<?xml version="1.0" encoding="UTF-8" standalone="no"?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:gd="http://schemas.google.com/g/2005" xmlns:georss="http://www.georss.org/georss" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-7003093089877212765</atom:id><lastBuildDate>Tue, 21 Jul 2026 17:26:42 +0000</lastBuildDate><category>social</category><category>business</category><category>design</category><category>business planning</category><category>collaboration</category><category>entrepreneurship</category><category>Blog</category><category>D4SB</category><category>analyzing</category><category>apps</category><category>data</category><category>innovation</category><category>thinking</category><category>tools</category><category>Calendar</category><category>Europe</category><category>business model</category><category>caldas</category><category>concepts</category><category>course</category><category>discussion</category><category>grameen creative lab</category><category>reflexions</category><category>research</category><category>social business</category><category>social enterprise</category><category>theory</category><category>wiki</category><category>Bloggers</category><category>BoP</category><category>FeedBurner</category><category>Feeds</category><category>Holistic</category><category>Milan</category><category>Optimizing</category><category>RUMA</category><category>Rss</category><category>adidas</category><category>bond</category><category>book</category><category>cascina</category><category>case study</category><category>centric</category><category>chulha</category><category>colombia</category><category>complexity</category><category>comunication</category><category>content</category><category>critique</category><category>cuccagna</category><category>emergence</category><category>envonment</category><category>esterni</category><category>festival</category><category>film</category><category>google</category><category>gravity</category><category>human</category><category>ideo</category><category>ied</category><category>interface</category><category>map</category><category>measuring</category><category>media</category><category>methodology</category><category>mind</category><category>mobile</category><category>moodle</category><category>movement</category><category>muhammad</category><category>network</category><category>nonprofit</category><category>on-line</category><category>online</category><category>opportunities</category><category>phillips</category><category>phone</category><category>pilot</category><category>policy</category><category>principles</category><category>problems</category><category>process</category><category>product</category><category>project</category><category>protocol</category><category>public</category><category>pyramid</category><category>reverse engineering</category><category>rigour</category><category>services</category><category>space</category><category>stove</category><category>strategy</category><category>tracking</category><category>usability</category><category>veolia</category><category>welfare</category><category>working</category><category>yunus</category><title>Social Business Talks</title><description>A community interested in discussing and developing design as a tool for social business. </description><link>http://socialbusinesstalks.blogspot.com/</link><managingEditor>noreply@blogger.com (Barbara Elias da Rocha)</managingEditor><generator>Blogger</generator><openSearch:totalResults>44</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-67676591635614227</guid><pubDate>Tue, 11 Sep 2012 09:44:00 +0000</pubDate><atom:updated>2012-09-11T11:48:00.967+02:00</atom:updated><title>I've got a plan!</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;br /&gt;
&lt;div class="p1"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://iprd.org.uk/wp-content/uploads/2011/02/System-Change-Ahead-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://iprd.org.uk/wp-content/uploads/2011/02/System-Change-Ahead-2.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
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By now it is crystal clear for me that I want to help people. I have understood&amp;nbsp;&lt;span class="s1"&gt;&lt;a href="http://edgeryders.ppa.coe.int/share-your-ryde/mission_case/life-journey"&gt;where this will comes from&lt;/a&gt;&lt;/span&gt;&lt;span class="s2"&gt;&amp;nbsp;&lt;/span&gt;and know I need to translate it into a plan of actions. Before I start explaining this plan I would like to point out that 'making a living by making a difference' isn't just about giving but also receiving. Now it is&amp;nbsp;&lt;span class="s1"&gt;&lt;a href="http://www.stephengpost.com/"&gt;scientifically proven&lt;/a&gt;&lt;/span&gt;, solidarity acts on brain chemistry like a&lt;i&gt;vitamin&lt;/i&gt;&amp;nbsp;of health and personal fulfillment. This brings me to Rousseau's 'Social Contract' in which the author declares “Man was born free, and he is everywhere in chains” and also to the word crisis (from the Greek –&amp;nbsp;&lt;i&gt;krisis&lt;/i&gt;) that also means 'testing time'. Let's make use of the ability to attune ourselves with others (empathy, compassion) and the willingness to help (supportive gestures) – that seem to be intrinsic to human nature – to rethink our future and build a society that promotes cooperation.&lt;/div&gt;
&lt;div class="p1"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="p2"&gt;
To do so it is important to understand the purpose of Business,&amp;nbsp;&lt;i&gt;that&lt;/i&gt;&amp;nbsp;in which we allocate the majority of our time and energy. Business (from 'bisig', busy + ness; 'sense of work, occupation') is the origin and capitalism the engine we've created triggering prosperity and progress. Quoting Polly LaBarre, we need to&amp;nbsp;&lt;a href="http://blogs.hbr.org/cs/2012/02/reimagining_capitalism.html"&gt;&lt;span class="s1"&gt;“reimagine a profoundly principled, fundamentally patient, and socially accountable capitalism”&lt;/span&gt;&lt;/a&gt;.&lt;/div&gt;
&lt;div class="p2"&gt;
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&lt;div class="p2"&gt;
That is exactly where I stand. At the intersection between people and businesses. On the one side, through human centered approach putting human needs at the forefront, finding people's desires and wishes, and discovering their aspirations often articulated by latent needs. And on the other side, helping organizations redefine themselves through reconceiving products and services, redefining productivity in the value chain, and building clusters and framework conditions in order to provide real value to the user by solving social problems. This is the foundation of long-term capitalism along with the notion of 'shared value'.&lt;/div&gt;
&lt;div class="p2"&gt;
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&lt;div class="p2"&gt;
