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	<title>Thinking Dimensions Global: Strategic and Operational Blog</title>
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	<link>http://blog.thinkingdimensionsglobal.com</link>
	<description>Blog for Strategic and Operational managment issues to drive change</description>
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		<title>Strategy is nothing without execution.</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=296</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=296#comments</comments>
		<pubDate>Fri, 31 Aug 2012 16:02:27 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[Implementation]]></category>
		<category><![CDATA[Strategy]]></category>
		<category><![CDATA[company]]></category>
		<category><![CDATA[Decisions]]></category>
		<category><![CDATA[miglioranzi]]></category>
		<category><![CDATA[organization]]></category>
		<category><![CDATA[priorities]]></category>

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		<description><![CDATA[When Mark Hurd was Chief Executive at Hewlett-Packard, an information technology giant, he successfully contributed to the success of the legendary firm. He cut costs, focused the company’s strategy on a few core areas and created new product divisions. During an interview with The Economist publication he was quoted as: “Vision without execution is nothing. [...]]]></description>
			<content:encoded><![CDATA[<p>When Mark Hurd was Chief Executive at Hewlett-Packard, an information technology giant, he successfully contributed to the success of the legendary firm. He cut costs, focused the company’s strategy on a few core areas and created new product divisions. During an interview with The Economist publication he was quoted as: <em>“Vision without execution is nothing. Whenever anyone asks me about vision, I get very nervous. You’ve got to be able to tie it back to strategy; you’ve got to tie accountability to things”</em>.</p>
<p>This statement is a good summary of Thinking Dimensions point of view about strategy formulation and implementation.</p>
<p>Strategy formulation and  implementation are an integrated process, or a series of steps activated  by  the CEO  involving all employees at all the levels in the organization.</p>
<p>Adopting a robust and unique process for strategy  formulation and implementation is a key capability that many successful companies invest in; it can make the difference between poor performance(s) and profitable sustainable growth. There are several causes that can prevent an organization from successfully implementing strategy including:</p>
<p><strong>1. No balance between formulation and execution</strong><br />
Some leaders press for better execution when they actually need a better strategy or they change  the strategy when they actually should focus the organization on execution. This is why from our perspective  strategy formulation and implementation are steps within the same process.</p>
<p><strong>2. Strategic goals not visible or not linked to metrics.<br />
</strong>It is critical that strategic objectives are relevant, powerful, and simple to understand<strong>:</strong> they must  have metrics, targets and data sources (see example in the table below); this means that the results for each metric need to be regularly updated, verified versus the definition targets and communicated within the organization.</p>
<p>&nbsp;</p>
<table width="703" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="236">
<p align="center"><strong>Objective  </strong><strong></strong></p>
</td>
<td valign="top" width="179">
<p align="center"><strong>Metric</strong><strong></strong></p>
</td>
<td valign="top" width="144">
<p align="center"><strong>Target</strong><strong></strong></p>
</td>
<td valign="top" width="144">
<p align="center"><strong>Data source </strong></p>
</td>
</tr>
<tr>
<td valign="top" width="236">Increase share of proprietary products</td>
<td valign="top" width="179">% Revenues in proprietary products vs total sales</td>
<td valign="top" width="144">≥ 45%</td>
<td valign="top" width="144">Report 7121 from ERP system FI reporting module excluding FOREX impacts</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>In addition the strategic goals need to be simple and easy to communicate. To verify this requirement you can use the “elevator test”; if you can explain the strategic goal clearly and precisely to any employee in the organization in a course of a 30 seconds elevator ride, you “passed the test”.</p>
<p><strong>3. Poor focus<br />
</strong>Ask your colleagues or to the  members of your team to list the 2 or 3 main strategic goals he / she thinks the company is focusing on- you may be surprised how many different results and statements you will receive.</p>
<p>Focus is one of the most important aspects of successful strategy execution and we think that strategic plans should be linked to a maximum of 3 focus goals.  Goals have to be clear to everyone in the organization. Only in this way each employee, at all levels within the organization understands the purpose of the strategy and the role he/she plays in its’ implementation.</p>
<p><strong>4. Limited or no accountability</strong></p>
<p>A robust strategy implementation process involves (directly or indirectly) all the employees within the company. This means that everyone knows what their role is in helping the company to achieve the strategic goals and is held accountable for results. In practical terms everyone should be able to  easily convert the strategic focus goals into personal objectives and create a personal implementation plan linked to company strategy.</p>
<p>In our experience, when this doesn’t happen, too many decisions tend to pass to the more senior managers and ultimately the CEO, resulting in poor performance and lower motivation levels of the people who need to perform.</p>
<p><strong>5. Poor operational execution</strong></p>
<p>The best strategy possible is not valuable at all if the decisions are not transformed into actionable initiatives that are speedily implemented. In a world that is changing more and more rapidly, the ability to implement changes quickly is a  very important capability.</p>
<p>&nbsp;</p>
<p>6. <strong>Poor managerial capabilities</strong></p>
<p>The companies that are best in class in executing their strategy have a strong and defined strategic leadership team. With this term I refer to a group of managers with the following characteristics:</p>
<ul>
<li>Ability  to make decisions both individually and as a member of the  team</li>
<li>Adoption of common strategic decision making processes</li>
<li>Each manager is to able to actively participate in establishing/enhancing the future Strategic Profile of the organization</li>
<li>company core values are known and followed by all to guide decision making</li>
</ul>
<p>&nbsp;</p>
<p>If you as a CEO or manager are asking yourself “Is our organization really effective in transforming strategic decision  in positive financial and economic results for our company?” you can use the 6 above criteria to provide a first answer.</p>
<p><em>This blog was authored by Diego Miglioranzi, Partner, Thinking Dimensions</em></p>
<p>Feel free to contact the author directly  for questions about this subject.<strong> </strong></p>
