>tag:blogger.com,1999:blog-6475104879834849813.post-6087301533835820153</id><published>2010-12-02T22:39:00.000-05:00</published><updated>2010-12-02T22:39:40.227-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-12-02T22:39:40.227-05:00</app:edited><title>Delving Deeper:  Levels of Culture</title><content type="html">&lt;div class="MsoNormal"&gt;(Perspective 2 in a series of weekly perspectives on Building a Culture based on CPI principles)&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;Last week in Part 1 of this series on Building a Culture based on CPI principles, we introduced the concept of &lt;a href="http://shishido3iconsulting.blogspot.com/2010/11/your-culture-is-your-brand.html"&gt;Your Culture is Your Brand&lt;/a&gt;. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;This week we will define “&lt;i style="mso-bidi-font-style: normal;"&gt;culture&lt;/i&gt;” and critically analyze the significance of addressing cultures in the context of “levels.” &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Culture is everything. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Good culture= Zappos &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;success&lt;/i&gt;&lt;/b&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Bad culture= Enron &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;failure&lt;/i&gt;&lt;/b&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Good culture neglected= Toyota quality &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;problems&lt;/i&gt;&lt;/b&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Do I have your attention now?&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;Defining Culture&lt;/b&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;To practice what I preach, I attempt to start every kaizen event or enterprise-level project by defining the major term for the week in order to baseline foundational assumptions.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Predictably, a gap exists amongst team members. To define culture (and delve deeper), the guideline I use comes from my Sensei (&lt;a href="http://www.leanmanufacturing.com/about_total_systems_development/03_leader_john_allen.htm"&gt;John Allen of TSD&lt;/a&gt;) who had me study Edgar Schein:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;“[Culture is] ... a pattern of shared basic &lt;b style="mso-bidi-font-weight: normal;"&gt;assumptions&lt;/b&gt; (values, beliefs, norms) that was &lt;b style="mso-bidi-font-weight: normal;"&gt;learned by a group&lt;/b&gt; as it solved its problems of external adaptation and internal integration, that has worked well enough to be &lt;b style="mso-bidi-font-weight: normal;"&gt;considered valid&lt;/b&gt; and, therefore, to be &lt;b style="mso-bidi-font-weight: normal;"&gt;taught to new members&lt;/b&gt; as the correct way to &lt;b style="mso-bidi-font-weight: normal;"&gt;perceive, think, and feel &lt;/b&gt;in relation to those problems.”&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;br /&gt;
&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;As you look at the words in bold, the definition seems straightforward enough, but the rub comes in during the &lt;i style="mso-bidi-font-style: normal;"&gt;analysis.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/i&gt;Most people talk about culture in broad terms, knowing that it is &lt;i style="mso-bidi-font-style: normal;"&gt;important, good for success, a great goal to strive for, and requires a decade to develop.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/i&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;That is ok, but those are superficial interpretations.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To truly undertake a culture change effort, one needs to analyze and differentiate the level in which the culture manifests itself, as it is crucial to creating and executing a successful change effort.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;I cannot stress this enough.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;I’m a visual (and auditory) person, so let’s show the chart again to point out the different levels of culture:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://2.bp.blogspot.com/_YoUHsPgSXIk/TPhleCBoptI/AAAAAAAAAF4/UBoNJfOmeJ0/s1600/Culture+chart+Figure+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/_YoUHsPgSXIk/TPhleCBoptI/AAAAAAAAAF4/UBoNJfOmeJ0/s320/Culture+chart+Figure+2.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;1&lt;sup&gt;st&lt;/sup&gt; Level – &lt;b style="mso-bidi-font-weight: normal;"&gt;Artifacts&lt;/b&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Sees, Feels, Hears.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;I am sure you’ve seen places where signs hang that say “Quality is Job#1” and “Think Safety 1&lt;sup&gt;st&lt;/sup&gt;,” or you hear a certain type of music playing in the hallways, you see everyone wearing a certain style/type of clothing, or notice how everyone communicates to each other.