This paradigm shift affects all three sectors: public, private and third. Public needs to regulate minimum (high) standards setting the stage for private and third to compete. Even if non-profits still need to emerge as professional organizations (aka social businesses) capable of facing fierce markets, these often already have the appropriate mind-set. Whereas due to their flexibility, companies can create sustainable and scalable solutions to many social problems in ways that governments and NGOs cannot. This is why recent collaborations between multinational corporations (MNCs) and non-governmental organizations (NGOs) have resulted in innovation of disruptive products and services. MNCs and NGOs have very different core 'businesses' which are highly compatible since the first is excellent at doing business and the second has extensive information about the needs of a specific target population.&lt;/div&gt;
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&lt;div class="p2"&gt;
My idea is to be a facilitator / translator at the center of this triangle, bringing together foundations and CSR departments (for now), non-profits, and ministries. It is the promotion of a greater well-being rather than a single-minded pursuit of growth and profits stimulating a strong sense of community that will generate coopetition (healthy competition) and therefore social innovation. This is the level I found myself to be most profitable, especially in the actual European context filled of opportunities.&lt;/div&gt;
&lt;div class="p2"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="p2"&gt;
Hopefully this is what I am developing at&amp;nbsp;&lt;a href="http://www.soulsight.es/"&gt;&lt;span class="s1"&gt;Soulsight&lt;/span&gt;&amp;nbsp;–a strategic design consultancy from Madrid–&lt;/a&gt;&amp;nbsp;in which I am currently working.&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
</description><link>http://socialbusinesstalks.blogspot.com/2012/09/ive-got-plan.html</link><author>noreply@blogger.com (Tiago)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-4210028401667980466</guid><pubDate>Mon, 11 Jun 2012 09:19:00 +0000</pubDate><atom:updated>2012-06-11T11:25:24.348+02:00</atom:updated><title>Redefining Capitalism Through Design Thinking and Creating Shared Value</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;br /&gt;
&lt;div style="margin-bottom: 0in;"&gt;
&lt;/div&gt;
&lt;div style="text-align: left;"&gt;
&lt;span style="color: #333333; font-family: Times, 'Times New Roman', serif;"&gt;Corporate
Social Responsibility (CSR) has been around since the late 1960 and
early 1970, when multinational corporations (MNC) introduced the term
stakeholder, meaning those on whom the activities of an organization
have an impact.&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: #333333; font-family: Times, 'Times New Roman', serif;"&gt;CSR functions as an built-in self-regulated mechanism aiming at covering the responsibility of a company's actions and promote a positive impact through their activities on environment, consumers, employees, communities, stakeholders and all other members of the public sphere that can also be considered as stakeholders.&lt;/span&gt;&lt;br /&gt;
&lt;span style="color: #333333; font-family: Times, 'Times New Roman', serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style="margin-bottom: 0in;"&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://upload.wikimedia.org/wikipedia/commons/6/67/CSR_framework_-_value1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://upload.wikimedia.org/wikipedia/commons/6/67/CSR_framework_-_value1.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style="color: #333333; font-family: Times, 'Times New Roman', serif;"&gt; Critics argue that CSR distracts from the
economic role of businesses, while others argue that CSR is just a
facade or an attempt by governments to control powerful multinational
corporations. Moreover, in the neoclassical thought, the narrow
perspective of capitalism, it is considered that companies contribute
to society by generating a profit, which supports employment, wages,
purchases, investments and taxes. Milton Friedman argues that the
conduct of business as usual, is a sufficient social benefit.&lt;br /&gt; Two
decades of incentives on consumers to buy more and more, increased
competition, the short-term pressure from shareholders has led to
waves of restructuring, downsizing and relocating businesses to
low-costs regions resulting in commoditization, price competition,
little innovation, slow organic growth, and the loss of a clear
competitive advantage. Communities where businesses operate
eventually receive little benefit, even as MNCs profits increase.&lt;br /&gt;&lt;br /&gt; A
business needs a successful community, not only to create demand for
their products, but also to provide essential public goods and
infrastructure support. A successful community needs businesses to
provide jobs and wealth creation opportunities for its
citizens.&lt;br /&gt; Shared Value Creation (CSV), which focuses on the
relationship between economic and social progress, is inevitable and
might probably trigger the next wave of global growth. As governments
and NGOs, companies should also focus on solving social problems.
This will require cross-sector collaborations - nonprofit, public,
for profit- and the creation of new organizational hybrid
models.&lt;br /&gt;There are three main strategies to create shared value:
reconceiving products, services and markets, redefining productivity
in the value chain and enabling the development of local
clusters.&lt;br /&gt;&lt;br /&gt; At Soulsight, we use design thinking to understand
the needs of people, and from a broader perspective, to solve social
problems. We do this by collaborating with different types of
organizations from different sectors and co-developing new services
and organizational models. In a context of crisis, our human centered
approach is a predominant response to value creation. Therefore, it
seems natural to put our holistic and creative process at the service
of CSV, as it is fundamentally aligned with the purpose of Soulsight:
make our world a better place!&lt;br /&gt; Still, there is a significant lack
of structure as companies are still trapped in the old mind-set,
believing that social problems must be addressed in the periphery of
their business models and not at the center. However, the concept of
CSV, has attracted a growing number of MNCs such as General Electric,
Google, IBM, Intel, Johnson &amp;amp; Johnson, Nestle, Unilever and
Wal-Mart as they sense it can be competitive advantage of the
future.&lt;br /&gt;&lt;br /&gt;So... what are you doing?&lt;/span&gt;&lt;/div&gt;