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		<title>Competitive Decision-Making</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=287</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=287#comments</comments>
		<pubDate>Thu, 23 Aug 2012 08:45:39 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[Implementation]]></category>
		<category><![CDATA[Strategy]]></category>
		<category><![CDATA[company]]></category>
		<category><![CDATA[competitive advantage]]></category>
		<category><![CDATA[criteria]]></category>
		<category><![CDATA[customers]]></category>
		<category><![CDATA[Decisions]]></category>
		<category><![CDATA[pelkey]]></category>
		<category><![CDATA[priorities]]></category>

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		<description><![CDATA[No I am not talking about a race to make decisions, I am talking about making the best decisions to be competitive. In the current global economic climate, CEOs seek ways to maximize their company&#8217;s business performance, hence competitiveness. And that involves a myriad of strategic and tactical decisions made on an annual, quarterly and [...]]]></description>
			<content:encoded><![CDATA[<p>No I am not talking about a race to make decisions, I am talking about making the best decisions to be competitive. In the current global economic climate, CEOs seek ways to maximize their company&#8217;s business performance, hence competitiveness. And that involves a myriad of strategic and tactical decisions made on an annual, quarterly and daily basis.  I challenge any CEO to ask their executive team to define business competitiveness.  Likely the responses will vary, and that is the crux of the problem – an impediment to effective decision-making that drives results is misunderstanding what makes a business competitive.</p>
<p>Business competitiveness are the internal advantages a company possesses, relative to their competitors, to sell, promote and deliver the products they offer to the markets they serve.  Advantages can be either people or processes, but they must be perceived as valuable and unique compared to the competition and viewed as high quality and cost effective by customers.  In the parlance of “Strategic Thinking” they are referred to as competitive advantages.</p>
<p>Competitive advantages manifest themselves in all companies through their business value chain &#8212; those administrative and operational processes, in which people work to sell, promote and deliver product to market.  So decisions targeted to build advantages within the value-chain (as measured by business growth and profitability) are the driving force of competitiveness.</p>
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" alt="" width="660" height="389" /> <em>(Porter's value chain concept model)</em></p>
<p><strong>Start by knowing the key products and markets – </strong>What are the key products offered and markets served?  Sounds obvious, but many companies have many products that are not profitable, demand too many resources to service (money, time, and people), and add substantial costs without a positive financial or customer relationship return.  Companies that say no to products and markets not driving profitability and growth are better positioned to target performance decisions on people and process issues that improve their competitive advantage.</p>
<p><strong>Evaluate the value chain to determine strengths and weaknesses </strong>– With clarity on what to produce and what customers to focus on, companies can now assess the effectiveness of each element of the value chain.  Activities that do not add value or are not regulatory/customer requirements should be stopped or changed.  Use performance data, and walk through the value chain processes to assess:</p>
<p>1)                  Efficiency (cost) to perform the activities as currently outlined</p>
<p>2)                  Cycle-time (how long does it take) to perform the activities</p>
<p>3)                  Quality of activities and outputs as perceived by the customers and competitors</p>
<p>4)                  Timeliness (on-time delivery) as valued by the customers</p>
<p>This provides a clear performance picture on the activities to sell, promote and deliver products by exposing the “type, location and magnitude” of the value chain strengths and weaknesses.  Now consider the value chain assessment from a competitor and customer perspective and ask, does the company excel over its' competition to cost effectively produce quality products on time to customers?</p>
<p>The answer to this question promotes decisions on what capabilities to build, sustain or enhance to drive internal advantages that translates to profitability and growth.  Remember competitiveness is a function of the internal advantages a company has relative to competitors and as perceived by customers.  Such advantages reside in the value chain activities.</p>
<p><strong> (Now) Use decision analysis to design a competitive value chain</strong> – <em>For this writing, I will talk about the two primary categories of “value” criteria, not how to conduct an actual design using decision analysis.</em></p>
<p>Decision criteria for designing competitive advantages into the value chains fall into two categories – competitor and customer.  What can companies do that differentiates them from their competitor and does that differentiation translate to customer value?  These two differentiations must work in tandem.  There is no sense on having differentiated product or service in which customers don't see the value.  Or conversely, customers see a great product or service, but there are several competitors that do the same basic thing – that is not an advantage.</p>
<p>Criteria that differentiate products or services from the competition:</p>
<p>1)                  <span style="text-decoration: underline;">Unique</span> – is this product/service unique relative to competitor offerings?</p>
<p>2)                  <span style="text-decoration: underline;">Valuable</span> – is there a need, market for the product or service?</p>
<p>3)                  <span style="text-decoration: underline;">Costly to Imitate</span> – could your competition easily replicate the product or service?</p>
<p>4)                  <span style="text-decoration: underline;">Non-Substitutable</span> – can the offering be replaced by some other competitor's product/service?</p>
<p>Criteria that differentiate products or services through the eyes of a customer:</p>
<p>1)                  <span style="text-decoration: underline;">Innovative</span> – product/services viewed as a “better way” from other like products?</p>
<p>2)                  <span style="text-decoration: underline;">Quality</span> – is the product/service more reliable compared to like competitor offerings?</p>
<p>3)                  <span style="text-decoration: underline;">Customer Responsiveness</span> – is serviceability of the product rated high by customers?</p>
<p>4)                  <span style="text-decoration: underline;">Cost</span> (efficiency to produce) – are customers willing to pay for the product/service?</p>
<p>Leaders need to evaluate value chain performance alternatives that improve competitiveness through the filter of competitor and customer differentiated criteria.  Effectively done, the company is now making competitive decisions based on performance data.</p>