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Can you make a good assumption about the &lt;i style="mso-bidi-font-style: normal;"&gt;real &lt;/i&gt;culture at this company?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;It is like judging a book by its cover.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;You can, but is it wise?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Would it be fair or smart to think a company was not innovative because their office layouts and their dress were stodgy?&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;That is what is meant by &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;hard to decipher&lt;/i&gt;&lt;/b&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;2&lt;sup&gt;nd&lt;/sup&gt; Level – &lt;b style="mso-bidi-font-weight: normal;"&gt;Espoused Beliefs and Values.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;This is straightforward and must not be misunderstood.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;To be an espoused value or belief, it cannot solely be trumpeted by the CEO, but evolve by:&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;1.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Actual joint action on the belief/value by the group (not just the CEO) &lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;2.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;The proposed value/belief action must create real success in solving problems.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;!--[if !supportLists]--&gt;&lt;span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"&gt;&lt;span style="mso-list: Ignore;"&gt;3.&lt;span style="font: 7.0pt &amp;quot;Times New Roman&amp;quot;;"&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Finally, it achieves social validation.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;I.E. If you don’t comply, you become part of the “out” group (excommunicated).&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;Essentially, these are your company’s strategies, goals, and philosophies acted out. &lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;However, there still can be some large areas of behavior still unexplained.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;3&lt;sup&gt;rd&lt;/sup&gt; Level – &lt;b style="mso-bidi-font-weight: normal;"&gt;Underlying Assumptions&lt;/b&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;This is where actions stemming from company beliefs and values are taken for granted.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;These assumptions are non-confrontable and non-debatable!&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Now, you can see why analyzing culture and developing change actions by understanding levels is so powerful.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Understanding culture at this level helps us understand what the true culture is and what we are up against.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Understanding at this level is priceless, but we seldom delve this deep.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;So, for an organization to learn something new in this realm (the deepest level of culture), requires us to resurrect, reexamine, and possibly change some of the more stable portions of our cognitive structure – &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;How we think&lt;/i&gt;&lt;/b&gt;.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&lt;/span&gt;And that is the subject of Part 3 of this series:&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Current way of thinking vs. a Continuous Process Improvement mindset.&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;P.S. Let me know and I will gladly work with you to share Edgar Schein’s book, Organizational Culture and Leadership.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Once you read it, it will change your thinking about culture.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="mso-spacerun: yes;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;About the Author: Ernie Shishido is a Master Black Belt with the US Air Force’s Business Transformation Office with 29+ years of uniformed military service.&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;Ernie can be found on LinkedIn @ &lt;a href="" name="webProfileURL"&gt;&lt;/a&gt;&lt;a href="http://www.linkedin.com/in/ernieshishido" title="View public profile"&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;http://www.linkedin.com/in/ernieshishido&lt;/span&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="mso-bookmark: webProfileURL;"&gt;&lt;/span&gt; or by email at er.shishido@gmail.com / &lt;a href="mailto:ernest.shishido@pentagon.af.mil"&gt;ernest.shishido@pentagon.af.mil&lt;/a&gt; (until 10 Dec 2010).&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