&lt;div style="margin-bottom: 0in;"&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2012/06/redefining-capitalism-through-design.html</link><author>noreply@blogger.com (Tiago)</author><thr:total>5</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-168820252734295915</guid><pubDate>Thu, 12 May 2011 00:06:00 +0000</pubDate><atom:updated>2011-05-15T19:48:51.326+02:00</atom:updated><title>Bienestar - Reverse engeneering a Business Plan</title><description>&lt;div style="width:425px" id="__ss_7932123"&gt; &lt;strong style="display:block;margin:12px 0 4px"&gt;&lt;a href="http://www.slideshare.net/oscaranibalpozuelos/01-bienestar-reverse-engeneering" title="Bienestar - Reverse Engeneering"&gt;Bienestar - Reverse Engeneering&lt;/a&gt;&lt;/strong&gt; &lt;iframe src="http://www.slideshare.net/slideshow/embed_code/7932123" width="475" height="355" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"&gt;&lt;/iframe&gt; &lt;div style="padding:5px 0 12px"&gt; View more &lt;a href="http://www.slideshare.net/"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/oscaranibalpozuelos"&gt;Oscar Pozuelos&lt;/a&gt; &lt;/div&gt; &lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;What makes a business successful? What is the economic model to follow in order to make a business work? What assumptions should be done?  In our final lecture on business planning we tried to figure out all of these questions as well as many others. For this we tried to reverse analyze a business plan.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;span class="Apple-style-span"&gt;What is reverse engeneering?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;During our Colombia trip we are going to be working on a project that has already started in the region of Caldas: &lt;b&gt;Bienestar.&lt;/b&gt; This social business tries to grant access to primary healthcare to the poorest of the poor. It is a type of insurance in which people enroll paying for their membership to the plan, to later receive big discounts when they visit the doctor. One may say it's economy of scale, doctors receive less money for each visit, but in return they get more visits. Thinking on this, everybody wins.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;But how do we know if people are willing to pay? How do we know if the doctors are willing to charge less? In that sense, how do we know if the model is going to work? After several conversations with the people putting up the project, we saw that they didn't have a structured idea of how this business would become economically sustainable, so it was hands on!&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;This is when reverse engineering came into action. For this to happen, we started to do collaborative desktop research, looking for important facts and data (relevant to healthcare and economy) of the region where the business is implemented. This was crucial, since it gave us an overview of the set in which this business is being implemented and it gave us a solid ground in which to base our own assumptions.  After having all of the information within our hands, we researched for other business plans and tried to figure out the economic engine of this concrete case.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In this case we analyzed how this membership would benefit the patients (making them save money on healthcare) the doctors (making them make more money) and Bienestar (becoming economically sustainable). After finding some key parameters and making some assumptions based on our findings, we developed the economic engine, and, in fact we discovered this business model was viable. The economy of scale worked both ways (patients &amp;amp; doctors) and if the Bienestar project reaches the goals it has in mind, it would become economically sustainable, making it a successful business.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;For us this was an important step, since it gave us a way of dealing with a business plan in which the economic engine is constructed from scratch (even if the business is already running) this can modify the way the business has been operating so far since it gives them key data that helps them to become economically viable. This can modify the strategy, the potential target, and even the organization of the whole business. In other words, the reverse analyzing can put a business back on track.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In that sense, this exercise also gave us the ability to think about the economics within a business in order to make it successful, and this can be applied to any case that we may have in our hands. Our research and knowledge gave us the tools to think about a different approach in the construction of a business model, analyzing it and going to its core.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;This is still work in progress and we still need to develop it further and confirm our own assumptions while on site. But at the moment we think we are in the right path.  &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Thanks Alberto! &lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/05/bienestar-reverse-engeneering-business.html</link><author>noreply@blogger.com (oscar.pozuelos)</author><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-7313511617442524251</guid><pubDate>Tue, 10 May 2011 15:52:00 +0000</pubDate><atom:updated>2011-05-10T21:02:46.082+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">caldas</category><category domain="http://www.blogger.com/atom/ns#">D4SB</category><category domain="http://www.blogger.com/atom/ns#">grameen creative lab</category><category domain="http://www.blogger.com/atom/ns#">Holistic</category><category domain="http://www.blogger.com/atom/ns#">movement</category><category domain="http://www.blogger.com/atom/ns#">social business</category><title>What is a Holistic Social Business Movement according to the Grameen Creative Lab?</title><description>&lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica; min-height: 14.0px"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-tab-span" style="white-space:pre"&gt;  &lt;/span&gt;&lt;iframe src="http://player.vimeo.com/video/17839188?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="400" height="225" frameborder="0"&gt;&lt;/iframe&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;a href="http://vimeo.com/17839188"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;GSBS 2010 Day 2 Governer of Caldas&lt;/span&gt;&lt;/a&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt; from &lt;/span&gt;&lt;a href="http://vimeo.com/grameencl"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;The Grameen Creative Lab&lt;/span&gt;&lt;/a&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt; on &lt;/span&gt;&lt;a href="http://vimeo.com/"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;Vimeo&lt;/span&gt;&lt;/a&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;.&lt;/span&gt;&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;Let's step back and breakdown this appealing "&lt;/span&gt;&lt;span class="Apple-style-span"  style=" ;font-size:small;"&gt;Holistic Social Business Movements" (HSBM) &lt;/span&gt;&lt;span class="Apple-style-span"  style=" ;font-size:small;"&gt;title so that we all start from the same page. &lt;/span&gt;&lt;/p&gt;&lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style=" ;font-size:small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica; min-height: 14.0px"&gt;&lt;b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;Holistic&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;: e&lt;/span&gt;&lt;span class="Apple-style-span"  style=" -webkit-border-horizontal-spacing: 5px; -webkit-border-vertical-spacing: 5px; font-family:Arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;mphasizing the importance of the whole and the interdependence of its parts.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;Social&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;: &lt;/span&gt;&lt;span class="Apple-style-span"  style=" ;font-family:Arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;concerning or belonging to the way of life and welfare of people in a community.