<p><strong>Recap – Competitive Decision Making:</strong><br />
1) Know what creates business competitiveness – relative to the competition and customers<br />
2) Focus on Key Products and Markets<br />
3) Assess the effectiveness of your Value Chain to deliver key products to market<br />
4) Use Value Chain effectiveness data to drive decisions that create competitive advantages</p>
<p>&nbsp;</p>
<p>This blog post was authored by Keith Pelkey, Partner, Thinking Dimensions.</p>
<p>Other writings related to Process Performance authored by Keith Pelkey - Partner, Thinking Dimensions Global</p>
<ul>
<li>Are Your Business Processes Creating Value?                                <a href="http://www.blog.thinkingdimensionsglobal.com">www.blog.thinkingdimensionsglobal.com</a></li>
<li>Simplify the Path to Process Performance Management                                             “              “</li>
<li>Managing Competitiveness Through Product Development                                       “              “</li>
<li>Stop Reacting to Results and Learn to Manage Performance</li>
<li>Seize Control of Your Business Performance                                           <a href="http://www.thinkingdimensionsglobal.com">www.thinkingdimensionsglobal.com</a></li>
<li>“Mining” for EBITDA: Delivering Substantial Results in 30 Days                                  “              “</li>
</ul>
<p>&nbsp;</p>
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		<title>Quality decision making is the ultimate purpose of an executive and manager.</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=282</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=282#comments</comments>
		<pubDate>Thu, 16 Aug 2012 13:50:44 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[Strategy]]></category>
		<category><![CDATA[decision making]]></category>
		<category><![CDATA[Decisions]]></category>
		<category><![CDATA[lewko]]></category>
		<category><![CDATA[linkedin]]></category>

		<guid isPermaLink="false">http://blog.thinkingdimensionsglobal.com/?p=282</guid>
		<description><![CDATA[Quality decision making is the ultimate purpose of an executive and manager. The most effective executives employ a structured process that makes their &#8220;thinking visible&#8221; and enables others to understand and act on their choices. 1950&#8242;s Decision Making Lineage &#160; In the mid-1950s, Chuck Kepner and Ben Tregoe were conducting research for the Rand Corporation [...]]]></description>
			<content:encoded><![CDATA[<p><strong>Quality decision making is the ultimate purpose of an executive and manager. The most effective executives employ a structured process that makes their &#8220;thinking visible&#8221; and enables others to understand and act on their choices.</strong></p>
<p><strong>1950&#8242;s Decision Making Lineage</strong></p>
<p>&nbsp;</p>
<p>In the mid-1950s, Chuck Kepner and Ben Tregoe were conducting research for the Rand Corporation Corporation in California. They identified that a person&#8217;s success in decision making was not based on their experience, tenure or level in a company.</p>
<p>&nbsp;</p>
<p>Rather effective decision makers who were able to more quickly spot problems, evaluate choices, and think ahead to risk &#8211;  was based on their ability to gather, organize and analysis data using a process or set of steps.</p>
<p>&nbsp;</p>
<p>In addition, the best decision makers who employed a “common process” to resolve issues were better able to articulate their thinking to others – making them more effective as executives or leaders.</p>
<p>&nbsp;</p>
<p><strong>2012 &#8211; Thinking Dimensions Today</strong></p>
<p>&nbsp;</p>
<p>Since that start in the mid-1950s, Chuck Kepner continues to develop and learn from his experiences.  In the late 80&#8242;s he partnered with Mat-thys Fourie to build on this  original thinking and incorporate new  intuitive and creative components to the dimensions of decision making.</p>
<p>&nbsp;</p>
<p>At the heart of their work was the understanding that the most critical role of an executive or manager is their ability to process and articulate their decisions.  Decision making – whether looking at issues that involved past, present or future concerns – is made up of  the same  divergent / convergent thinking pattern. Because of this finding – the foundation of resolving any issue is distilled down to the quality of the decision making processes. Companies must invest and develop the most basic building block of performance – decision making.</p>
<p>&nbsp;</p>
<p>The next six weeks in our blog will focus on the theme of Decision Making in business.</p>
<p>We hope you enjoy the subject and development here.</p>
<p>&nbsp;</p>
<p><img 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" alt="" />Tim Lewko, Managing Partner, Thinking Dimensions Global</p>
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		<item>
		<title>Entering New Markets: Timing Horizons for Emerging Markets</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=267</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=267#comments</comments>
		<pubDate>Tue, 31 Jul 2012 10:01:51 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[New Market Entry]]></category>
		<category><![CDATA[Strategy]]></category>
		<category><![CDATA[assumptions]]></category>
		<category><![CDATA[Decisions]]></category>
		<category><![CDATA[execute]]></category>
		<category><![CDATA[Implementation]]></category>
		<category><![CDATA[linkedin]]></category>
		<category><![CDATA[new market entry]]></category>
		<category><![CDATA[scott newton]]></category>
		<category><![CDATA[Strategic Partnerships]]></category>

		<guid isPermaLink="false">http://blog.thinkingdimensionsglobal.com/?p=267</guid>
		<description><![CDATA[Today wraps up our July 2012 blog theme on entering new markets with one last question that is often on the minds and in the discussion of management leading the charge for growth: &#8220;What is the time horizon I should set when entering a new market before expecting to see results in my Income Statement/P&#38;L?&#8221;. [...]]]></description>
			<content:encoded><![CDATA[<p>Today wraps up our July 2012 blog theme on entering new markets with one last question that is often on the minds and in the discussion of management leading the charge for growth: &#8220;What is the time horizon I should set when entering a new market before expecting to see results in my Income Statement/P&amp;L?&#8221;.</p>
<p>The answer to the question starts with setting  the critical few-maximum eight- strategic performance indicators (SPI) which reflect how well the strategy is progressing- taking into account both leading and lagging information.  The expectations must be based on your most accurate strategic assumptions combined with as close to real-time market data as you are able to assemble.  As we have discussed in the last few posts- general data is not enough- rather getting to the specific data needed and blending this with the strategic assumptions resulting in a budget that most responsibly reflects both the opportunities and risks within the new market.</p>
<p>One area you can refer to in validating timing horizions is to compare them with your overall strategic time-frame- when revisiting the time-frame horizons of the company, group, or business unit- how well does that reflect on your expectations within the early stage/emerging market(s)?</p>