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&lt;div class="MsoNormal"&gt;(Perspective 2 in a series of weekly perspectives on Lean Six Sigma Mentoring/Coaching principles)&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;Last week in part 1 of this series on Lean Six Sigma Mentoring/Coaching principles, we introduced the concept of &lt;a href="http://shishido3iconsulting.blogspot.com/2010/11/creating-explosive-growth-for-your.html" linkindex="28"&gt;Explosive Growth and how you generate it: Through Leaders Developing Leaders.&lt;/a&gt;&lt;span&gt;&amp;nbsp; &lt;/span&gt;This week we expound on the ingredients that produce the glue and the environment to successfully mentor and coach: People + Connection = Relationships.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;The wording in the title is very intentional: &lt;b&gt;&lt;i&gt;Connecting&lt;/i&gt;&lt;/b&gt; at the &lt;b&gt;&lt;i&gt;Heart&lt;/i&gt;&lt;/b&gt;.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;People&lt;/b&gt;.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Regardless if you are manufacturing cars, fixing planes, providing service at a hotel, seeing a patient, doing transactions at a bank, investigating a crime, or running a back office, &lt;b&gt;&lt;i&gt;People are the Company.&lt;/i&gt;&lt;/b&gt;&lt;i&gt;&lt;span&gt;&amp;nbsp; &lt;/span&gt;&lt;/i&gt;No matter what we do, we do not lead machines, paperwork, or any other inanimate object:&lt;span&gt;&amp;nbsp; &lt;/span&gt;We lead, mentor, and coach human beings that have &lt;b&gt;&lt;i&gt;Hearts. &lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;If you see any company mantra, vision, or mission statement that reads “People are our competitive advantage,” “People are our greatest assets,” or something to that effect: &lt;b&gt;RUN&lt;/b&gt;.&lt;span&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;I could provide you loads of data, but all you need to know is that when those companies hit a hard patch, their layoff actions speak louder than words:&lt;span&gt;&amp;nbsp; &lt;/span&gt;&lt;i&gt;“People are our greatest liabilities.”&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Connection&lt;/b&gt;.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Going back to the virtuous circle diagram, see how the inner circle now overlaps with the middle.&lt;span&gt;&amp;nbsp; &lt;/span&gt;For those who have “think 4 hours ahead of your student/team mindset,” you can see how powerful a Venn diagram can be to illustrate points:&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPWLFpwCzoI/AAAAAAAAAFo/N9zYS4EDzO0/s1600/Explosive+Growth+Heart.jpg" imageanchor="1" linkindex="29" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="292" src="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPWLFpwCzoI/AAAAAAAAAFo/N9zYS4EDzO0/s320/Explosive+Growth+Heart.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
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&lt;br /&gt;
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   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
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&lt;div class="MsoNormal"&gt;In a nutshell:&lt;span&gt;&amp;nbsp; &lt;/span&gt;Leaders engaging people create connections and relationships.&lt;span&gt;&amp;nbsp; &lt;/span&gt;We cannot begin to discuss mentoring and coaching principles, even more importantly, successful coaching and mentoring until we can fully grasp that that you must get at the heart of people (people are the company) and the only way you can do this is with engagement and trust to build an enduring relationship.&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Relationship&lt;/b&gt;.&lt;span&gt;&amp;nbsp; &lt;/span&gt;No relationships = No Mentoring and Coaching.&lt;span&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;As a CPI Leader, you cannot even begin to have the mentoring and coaching discussion &lt;u&gt;until you understand that you must have a relationship with your people:&lt;/u&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPWLUfleeqI/AAAAAAAAAFs/Fh9j-gly7dE/s1600/Set+up+2+on+relationships+and+diversity.jpg" imageanchor="1" linkindex="30" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="201" src="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPWLUfleeqI/AAAAAAAAAFs/Fh9j-gly7dE/s320/Set+up+2+on+relationships+and+diversity.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;div class="MsoNormal"&gt;Successful mentoring and coaching begin with a great relationship with the people you work with.&lt;span&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;In the next perspective, we will discuss and define what successful mentoring/coaching is and a way to measure it.&lt;span&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="MsoNormal"&gt;About the Author: Ernie Shishido is a Master Black Belt with the US Air Force’s Business Transformation Office with 29+ years of uniformed military service.