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;Business&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;: &lt;/span&gt;&lt;span class="Apple-style-span"  style=" ;font-family:Arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;an industrial, commercial, or professional operation; purchase and sale of goods and services.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;Movement&lt;/span&gt;&lt;/b&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;: a&lt;/span&gt;&lt;span class="Apple-style-span"  style=" -webkit-border-horizontal-spacing: 5px; -webkit-border-vertical-spacing: 5px; font-family:Arial;"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt; series of actions and events taking place over a period of time and working to foster a principle or policy.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;span class="Apple-style-span"  style="font-family:Arial;"&gt;&lt;span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 5px; -webkit-border-vertical-spacing: 5px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;b&gt;The idea is to focus on a region and create the right environment in which social businesses can thrive while having the unique goal of eradicating poverty in a whole region through different aspects of social business (SB).&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica; min-height: 14.0px"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;After some early experience and valuable knowledge, the &lt;a href="http://www.grameencreativelab.com/"&gt;Grameen Creative Lab&lt;/a&gt; (GCL) has established a logical progression which seems to be based on three steps. &lt;/span&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;First step is the creation of a micro finance network served by the Grameen Bank. &lt;/span&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;Second step is the development of &lt;/span&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;social businesses with special focus on SMEs. &lt;/span&gt;Third step is the establishment of the HSBM creating impact on a whole region through social business.&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica; min-height: 14.0px"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;In theory the challenge of creating a self-sustainable ecosystem that supports social development works flawlessly. On the one hand, considering &lt;a href="http://socialbusinesstalks.blogspot.com/2011/05/building-social-business.html"&gt;professor Yunus's 7 principals&lt;/a&gt;, the capital initially invested for the birth of social businesses is payed back to investors and reinvested for the creation of other social businesses forming an ongoing cycle. On the other hand many ideas need to be generated so pilot testing can be done and social businesses can be reviewed and redesigned. This is precisely what the &lt;a href="http://www.d4sb-master.com/"&gt;D4SB team&lt;/a&gt; is going to do by collaborating with GCL and going to Caldas (Colombia) from the 16th of May to the 4th of June 2011. &lt;/span&gt;&lt;/p&gt;&lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica; min-height: 14.0px"&gt;&lt;br /&gt;&lt;/p&gt; &lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;The way I see it is that SB networks have many players, therefore how will it be possible to evaluate something that is inside a such complex network? How to measure social impact and its evolution? And how to know if the chosen path is the correct one? These are some of the first questions which I'm guessing some might be answered with some practical experience.&lt;/span&gt;&lt;/p&gt;&lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style="margin: 0.0px 0.0px 0.0px 0.0px; font: 12.0px Helvetica"&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;So let's start designing and redesigning social business!&lt;/span&gt;&lt;/p&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/05/what-is-holistic-social-business.html</link><author>noreply@blogger.com (Tiago)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-7666031196636603787</guid><pubDate>Tue, 10 May 2011 00:22:00 +0000</pubDate><atom:updated>2011-05-10T18:13:56.329+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">adidas</category><category domain="http://www.blogger.com/atom/ns#">book</category><category domain="http://www.blogger.com/atom/ns#">business model</category><category domain="http://www.blogger.com/atom/ns#">muhammad</category><category domain="http://www.blogger.com/atom/ns#">principles</category><category domain="http://www.blogger.com/atom/ns#">social business</category><category domain="http://www.blogger.com/atom/ns#">veolia</category><category domain="http://www.blogger.com/atom/ns#">yunus</category><title>Building social business</title><description>&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbmf5QzWZtwPHd2bRxqkP_x8NTGgDDBnJRBgCIqvzdCOlOiG0Uaw9eTTGa7dEId01Y_-QXG6SGpC51z3sd207bw032KiDmgoSyZQIMoonQLqO9Pt6GzSmmKNdzac_aPPRildqhxHUj4gc_/s1600/BuildingSocialBusiness-197x300.jpeg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 131px; height: 200px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbmf5QzWZtwPHd2bRxqkP_x8NTGgDDBnJRBgCIqvzdCOlOiG0Uaw9eTTGa7dEId01Y_-QXG6SGpC51z3sd207bw032KiDmgoSyZQIMoonQLqO9Pt6GzSmmKNdzac_aPPRildqhxHUj4gc_/s200/BuildingSocialBusiness-197x300.jpeg" border="0" alt="" id="BLOGGER_PHOTO_ID_5605121396796212546" /&gt;&lt;/a&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgt_B4r_6Fbir_Hg3MEP9CirL-hqGsp8dK77nEzIH2Q7Jocu87XAPWuUfmBeOSd2sonbfaDzcSD1NcOKLmHENvWBbfp_ClLinCCfqlda3A5jiNow6cqvHMgcb03l5XKmYIGrIp00iHpI3n/s1600/BuildingSocialBusiness-197x300.jpeg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;/a&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQpvQSRf35q12bnN4RZzwhk_5q5jArGCfxvKe_A8QMpDI4YRvHnjVg2ZaR5JbI-bE1woZRfGaRcRgWR3ZiU9sLw_qrn3EvuF1y_aF_zIAARPHBKou9qC7ne5yVGtSflUWvjx3NBvBIISiU/s1600/BuildingSocialBusiness-197x300.jpeg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;/a&gt;Read by many, discussed by many more, took in consideration by some, denied by others, the social business concept designed by Muhammad Yunus has in my opinion at least one good starting point: it tried to change for the better the life of many poor people. &lt;div&gt;&lt;br /&gt;The book outlines the important contribution of ‘social businesses’ in solving social issues that couldn’t be overcome via traditional models, giving examples and case studies of big corporations that embraced the concept and tried to give some answers to several social challenges of nowadays. But it reaches also the entrepreneurial spirit of each of us animated with idealistic dreams of changing something within the fixed structure we live in, by initiating small social businesses where there is need and dedicate time and energy to a cause worth fighting for.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;The concept of social business got structured in the eyes of prof. Muhammad Yunus by looking at the business world from a different perspective: not only a personal gain but also a help to others, built and developed on the selfless part of human nature. So, the social cause remains the main objective and the business frame gives the opportunity to extend the life of the initial investment, because social business is not a not-for-profit entity, it’s not a normal dividend company nor a simply provider of product and services adapted for poor areas. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;It’s a new idea turning into a business that has 7 principles at the core: &lt;/div&gt;&lt;div&gt;&lt;ol&gt;&lt;li&gt;&lt;i&gt;A social objective.&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Financial and economic sustainability.&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Investors get back only their original investment. &lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Profit stays within the company for expansion. &lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;The company will be environmentally conscious. &lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;The workforce is better paid that standard conditions. &lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;It will always be done with joy.&lt;/i&gt;&lt;/li&gt;&lt;/ol&gt;&lt;/div&gt;&lt;div&gt;Looks unreal? For some big names as Veolia Water, Adidas, BASF, Otto Gmbh, Danone, Intel Corporation became a reality, organizing social businesses around most pressing needs of poor people, most of them in Bangladesh. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;All 9 chapters deal with how to launch a social business, legal and financial frameworks underpinning a social business, creating the infrastructure for successful growth within a social business, and some of the problems in establishing and scaling a social business. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;I am still figuring out what it works and what should be changed in the model, but I think that we should stick to the best part of it: let’s believe and try to build a world we feel happy about!&lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/05/building-social-business.html</link><author>noreply@blogger.com (Simona Dan)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" 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Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt; /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Tabella normale"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-qformat:yes; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;}&lt;/style&gt; &lt;![endif]--&gt; &lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;An important part of this master is to learn how to apply the Design Thinking approach into the Social Business context. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;“Design thinking is a human-centered approach to innovation that draws from the designer's toolkit to integrate the needs of people, the possibilities of technology, and the requirements for business success.” —Tim Brown, president and CEO of &lt;b style="color: black;"&gt;&lt;a href="http://www.ideo.com/"&gt;IDEO&lt;/a&gt;&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;With the aim to achieve our goal of creating design solutions for the BOP, we have been working with Marta Lago-Arenas , an engineer and designer from &lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;a href="http://www.gravity-europe.net/"&gt;Gravity&lt;/a&gt;&lt;/b&gt; Spain, a design firm that uses the following Design Thinking process based on Human Centric Innovation:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="" height="143" 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" width="400" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: x-small;"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Understanding &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Wingdings;"&gt;&lt;span&gt;à&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US"&gt; Observe &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Wingdings;"&gt;&lt;span&gt;à&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US"&gt; Synthesis &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Wingdings;"&gt;&lt;span&gt;à&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US"&gt; Ideation &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Wingdings;"&gt;&lt;span&gt;à&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US"&gt; Prototyping &lt;span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US" style="font-family: Wingdings;"&gt;&lt;span&gt;à&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US"&gt; Test&lt;span&gt;  &lt;/span&gt;(image by Gravity)&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;For now, we have been &lt;span style="mso-spacerun: yes;"&gt; &lt;/span&gt;working on the first two phases of this scheme and will continue with the rest when we meet Marta again in June.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;The preliminary step to a innovation driven project is to adopt some good practices such as team empathy and capacity to develop a shared point of view, a dedicated and organized workspace where visual and analog working methods can take place, the use of storytelling to communicate and an optimized time plan for the project.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;We then start debriefing and an initial desktop research is done to gather information on the subject, understand the challenge and prepare for the field research. &lt;span style="mso-spacerun: yes;"&gt;&lt;/span&gt;With this preliminary output in hand, it is key to set a human centered goal that is nor too wide nor too narrow.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US"&gt; &lt;span style="mso-spacerun: yes;"&gt;&lt;/span&gt;Once the project statement is clear, an observation plan must be developed which will include the tools and interview guides that are going to be used on-field and the profiles to be observed. &lt;span style="mso-spacerun: yes;"&gt; &lt;/span&gt;The stakeholder’s map will help identify the profiles to approach (other than the stakeholders is important to also talk to extreme users and experts). &lt;span style="mso-spacerun: yes;"&gt; &lt;/span&gt;A &lt;span style="mso-spacerun: yes;"&gt; &lt;/span&gt;mind map starting from the goal can also be very useful to identify the themes and tools that best suit the needs. &lt;span style="mso-spacerun: yes;"&gt; &lt;/span&gt;The list of tools that can be used is vast:&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;img alt="" height="205" src="data:image/png;base64,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" width="400" /&gt;&lt;br /&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: x-small;"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;image by Gravity&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;Here quality wins over quantity since the goal is to understand and not get statistical approval. During this phase, knowing how to observe people and their surroundings is essential to generate useful insights and to spot opportunities. Be surprised, reconsider you point of view, discover!&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;With a plan in hands, it is time to go to the field and put into action. In this second phase, it is crucial to have a fresh mind set and to capture your impressions asap, ideally after each session, and to dedicate the same amount of time that you spend during observation in discussing, interpreting, comparing and sharing it with your team. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US" style="mso-ansi-language: EN-US;"&gt;In the next days, we are going to present how our team is applying this methodology in the Bienestar &lt;span style="mso-spacerun: yes;"&gt;&lt;/span&gt;Healthcare Project in Colombia.