<p>The second tool you can use in preparing timing horizons and expectations is in creating a product/market matrix by quarter or year which is linked to a detailed project plan- do the numbers you are predicting in sales correspond with the timing in setting up the infrastructure necessary to serve the target customers?  If you are working with a recently acquired company, a distributor, or JV partner- are their timings to reach key milestones realistic?  Ask to see their assumptions and cross-check them against your own- and where you identify variation initiate a discussion and process to resolve.</p>
<p>Lastly- ensure your risk and protection plans for the new market are both up-to-date and have involved data from the source (internal and external) and departments within your company or group best able to answer the questions of how to mitigate risk in your new target market both short and long-term.  The risk plan is an area in which you need to stress-test the overall project/program to enter the new market- this will be a very valuable tool in setting the time horizons which are realistic for your board and shareholders and the overall performance of the company and new business unit.</p>
<p>Thank you to all for your comments and feedback which are taken very seriously by our editiorial team- we look forward to seeing you visiting shortly for our new August themes.</p>
<p>&nbsp;</p>
<p><em><img title="Scott Newton" src="http://www.thinkingdimensionsglobal.com/images/newton%20photo.jpg" alt="" width="100" height="120" border="0" /> This blog post was authored by Scott Newton, Partner, Thinking Dimensions</em></p>
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		<title>Stop Reacting to Results and Learn to Manage Performance</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=264</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=264#comments</comments>
		<pubDate>Wed, 25 Jul 2012 08:04:02 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[Implementation]]></category>
		<category><![CDATA[Operations]]></category>
		<category><![CDATA[alternatives]]></category>
		<category><![CDATA[company]]></category>
		<category><![CDATA[criteria]]></category>
		<category><![CDATA[Decisions]]></category>
		<category><![CDATA[KPI]]></category>
		<category><![CDATA[linkedin]]></category>
		<category><![CDATA[pelkey]]></category>
		<category><![CDATA[performance indicators]]></category>

		<guid isPermaLink="false">http://blog.thinkingdimensionsglobal.com/?p=264</guid>
		<description><![CDATA[&#160; As CEO&#8217;s seek to understand the performance of their business, they construct elaborate Key Performance Indicators (KPIs), Strategic Performance Indicators (SPIs), or some other &#8220;acronym of measures&#8221; all designed to tell them how the company has performed. While such measures are important, they reflect the &#8220;past tense&#8221; of business performance and, in essence, they [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">As CEO&#8217;s seek to understand the performance of their business, they construct elaborate Key Performance Indicators (KPIs), Strategic Performance Indicators (SPIs), or some other &#8220;acronym of measures&#8221; all designed to tell them how the company has performed.<span style="mso-spacerun: yes;">  </span>While such measures are important, they reflect the &#8220;past tense&#8221; of business performance and, in essence, they are lagging indicators. <span style="mso-spacerun: yes;"> </span>CEOs and consultants advising them are doing a disservice to the organization if they do not demand of the Value-Chain process managers to establish &#8220;leading&#8221; measures that warn of pending performance.</span></p>
<p>&nbsp;</p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">Why is this important? <span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">1) <span style="text-decoration: underline;">Ability to manage verses react</span> too business performance issues</span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">2) <span style="text-decoration: underline;">Speed of corrective action</span> to resolve value-chain performance issues that impact profitability (P&amp;L) and growth.<span style="mso-spacerun: yes;">  </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;">    </span><span style="mso-spacerun: yes;">   </span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="color: #000090; mso-ansi-language: EN-CA;">Manage verse React – </span></strong><span style="mso-ansi-language: EN-CA;">Value-Chain KPIs fall into four basic categories of measures:</span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">1. Quality of Product or Service</span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">2. Timeliness of Delivery</span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">3. Cycle-Time of Production</span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">4. Efficiency (or cost) to Produce, Market and Deliver products.<span style="mso-spacerun: yes;">  </span></span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">The KPI may be called different names, but the business interest for their positive performance remains the same – delivering a quality product or service on time at the target cost.<span style="mso-spacerun: yes;">  </span>It is the value-chain processes and their respective KPIs that provide the appropriate Quality, Timeliness, Cycle-Time and Efficiency performance data (the balanced scorecard) for executive decision-making.<span style="mso-spacerun: yes;">  </span>But, these measures only tell the story of results passed.<span style="mso-spacerun: yes;">  </span><span style="mso-spacerun: yes;"> </span></span></p>
<p>&nbsp;</p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">The sub-element measures of the value-chain processes that cascade up to define a KPI are often insufficient or poorly constructed to help executives or value-chain process owners understand what is causing specific performance of a key KPI. <span style="mso-spacerun: yes;"> </span>When a KPI reflects negative performance and the CEO asks, &#8220;what is the issue causing this performance&#8221;, the responsible party usually notes they will have to investigate further to get an answer.<span style="mso-spacerun: yes;">  </span>Effectively placed measures within sub-value chain processes would negate this problem and afford the responsible executive an answer readily at hand.</span></p>
<p class="MsoNormal">
<p> <em></em><img class="aligncenter" 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" alt="" width="629" height="299" /></p>