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Ernie can be found on LinkedIn @ &lt;a href="" name="webProfileURL"&gt;&lt;/a&gt;&lt;a href="http://www.linkedin.com/in/ernieshishido" linkindex="31" title="View public profile"&gt;&lt;span&gt;http://www.linkedin.com/in/ernieshishido&lt;/span&gt;&lt;span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span&gt;&lt;/span&gt; or by email at er.shishido@gmail.com / &lt;a href="mailto:ernest.shishido@pentagon.af.mil"&gt;ernest.shishido@pentagon.af.mil&lt;/a&gt; (until 10 Dec 2010).&lt;span&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class="MsoNormal"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6475104879834849813-3829190989809540787?l=shishido3iconsulting.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Q-koxBL7ER7mGqZZv5cf_IMugX4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Q-koxBL7ER7mGqZZv5cf_IMugX4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Q-koxBL7ER7mGqZZv5cf_IMugX4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Q-koxBL7ER7mGqZZv5cf_IMugX4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;img src="http://feeds.feedburner.com/~r/PangaeaConsulting/~4/YxHR1noFvFU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://shishido3iconsulting.blogspot.com/feeds/3829190989809540787/comments/default" title="Post Comments" /><link rel="replies" type="text/html" href="http://shishido3iconsulting.blogspot.com/2010/11/connecting-is-at-heart-of-developing.html#comment-form" title="0 Comments" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/3829190989809540787?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/6475104879834849813/posts/default/3829190989809540787?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/PangaeaConsulting/~3/YxHR1noFvFU/connecting-is-at-heart-of-developing.html" title="Connecting is at the Heart of Developing People:  Relationships" /><author><name>Ernie Shishido</name><uri>http://www.blogger.com/profile/15579668025787906506</uri><email>noreply@blogger.com</email></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_YoUHsPgSXIk/TPWLFpwCzoI/AAAAAAAAAFo/N9zYS4EDzO0/s72-c/Explosive+Growth+Heart.jpg" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://shishido3iconsulting.blogspot.com/2010/11/connecting-is-at-heart-of-developing.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ak4MRHc9eip7ImA9Wx9TGUo.&quot;"><id>tag:blogger.com,1999:blog-6475104879834849813.post-704964086258029626</id><published>2010-11-28T16:16:00.000-05:00</published><updated>2010-11-28T16:16:25.962-05:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2010-11-28T16:16:25.962-05:00</app:edited><title>Problems are Just Mile Markers and Turning Adversity into Opportunity Mindsets</title><content type="html">&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:OfficeDocumentSettings&gt;   &lt;o:RelyOnVML/&gt;   &lt;o:AllowPNG/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:WordDocument&gt;   &lt;w:View&gt;Normal&lt;/w:View&gt;   &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:PunctuationKerning/&gt;   &lt;w:ValidateAgainstSchemas/&gt;   &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:Compatibility&gt;    &lt;w:BreakWrappedTables/&gt;    &lt;w:SnapToGridInCell/&gt;    &lt;w:WrapTextWithPunct/&gt;    &lt;w:UseAsianBreakRules/&gt;    &lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:EnableOpenTypeKerning/&gt;    &lt;w:DontFlipMirrorIndents/&gt;    &lt;w:OverrideTableStyleHps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val="Cambria Math"/&gt;    &lt;m:brkBin m:val="before"/&gt;    &lt;m:brkBinSub m:val="&amp;#45;-"/&gt;    &lt;m:smallFrac m:val="off"/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val="0"/&gt;    &lt;m:rMargin m:val="0"/&gt;    &lt;m:defJc m:val="centerGroup"/&gt;    &lt;m:wrapIndent m:val="1440"/&gt;    &lt;m:intLim m:val="subSup"/&gt;    &lt;m:naryLim m:val="undOvr"/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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   UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="71" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="72" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful List Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="73" SemiHidden="false"
   UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/&gt;   &lt;w:LsdException Locked="false" Priority="60" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Shading Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="61" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light List Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="62" SemiHidden="false"
   UnhideWhenUsed="false" Name="Light Grid Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="63" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="64" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="65" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="66" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="67" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="68" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="69" SemiHidden="false"
   UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/&gt;   &lt;w:LsdException Locked="false" Priority="70" SemiHidden="false"
   UnhideWhenUsed="false" Name="Dark L