&lt;/span&gt;&lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/05/social-business-and-human-centric.html</link><author>noreply@blogger.com (Barbara Elias da Rocha)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-5119753282051217036</guid><pubDate>Fri, 06 May 2011 09:30:00 +0000</pubDate><atom:updated>2011-05-06T11:36:59.264+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">cascina</category><category domain="http://www.blogger.com/atom/ns#">cuccagna</category><category domain="http://www.blogger.com/atom/ns#">entrepreneurship</category><category domain="http://www.blogger.com/atom/ns#">esterni</category><category domain="http://www.blogger.com/atom/ns#">festival</category><category domain="http://www.blogger.com/atom/ns#">film</category><category domain="http://www.blogger.com/atom/ns#">Milan</category><category domain="http://www.blogger.com/atom/ns#">public</category><category domain="http://www.blogger.com/atom/ns#">social</category><category domain="http://www.blogger.com/atom/ns#">space</category><title>Esterni - Bringing people to public spaces</title><description>&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNuUL81p4GIIm8cq0BV5clDfn9DVyv-18Kfj8mF8wP0XDgZnD7-iGmSYSVT2_2x2cK2_0KV_8EFJ6lGPpMRaDEwHlXydvAd3TBajlJoyddJyVAPH2mdmW_wZaKiBM7nefKCyk7NjZTmtR1/s1600/Picture+4.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 241px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNuUL81p4GIIm8cq0BV5clDfn9DVyv-18Kfj8mF8wP0XDgZnD7-iGmSYSVT2_2x2cK2_0KV_8EFJ6lGPpMRaDEwHlXydvAd3TBajlJoyddJyVAPH2mdmW_wZaKiBM7nefKCyk7NjZTmtR1/s400/Picture+4.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5603534005677581282" /&gt;&lt;/a&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span" &gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCoJWyetmOZFxYw-7aP5Ba6mWCS0EDTB5eMeNH-pXjwjuV_TBiS4KtkCg0iNRHDylpYvTGMctsV7Lw9AezHLhsScr2z4wzwLdQ4teh8U0AOSIbYnatp7x9nXZQsdmRcWt22fGiYZmd7lOD/s1600/Picture+4.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;br /&gt;&lt;/a&gt;As part of our search for ways of doing social entrepreneurship, last week we had a meeting at Cascina Cuccagna where Beniamino Saibene, founder associate of esterni received us to tell us about their project and its development.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;esterni&lt;/i&gt; is a non-profit, cultural association born in Milan in 1995. It was the idea of Beniamino Saibene and Lorenzo Castellini which at the time felt they needed to give something back to the city in which they lived in. For this they thought about using the public space as a place for people to meet. Their main idea was to bring people out of their houses and use the street as a place to relate and make new connections. They, mostly, work on the idea of "public design", which is rethinking and redesigning public spaces and creating events where social aggregation is the key.&lt;br /&gt;&lt;br /&gt;After sixteen years of work in Milan and Italy first, and in other countries after, &lt;i&gt;esterni&lt;/i&gt; has a really positive case history in the field of self-sustainable socially oriented businesses. Now a days with approximately 30 workers within the organization and various freelances collaborating, esterni organizes a series of events.&lt;br /&gt;&lt;br /&gt;Within the events they organize we can find:&lt;br /&gt;&lt;br /&gt;&lt;b&gt;- Milano Film Festival:&lt;/b&gt; This is one of the most important film festivals in Italy. It's a platform in which independent and young film makers can showcase their work. More info on: &lt;a href="http://www.milanofilmfestival.it/"&gt;http://www.milanofilmfestival.it/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;- Public Design Festival:&lt;/b&gt; As part of the events for Salone del Mobile, with this initiative they pretend to design and think for public spaces. They think about the public spaces at all levels, redesigning them to create new spaces and interventions within the city of Milan. More info on: &lt;a href="http://www.publicdesignfestival.org/"&gt;http://www.publicdesignfestival.org/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;- Cascina Cuccagna:&lt;/b&gt; With the idea of giving spaces back to the city, this 15th century abandoned urban farm is being refurbished and it will serve as a space in which various cultural events will be taking place. More info on: &lt;a href="http://www.cuccagna.org/"&gt;http://www.cuccagna.org/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Other initiatives worth mentioning are &lt;b&gt;Audiovisiva,&lt;/b&gt; an event for contemporary music and video art. And the brand new &lt;b&gt;Animation Film Festival&lt;/b&gt; still in it's first edition but aiming to grow at a good pace in the coming years.&lt;br /&gt;&lt;br /&gt;As part of our learning experience, this meeting helped us to understand new ways of developing social enterprises, ways to find funding for them, and a series of initiatives that can be developed within the social entrepreneurship arena.&lt;br /&gt;&lt;br /&gt;For more information on esterni visit &lt;a href="http://www.esterni.org/"&gt;http://www.esterni.org/&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Thank you Beniamino!</description><link>http://socialbusinesstalks.blogspot.com/2011/05/esterni-bringing-people-to-public.html</link><author>noreply@blogger.com (oscar.pozuelos)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNuUL81p4GIIm8cq0BV5clDfn9DVyv-18Kfj8mF8wP0XDgZnD7-iGmSYSVT2_2x2cK2_0KV_8EFJ6lGPpMRaDEwHlXydvAd3TBajlJoyddJyVAPH2mdmW_wZaKiBM7nefKCyk7NjZTmtR1/s72-c/Picture+4.png" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-418971799750322448</guid><pubDate>Mon, 25 Apr 2011 19:28:00 +0000</pubDate><atom:updated>2011-04-26T02:32:27.037+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">analyzing</category><category domain="http://www.blogger.com/atom/ns#">business</category><category domain="http://www.blogger.com/atom/ns#">business planning</category><category domain="http://www.blogger.com/atom/ns#">entrepreneurship</category><category domain="http://www.blogger.com/atom/ns#">mobile</category><category domain="http://www.blogger.com/atom/ns#">phone</category><category domain="http://www.blogger.com/atom/ns#">RUMA</category><category domain="http://www.blogger.com/atom/ns#">social</category><title>Analyzing a Businass Plan - RUMA</title><description>&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk-vxdaSKRdJSeDEWgJr5YSW2UbzMWDY1xU4-lNhA-O814sQ_BqD4eWq3irK6OHgs_6DUn852Za6CDmkPtGqYg-Ujbz-WCF978zvNiwuXIIiFlqBFsPc15GAXpKO0CoL016uvqovGz3YTq/s1600/Ruma.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="text-align: left;display: block; margin-top: 0px; margin-right: auto; margin-bottom: 10px; margin-left: auto; cursor: pointer; width: 250px; height: 135px; " src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk-vxdaSKRdJSeDEWgJr5YSW2UbzMWDY1xU4-lNhA-O814sQ_BqD4eWq3irK6OHgs_6DUn852Za6CDmkPtGqYg-Ujbz-WCF978zvNiwuXIIiFlqBFsPc15GAXpKO0CoL016uvqovGz3YTq/s400/Ruma.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5599679563210562706" /&gt;&lt;/a&gt;&lt;div&gt;&lt;div style="text-align: center;"&gt;&lt;span class="Apple-style-span"&gt;&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk-vxdaSKRdJSeDEWgJr5YSW2UbzMWDY1xU4-lNhA-O814sQ_BqD4eWq3irK6OHgs_6DUn852Za6CDmkPtGqYg-Ujbz-WCF978zvNiwuXIIiFlqBFsPc15GAXpKO0CoL016uvqovGz3YTq/s1600/Ruma.