<p>&nbsp;</p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">How?<span style="mso-spacerun: yes;">  </span><span style="text-decoration: underline;">Design and install &#8220;in-process&#8221; measures at key risk areas of sub-value chain processes.</span><span style="mso-spacerun: yes;">  </span>Process owners or managers should start by asking, &#8220;what KPI or SPI is my sub-value chain process primarily contributing? For example, if the Out Bound Logistics value-chain element (see diagram above starting from the Michael Porter Value Chain framework) is a key source for the Timeliness of Delivery KPI, then assess where in the flow of the various Out Bound Logistics sub-processes is on-time delivery most at risk?<span style="mso-spacerun: yes;">  </span>Now design and place the appropriate &#8220;in-process&#8221; measures that provide data, and act as a trigger, of potential on-time delivery issues.<span style="mso-spacerun: yes;">  </span></span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">Measures placed at key risk areas of the process provide managers meaningful, and early, insight to the respective KPI or SPI.<span style="mso-spacerun: yes;">  </span>They are managing the performance of the process, and not simply reacting to lagging indicators.<span style="mso-spacerun: yes;">  </span>Sub-value chain early-warning measures should be reviewed frequently to see trends that demand corrective action.<span style="mso-spacerun: yes;">  </span>This data provides more detail of where in the overall value-chain issues have emerged. </span></p>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="color: #000090; mso-ansi-language: EN-CA;">Speed of Corrective Actions </span></strong><span style="color: black; mso-themecolor: text1; mso-ansi-language: EN-CA;">– In-process measures are predictors of end-of-process performance.<span style="mso-spacerun: yes;">  </span>If an <span style="mso-spacerun: yes;"> </span>in-process metric is showing a negative trend (i.e., key paperwork is delayed in the logistic process, or the quality of the paperwork is lacking), it is likely to impact the planned on-time performance.<span style="mso-spacerun: yes;">  </span>When process managers have the ability to see, early, where in the process issues arise, they also know where to pinpoint their corrective action focus faster.<span style="mso-spacerun: yes;">  </span>In reality, if they manage processes via in-process metrics, they can anticipate problems (and CEO questions) and be prepared with a more proactive answer to resolution. <span style="mso-spacerun: yes;"> </span>Mean-time-to-resolution is critical to profitability. </span></p>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="color: #000090; mso-ansi-language: EN-CA;">The Key Learning Point</span></strong><span style="mso-ansi-language: EN-CA;"> – Simply relying on end-of process business measures puts decision-makers in a reactionary position as they lack the data to expeditiously resolve performance issues.</span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-CA;">CEOs and business executives should look at their company&#8217;s key sub-value chain process flows (assuming the flows exist) and see what and where measures exist.<span style="mso-spacerun: yes;">  </span>Likely the measures are on the outputs of the process and not areas within the process where true risk of performance resides. <span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="color: #000090; mso-ansi-language: EN-CA;">Recap – Stop Reacting to Results and Learn to Manage Performance:</span></strong><span style="mso-ansi-language: EN-CA;"><br />
1) Analyze Sub-Value Chain process flows (or define them if they do not exist).<br />
2) Ask what sub-processes have the most impact on the performance of<a name="_GoBack"></a> KPIs/SPIs?<br />
3) Ask where in the sub-process is the desired KPI/SPI performance most at risk?<br />
4) Install appropriate &#8220;in-process&#8221; metrics at high-risk areas of key sub-processes.<br />
5) Start managing performance</span></p>
<p class="MsoNormal"><em> This blog was authored by Keith Pelkey.<br />
</em></p>
<p class="MsoNormal"><span style="font-size: 10.0pt; line-height: 115%; color: #7f7f7f; mso-themecolor: text1; mso-themetint: 128;" lang="EN-US">Other writings related to Process Performance authored by Keith Pelkey<span style="mso-spacerun: yes;">  </span>- Partner, Thinking Dimensions Global</span></p>
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<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><span style="font-size: 10.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #7f7f7f; mso-themecolor: text1; mso-themetint: 128;" lang="EN-US"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><span style="font-size: 10.0pt; line-height: 115%; color: #7f7f7f; mso-themecolor: text1; mso-themetint: 128;" lang="EN-US">Managing Competitiveness Through Product Development<span style="mso-tab-count: 1;">       </span><span style="mso-spacerun: yes;">          </span><span style="mso-tab-count: 2;">                      </span>&#8220;<span style="mso-tab-count: 1;">              </span>&#8220;</span></p>
<p class="MsoListParagraphCxSpMiddle" style="text-indent: -18.0pt; mso-list: l0 level1 lfo1;"><span style="font-size: 10.0pt; line-height: 115%; font-family: Symbol; mso-fareast-font-family: Symbol; mso-bidi-font-family: Symbol; color: #7f7f7f; mso-themecolor: text1; mso-themetint: 128;" lang="EN-US"><span style="mso-list: Ignore;">·<span style="font: 7.0pt 'Times New Roman';">         </span></span></span><span style="font-size: 10.0pt; line-height: 115%; color: #7f7f7f; mso-themecolor: text1; mso-themetint: 128;" lang="EN-US">Seize Control of Your Business Performance<span style="mso-tab-count: 3;">                                 </span><span style="mso-spacerun: yes;">          </span></span><span lang="EN-US"><a href="http://www.thinkingdimensionsglobal.com"><span style="font-size: 10.0pt; line-height: 115%;">www.thinkingdimensionsglobal.com</span></a></span></p>
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		<title>LeisureEurope Case Study: In entering a new market, first decide “where to compete “, then “how to compete”.</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=261</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=261#comments</comments>
		<pubDate>Fri, 20 Jul 2012 14:33:19 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[New Market Entry]]></category>
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		<guid isPermaLink="false">http://blog.thinkingdimensionsglobal.com/?p=261</guid>
		<description><![CDATA[&#8220;LeisureEurope&#8221; is a major boat manufacturer that had been developed a leadership position in Europe for different types of recreational boats. In a period when the overall size of the boat market in Europe was quickly shrinking the company believed the best way to position itself was to enter the USA market. Unfortunately the resources [...]]]></description>
			<content:encoded><![CDATA[<p>&#8220;LeisureEurope&#8221; is a major boat manufacturer that had been developed a leadership position in Europe for different types of recreational boats. In a period when the overall size of the boat market in Europe was quickly shrinking the company believed the best way to position itself was to enter the USA market.</p>
<p>Unfortunately the resources and the investments &#8220;LeisureEurope&#8221; made for several years to enter the USA market were not providing the results the CEO was looking for. Why did this happen?<br />
The CEO asked Thinking Dimensions to indentify the main causes for the poor results and to support the company in implementation of a plan to properly enter the market.</p>
<p>The poor results were  due to the following causes:</p>
<ol>
<li>LeisureEurope started launching products for the USA market without having a clear understanding of the customer needs and of the competition offerings</li>
<li>The USA market was different from European markets:</li>
</ol>
<ul>
<li>The size and the complexity of the USA market was much higher</li>