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;/a&gt;&lt;div style="text-align: left;"&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; "&gt;&lt;span class="Apple-style-span"&gt;On our lecture on business planning we had an assignment of analyzing a business plan, and for this post I'm going to analyze the Indonesian based Social Business &lt;b&gt;RUMA.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span"&gt;Having won the first prize of the &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: bold; line-height: 19px; "&gt;Harvard Social Enterprise “Pitch for Change” competition, &lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; "&gt;the acronym that gives name to this social business literally to &lt;span class="Apple-style-span" style="line-height: 16px; "&gt;&lt;em&gt;Your Micro Business Partner. &lt;/em&gt;Through their business model they pretend to empower poor women by supplying them with a kit that enables them to start their own micro franchises hence becoming micro-entrepreneurs. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; "&gt;&lt;span class="Apple-style-span" style="line-height: 16px; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; "&gt;&lt;span class="Apple-style-span" style="line-height: 16px; "&gt;Using the strucutre seen during the lecture I'll try to make the analysis:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; "&gt;&lt;span class="Apple-style-span" style="line-height: 16px; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;What?&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;Most of the time when poor people ask for a loan, they fall into a vicious cycle of debt. This is often caused by the way the money is spent after the loan is granted. No money is generated back so, in order to repay another loan has to be made. The RUMA business addresses this problem through the lending of Microfranchises, in their own words, they lend businesses to generate money. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;Literally called a &lt;i&gt;Business in a Box&lt;/i&gt; this micro-franchises provide all the tools and training required for selling electronic airtime minutes through mobile phones. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;span class="Apple-style-span" style="font-family: georgia; "&gt;&lt;b&gt;Who?&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;span class="Apple-style-span" style="font-family: georgia; "&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;Knowing that the mobile phone industry has a high penentration on Indonesia, RUMA partnered with the Grameen Foundation as well as with Qualcomm to put this business into work. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;The Grameen Foundation provided the initial investment funds through its Pioneer Fund, as well as technical assistance that helped RUMA to build its initial operational framework (which includes technology systems and human capital). &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;Qualcomm supplied the technological expertise on mobile phones through its Wireless Reach initiative. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;&lt;span class="Apple-style-span" style="font-family: georgia; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;span class="Apple-style-span" style="font-family: georgia; "&gt;&lt;b&gt;How?&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;In order for RUMA to be a successful business they stipulated that the revenues will come from selling franchise kits that will be leased to the borrower by the financial institution, as well as for a margin obtained for each airtime sale. In that sense, the borrower of the microfranchise will use the revenue obtained to repay their loans. The estimated profit for the borrower is approximately $1/day. This business defines the poor as people as those living with less $2,5 a day (World Bank poverty line), so a steady $1/day supposes a 50% overall increase.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;For measuring their results, RUMA chose the Grameen Foundation's Progress out of Poverty Index (PPI) since t's country specific and it's based on a ten-question survey of readily identifiable indicators. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; line-height: 16px; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; line-height: 16px; "&gt;As for their fanantial sustainability, RUMA plans to break even within its first 2.5 years. In order to reach that goal they need to empower 5,000 of the poor and poorest by August 2011, having as a target to reach a 70% of people below the poverty line.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; line-height: 16px; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;&lt;span class="Apple-style-span" style="font-family: georgia; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;span class="Apple-style-span" style="font-family: georgia; "&gt;&lt;b&gt;RUMA in numbers (current situation).&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;&lt;span class="Apple-style-span" style="font-family: georgia; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;span class="Apple-style-span" style="font-family: georgia; "&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;&lt;span class="Apple-style-span"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;&lt;span class="Apple-style-span"&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;At this point, Ruma has:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;ul&gt;&lt;li&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;Created more than 600 new micro-business.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;100% profitability for the micro-business owners.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;97% of owners are women.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;68% of business owners are below the poverty line ($2,5/day)&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;They also pretend to develop and deploy new business kits that deal with medical products and services, education and training, trade and distribution, and agriculture and fisheries. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 16px;"&gt;For more information I leave a link were you can download a through presentation&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: georgia; line-height: 16px; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-weight: normal; "&gt;&lt;b&gt;&lt;span class="Apple-style-span" style="font-family: 'trebuchet ms'; font-weight: normal; "&gt;&lt;a href="http://www.momoboston.com/wp-content/uploads/2009/11/8-Ruma-MIT-Presentation-1.pptx"&gt;Ruma Business Model Presentation&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/04/analyzing-businass-plan-ruma.html</link><author>noreply@blogger.com (oscar.pozuelos)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk-vxdaSKRdJSeDEWgJr5YSW2UbzMWDY1xU4-lNhA-O814sQ_BqD4eWq3irK6OHgs_6DUn852Za6CDmkPtGqYg-Ujbz-WCF978zvNiwuXIIiFlqBFsPc15GAXpKO0CoL016uvqovGz3YTq/s72-c/Ruma.png" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-7848473670258549747</guid><pubDate>Thu, 07 Apr 2011 22:22:00 +0000</pubDate><atom:updated>2011-04-08T01:03:18.550+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">business planning</category><category domain="http://www.blogger.com/atom/ns#">caldas</category><category domain="http://www.blogger.com/atom/ns#">case study</category><category domain="http://www.blogger.com/atom/ns#">colombia</category><category domain="http://www.blogger.com/atom/ns#">D4SB</category><category domain="http://www.blogger.com/atom/ns#">grameen creative lab</category><category domain="http://www.blogger.com/atom/ns#">ied</category><category domain="http://www.blogger.com/atom/ns#">reverse engineering</category><title>hacking social business: reverse engineering Bienestar's businee plan.