<li>For the type of products offered by &#8220;LeisureEurope&#8221;, the concept of &#8220;leisure boat&#8221; as intended by the final user was very different</li>
<li>Certain types of recreational boats that practically didn’t exist in Europe, represented an important quota of the total market in the USA</li>
<li>The criteria adopted by the customers (i.e. the retailers) to select their suppliers of boats were different from the one adopted by the European dealers</li>
</ul>
<p>In the first 2 months after the first meeting with the CE0, Thinking Dimensions helped &#8220;LeisureEurope&#8221; answer the following questions:</p>
<ul>
<li>Which are the main competitors in the USA market?</li>
<li>Which distinctive capabilities or product characteristics could  &#8220;LeisureEurope&#8221; offer relatively to the competition?</li>
<li>Which customer segment were actually willing to pay a premium price for these distinctive capabilities or products?</li>
</ul>
<p>The results of the first phase of the project were very surprising for the CEO: it showed &#8220;LeisureEurope&#8221; was competitive in a specific market segment that has not been even considered for the USA.</p>
<p>In  the second phase of the project Thinking Dimensions worked with &#8220;LeisureEurope&#8221; to implement the market entry plan  focusing specifically on the market segment that had been identified.</p>
<p>5 months after the first meeting with the CEO the company was already generating a volume of sales (and margins) far above the expectations of the CEO and the management team</p>
<p>&nbsp;</p>
<p><em><img src="http://www.thinkingdimensionsglobal.com/images/diego%20photo.jpg" alt="" border="0" />This blog post was authored by Diego Miglioranzi, Partner, Thinking Dimensions</em></p>
<p>Feel free to contact the author directly  for questions about this subject.<strong> </strong></p>
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		<title>When you believe  “there is a market there”, first test your assumptions- then enter</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=256</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=256#comments</comments>
		<pubDate>Fri, 20 Jul 2012 12:52:29 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[New Market Entry]]></category>
		<category><![CDATA[Strategy]]></category>
		<category><![CDATA[alternatives]]></category>
		<category><![CDATA[assumptions]]></category>
		<category><![CDATA[company]]></category>
		<category><![CDATA[criteria]]></category>
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		<category><![CDATA[rainati]]></category>

		<guid isPermaLink="false">http://blog.thinkingdimensionsglobal.com/?p=256</guid>
		<description><![CDATA[Many companies combine &#8220;feeling&#8221; with the evidence that a &#8220;bunch of their competitors are already in the market&#8221; and make the fateful decision “we need to go chasing the opportunity, too”! As a second step, they start looking for agents, distributors, or other local parties that can assist in the new market. We call this [...]]]></description>
			<content:encoded><![CDATA[<p>Many companies combine &#8220;feeling&#8221; with the evidence that a &#8220;bunch of their competitors are already in the market&#8221; and make the fateful decision “we need to go chasing the opportunity, too”! As a second step, they start looking for agents, distributors, or other local parties that can assist in the new market.</p>
<p>We call this an opportunistic approach, meaning that  you are making decisions based on gut feeling without really knowing what opportunities and risks are out there in new markets for your company. Maybe it goes well, maybe not.</p>
<p>We believe that a company rarely has the luxury of understanding this only afterwards.</p>
<p>Our experience shows us that companies that <strong>successfully enter new markets</strong> adopt an <strong>analytical and structured approach</strong> to identify whether there is an opportunity in the new market for their specific company and whether the projected result justifies the efforts and the investments to get there.</p>
<p>In order to be able to measure the success of the initiative, <strong>for instance</strong>, you, together with your team, <strong>First</strong> need to <strong>define what would make the new market entry a successful project</strong> at least in terms of level of sales, minimum margin, level of investment.</p>
<p><strong>Secondly</strong>, you want to<strong> understand what type of opportunity (if any) is there in the new market.</strong></p>
<p>To be able to understand this you need to answer 3 sets of questions::</p>
<p>Who are our potential <strong>clients</strong>?</p>
<ul>
<li>What are the segment of clients present in the market?</li>
<li>What is their size?</li>
<li>Where are they geographically located?</li>
<li>What are their buying criteria? And are those any different from those of the home market?</li>
</ul>
<p>&nbsp;</p>
<p>Who are our<strong> competitors?</strong></p>
<ul>
<li>Who are our competitors for each of the identified segments? (those are usually different)</li>
<li>What sort of products do they supply the market with and at what price?</li>
</ul>
<p>&nbsp;</p>
<p>How does our <strong>product position</strong> in the new market?</p>
<ul>
<li>Can we differentiate from our competitors? And if so, how does the new market perceive us? Is the market willing to pay us a premium?</li>
<li>Will our  products be accepted  by the market or would those need to be changed in some way? Is it going to be a big change or a minor one?</li>
<li>What certifications/labels are necessary to be able of selling products?</li>
</ul>
<p>&nbsp;</p>
<p>Only at this point , going back to the goals that you and your team set at the beginning,  will you be able to say whether there is an interesting opportunity for your company in the new market or not.</p>
<p>What we have seen in our experience is through using a systematic process based market approach companies know clearly what to do, where to start from, and where to go to acheive their &#8220;share&#8221; of the market thus avoiding expensive and risky opportunistic trials.</p>
<p><em><img src="http://www.thinkingdimensionsglobal.com/images/Laura-Rainati.jpg" alt="" border="0" />   This blog post was authored by Laura Rainati, Thinking Dimensions<br />
</em></p>
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		<title>Strategic and Operational Decisions on Entering a &#8220;fast growing market&#8221;</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=253</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=253#comments</comments>
		<pubDate>Wed, 18 Jul 2012 09:50:09 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[Implementation]]></category>
		<category><![CDATA[New Market Entry]]></category>
		<category><![CDATA[Operations]]></category>
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		<description><![CDATA[While the growth rates in developed economies are still projected to be sluggish in the next few years, emerging markets are booming and can provide lucrative opportunities for many companies. For example, certain automotive companies are focusing primarily on Brazil, Russia, India and China (BRIC) as they see these nations as the most important sources [...]]]></description>
			<content:encoded><![CDATA[<p>While the growth rates in developed economies are still projected to be sluggish in the next few years, emerging markets are booming and can provide lucrative opportunities for many companies.</p>
<p>For example, certain automotive companies are focusing primarily on Brazil, Russia, India and China (BRIC) as they see these nations as the most important sources of future business growth. China is frequently considered one of the most interesting countries at the moment, given that the China is already one of the largest vehicle markets in the world and is progressively trending upwards even now.</p>
<p><em>What are companies looking for in new markets?</em></p>
<p>Market opportunities, natural resources, talents or tax and investment advantages are all reasons for companies to enter new markets and each of these requires different approaches and different capabilities and competencies. A strategic reason to enter a new market is certainly sales and production capabilities of the firm that can be leveraged in that specific market. One big mistake companies sometimes make is in attempting to enter a new market with their current products and services portfolio convinced they can easily apply the same winning business model used in countries already served. Often this “opportunistic” approach leads to a failure in the new market entry initiative putting and risks placing the parent company in a difficult position to explain to shareholders.</p>
<p><em>What should we consider when entering a new market?</em></p>
<p><strong>Average disposable income </strong>in emerging and early stage markets is usually lower than in developed countries, however, the number of people that are moving towards a higher budget are rapidly increasing. Even if it is true that a lot of people are out of the target reach in emerging markets, it is also true that an enormous number of people will be requesting <span style="text-decoration: underline;">standard lifestyle products</span>.</p>
<p>&nbsp;</p>
<p><span style="text-decoration: underline;">Product offering, approach and business models</span> need to be adjusted to target the right offering for the new “local” consumer.   An interesting example is the new Disney park in Shanghai, PRC, which will open in 2015 and with a total investment of USD 3.84 billion- Disney has spent several years studying closely the needs and desires of their target customers and adapted the world renowned Disney brand and formula to best attempt to fit the exacting requirements of the market (<a href="http://traveldailynews.asia/news/article/49985/the-future-disneyland-shanghai-will" target="_blank">see article here</a>).  Entering a new market means knowing which products, what price, and what distribution channel(s) need to be used. Partnering with local companies (e.g. distributors) can be a good way to enter a new market, develop knowledge, and share new market entry risk.</p>
<p>&nbsp;</p>
<p>A company we assisted in entering a new market recently set the first step in place developing a collaboration with a local distributor. In a few months (less than one year) the company was able to identify which formula of competitive advantage was mostly valuable in that market, which sales distribution channels were more appropriate and have a clear understanding on both the local buying criteria and the (different) process. As a second step, the company moved to a proprietary distribution channel having all the necessary capabilities and competencies available and confidence from the board that the ROI would meet targets.</p>
<p>&nbsp;</p>
<p>Emerging and early stage markets are indeed enticing- completing thorough research systematically and setting place the right capability investments together with the best emphasis products and channels will increase the risk of success- something all shareholders want to hear and can trust in.</p>
<p><img src="http://m1.licdn.com/mpr/mpr/shrink_100_100/p/2/000/003/1ca/0e72176.jpg" alt="Luca Girotto" width="100" height="100" /> <em>This post was authored by Luca Girotto, Consultant, Thinking Dimensions. </em></p>
<p><em>Luca is currently based in the Italy offices of Thinking Dimensions and has worked on series of projects related to APEC, North Africa, and Latin America.</em></p>
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		<title>Entering emerging and early stage markets- why strategic assumptions matter</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=240</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=240#comments</comments>
		<pubDate>Mon, 16 Jul 2012 02:41:04 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[Implementation]]></category>
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		<guid isPermaLink="false">http://blog.thinkingdimensionsglobal.com/?p=240</guid>
		<description><![CDATA[As &#8220;traditional&#8221; economies for many companies are stalling for growth a common theme for many organizations is to look towards emerging and early stage markets. The allure of emerging and early stage markets are the potential for &#8220;double and triple&#8221; digit growth with seemingly strong demand for years to come. Further enticement comes frequently from [...]]]></description>
			<content:encoded><![CDATA[<p>As &#8220;traditional&#8221; economies for many companies are stalling for growth a common theme for many organizations is to look towards emerging and early stage markets. The allure of emerging and early stage markets are the potential for &#8220;double and triple&#8221; digit growth with seemingly strong demand for years to come.  Further enticement comes frequently from executives who visit the target countries and witness strong business to business and end consumer demand at price levels which at first glance can seem more lucrative than home based markets.  The last step which leads many organizations to choose to emphasize emerging/early stage markets for entry are frequently statistics about GDP growth and disposable income trends (increasing)- which are indeed very interesting.</p>
<p>A  number of our clients have achieved considerable success in both emerging and early stage markets- and while implementation challenges and resources demands are not easy to resolve- the proper initial screening at the strategic level can mitigate some risks and allow the company to focus on a <strong>few target areas</strong> where they have a higher probability to achieve bold growth.</p>
<p>One of the first steps in creating a portfolio strategy for entering emerging and early stage markets  is to create strategic assumptions (if you have not already done so a good step in understanding what we mean by this is to read the blog post by my colleague Tim Lewko <a href="http://http://blog.thinkingdimensionsglobal.com/?p=236" target="_blank">here).</a></p>
<p>The error we see many organizations make is to assume that general level growth (i.e. GDP, disposable income) will naturally translate into demand for the products and services they would like to sell in that particular market.  Assumptions about demand are not frequently made visible and even more rarely are they validated with real current data.  The error is even further compounded by not making clear the implications of the assumptions- and testing them in the target market.</p>
<p>The risk of error can be reduced by 3 steps:</p>
<p>1) Distilling down to the few critical strategic assumptions which really matter for your business.  The growth of GDP is not good enough.  The number of housing starts are not good enough.  Disposable income is not an acceptable indicator.  Push yourself and your team to really find the assumption and the data to validate or invalidate the assumption which will lead you to a reasonable implication that you can use to make decisions.</p>
<p>2) Validate and re-validate the data.  Buying reports are not the only answer- and certainly cannot be relied on.  Put people on the ground in the market, and have them use a structured process together with local support to gather, sort, organize, analyze, and verify information you and your executive team will use to take the most effective actions.  <strong>Do  not rely only on a local distributor or agency- even if you are considering an exclusive with them in the market- you need hard, objective, third party data.</strong></p>
<p>3) Review on a regular basis and be ruthlessly honest  in your reviews. Emerging and early stage markets are experiencing a rate of change at a far higher velocity than what we are used to in business.  Be prepared to change and adjust your course based on the new information that becomes available.  Do not allow this information to hide from the leadership team, or permit your leadership team to deny intellectually what is going on in the market.</p>
<p>&nbsp;</p>
<p>Entering emerging and early stage markets are both exciting and challenging- there can also be a premimum valuation attached to your company or comapnies if you are good at it.  The use of structured processes and systematic tools together with both your current team and local expertise will help you in outperforming your competitors and the market.</p>
<p>&nbsp;</p>
<p><a href="http://blog.thinkingdimensionsglobal.com/wp-content/uploads/2012/07/Office.jpg"><img class="alignleft  wp-image-245" title="Scott Newton" src="http://blog.thinkingdimensionsglobal.com/wp-content/uploads/2012/07/Office-300x225.jpg" alt="" width="178" height="133" /></a><em> </em></p>
<p>&nbsp;</p>
<p><em>    This blog post was authored by Scott Newton, Partner, Thinking Dimensions<br />
</em></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>How to End the Nonsense of 5 Year Strategic Plans: Develop Strategic Assumptions and Implications to Robustly Test and Guide Executive Decision Making to Deal with Changes</title>
		<link>http://blog.thinkingdimensionsglobal.com/?p=236</link>
		<comments>http://blog.thinkingdimensionsglobal.com/?p=236#comments</comments>
		<pubDate>Fri, 13 Jul 2012 22:09:53 +0000</pubDate>
		<dc:creator>Scott Newton</dc:creator>
				<category><![CDATA[New Market Entry]]></category>
		<category><![CDATA[Strategy]]></category>
		<category><![CDATA[alternatives]]></category>
		<category><![CDATA[assumptions]]></category>
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		<category><![CDATA[leadership]]></category>
		<category><![CDATA[lewko]]></category>
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		<category><![CDATA[strategic assumptions]]></category>

		<guid isPermaLink="false">http://blog.thinkingdimensionsglobal.com/?p=236</guid>
		<description><![CDATA[Most senior organizations continue to fall into the same traps of having a strategic &#8220;plan&#8221; that is: A. Static: It is not used to guide decision making on a &#8220;daily basis&#8221; &#8211; essentially it sits on the shelf B. Too Long - Have succumbed to the idyllic alternative of a 5 year planning horizon because [...]]]></description>
			<content:encoded><![CDATA[<p>Most senior organizations continue to fall into the same traps of having a strategic &#8220;plan&#8221; that is:</p>
<p><strong>A. Static: </strong>It is not used to guide decision making on a &#8220;daily basis&#8221; &#8211; essentially it sits on the shelf</p>
<p><strong>B. Too Long </strong>- Have succumbed to the idyllic alternative of a 5 year planning horizon because it sounds right</p>
<p><strong>C. Void of Strategic Assumptions – </strong>No visible thinking of how the executive team believes the world will unfold during their watch and the absence of implications tied to decision making</p>
<p><strong>D. Not Regularly Tested</strong> – By the executive team through at least quarterly strategic dialogue validations</p>
<p>The danger of the above pitfalls are that the organization is operating off de facto strategic assumptions and implications – the executive team is not aligned and are most likely thus operating with differing strategic assumptions formed on an individual or &#8220;adhoc&#8221; group basis.  Gaps in assumptions lead to poor or no strategic decisions being made that steer the company in the direction it collectively needs to go.</p>
<p>&nbsp;</p>
<p>A Solution:</p>
<p>1. Gather your executive team together and have them come up with the 3-5 (no more) most important and most probable assumptions that they believe will affect your industry. The critical few assumptions when you distill them down must be directly impacting the SUPPLY, DEMAND or TECHNGOLOGY aspects of your industry.</p>
<p>2. Have your team write out strategic assumptions with a format that must include the terms &#8220;INCREASE&#8221;, &#8220;DECREASE&#8221; or &#8220;STAYS THE SAME&#8221; – thus having an output which reads as a Foreseeable trend.  Ensure fy each assumption is quantified with an order of magnitude number range: EXAMPLE- &#8220;Mobile phone users will increase by 20-40% in Brazil&#8221;</p>
<p>3. Have the team note the probably of the assumption occurring – HIGH (greater than 75%), MEDIUM (50-75%) and LOW ( less than 50%)</p>
<p>4. Have them &#8220;draw&#8221; a graph of the magnitude of change against the time period the team feels comfortable estimating  &#8211; most likely they are comfortable predicting forward 1 – 3 years at most.</p>
<p><em>A brief Side Note: Assumptions are valid for the (your) ENTIRE industry – thus apply to your company and everyone else – they are the macro view of the drivers of the industry and profitability</em></p>
<p>5. For each of the assumptions that &#8220;make the grade&#8221; develop strategic implications for them – implications are decisions or actions your company must weigh on to profitably position and exploit (or mitigate) the impacts on your PRODUCT, MARKETS and CAPABILITIES. The scenarios then need to be quantified against your P&amp;L.</p>
<p>&nbsp;</p>
<p>The output should look something similar to the illustration below:</p>
<p>&nbsp;</p>
<p><em>Illustration Thinking Dimensions Blog July 14th 2012: Strategic Assumptions and their Impact </em></p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>When you complete this strategic meeting with your team you will:</p>
<p>1. Be surprised at the collective level of knowledge your team holds</p>
<p>2. Realize that trying to project more than five years out strategically is very difficult ( for the majority of industry)</p>
<p>3. Recognize the need to test assumptions quarterly through regular strategic dialogue</p>
<p>4. Understand the rationale for your strategic decision and implications will be clearer</p>
<p>5. Identify where gaps and &#8220;different viewpoints&#8221; can be harnessed and aligned</p>
<p><img 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" alt="" /><em>This blog was authored by Tim Lewko, Partner, Thinking Dimensions</em></p>
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