</title><description>&lt;div style="width:425px" id="__ss_7546735"&gt;&lt;strong style="display:block;margin:12px 0 4px"&gt;&lt;a href="http://www.slideshare.net/chiara_renton/d4-sb-bienestar-analysis" title="D4 sb  bienestar analysis"&gt;D4 sb  bienestar analysis&lt;/a&gt;&lt;/strong&gt;&lt;object id="__sse7546735" width="425" height="355"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=d4sb-bienestaranalysis-110407054611-phpapp01&amp;stripped_title=d4-sb-bienestar-analysis&amp;userName=chiara_renton" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;embed name="__sse7546735" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=d4sb-bienestaranalysis-110407054611-phpapp01&amp;stripped_title=d4-sb-bienestar-analysis&amp;userName=chiara_renton" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div style="padding:5px 0 12px"&gt;View more &lt;a href="http://www.slideshare.net/"&gt;presentations&lt;/a&gt; from &lt;a href="http://www.slideshare.net/chiara_renton"&gt;chiara_renton&lt;/a&gt;.&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-style:italic;"&gt;"Reverse engineering is the process of discovering the technological principles of a human made device, object or system through analysis of its structure, function and operation."&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;During the last week, as a group, we worked together to prepare a structured analysis and critique to the document that had been sent to us by the Grameen Creative Lab inherent to the "Bienestar" project, which is taking place in the region of Caldas, Colombia.&lt;br /&gt;The analytical model that we applied to the document is, actually, the "reverse engineering" one; in this sense we have isolated, deconstructed and analyzed every single point of it with the prospective to grasp all the possible pros and cons.&lt;br /&gt;The tangible benefit that can be drawn from this type of investigation, as well as the exercise itself, is the possibility of improving an existing template or, from its fbases, to try creating an entirely new and more efficient one.</description><link>http://socialbusinesstalks.blogspot.com/2011/04/d4-sb-bienestar-analysis.html</link><author>noreply@blogger.com (chiara esposito)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-9027828296497663115</guid><pubDate>Tue, 05 Apr 2011 12:42:00 +0000</pubDate><atom:updated>2011-04-05T14:42:21.992+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Europe</category><category domain="http://www.blogger.com/atom/ns#">social enterprise</category><title>Social business in Europe: incorporation choices, finance, networks and local development</title><description>&lt;div style="width:425px" id="__ss_7521358"&gt;&lt;iframe src="http://www.slideshare.net/slideshow/embed_code/7521358" width="425" height="355" frameborder="0" marginwidth="0" marginheight="0" scrolling="no"&gt;&lt;/iframe&gt;&lt;/div&gt;

In Monday's lecture we zoomed from the big picture – the historical mission largely attributed to social business in Europe in this day and age – to across-country diversity. Enjoy!</description><link>http://socialbusinesstalks.blogspot.com/2011/04/social-business-in-europe-incorporation.html</link><author>noreply@blogger.com (Alberto)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-7762366248932899549</guid><pubDate>Mon, 04 Apr 2011 21:24:00 +0000</pubDate><atom:updated>2011-04-04T23:28:00.864+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">bond</category><category domain="http://www.blogger.com/atom/ns#">nonprofit</category><category domain="http://www.blogger.com/atom/ns#">pilot</category><category domain="http://www.blogger.com/atom/ns#">services</category><category domain="http://www.blogger.com/atom/ns#">social</category><title>Social Investment Bonds</title><description>A Social Impact Bond is a contract with the public sector in which a commitment is made to pay for improved social outcomes that result in public sector savings. The expected public sector savings are used as a basis for raising investment for prevention and early intervention services that improve social outcomes.&lt;br /&gt;The US government is exploring the use of social impact bonds as a means of encouraging greater efficiency in the delivery of social services. It essentially involves foundations and non-profits putting up initial funding for a project with government reimbursement, and the possibility of a ‘return’ if the project meets certain goals.&lt;br /&gt;&lt;br /&gt;The benefits of Social Impact Bonds could be:&lt;br /&gt;- More funds are available for prevention and early intervention services;&lt;br /&gt;- The public sector only has to pay for effective services; the third party investor bears all the risk of services being potentially ineffective.&lt;br /&gt;- Investors and services have an incentive to be as effective as possible, because the larger impact they have on the outcome, the larger the repayment they will receive.&lt;br /&gt;&lt;br /&gt;According to the New York Times, President Obama is to launch in 2011 seven pilot schemes, which would issue a total of $100 million in bonds to support programs in the areas of job training, education, juvenile justice and children’s disabilities.&lt;br /&gt;&lt;br /&gt;The Rockefeller Foundation has announced a $400,000 grant to the Nonprofit Finance Fund for a number of projects that will help bring the social impact bond concept to the US. The Fund, a community-development financial institution, recently launched an online platform for funders, non-profits and educators to share ideas about the bonds. After gathering research and opinions, they will conduct a feasibility study of the bonds in the US and identify opportunities where the financing structure could work.</description><link>http://socialbusinesstalks.blogspot.com/2011/04/social-investment-bonds.html</link><author>noreply@blogger.com (Simona Dan)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-716383124735267800</guid><pubDate>Sun, 03 Apr 2011 22:02:00 +0000</pubDate><atom:updated>2011-04-04T03:33:11.199+02:00</atom:updated><title>The Big Society - For Dummies</title><description>&lt;iframe src="http://player.vimeo.com/video/15431426" frameborder="0" height="225" width="400"&gt;&lt;/iframe&gt;&lt;p&gt;&lt;a href="http://vimeo.com/15431426"&gt;4 Minute Film&lt;/a&gt; from &lt;a href="http://vimeo.com/user4855144"&gt;Big Society&lt;/a&gt; on &lt;a href="http://vimeo.com/"&gt;Vimeo&lt;/a&gt;.&lt;/p&gt;&lt;br /&gt;&lt;br /&gt;Here is &lt;a href="http://thebigsociety.co.uk/"&gt;The Big Society&lt;/a&gt;, flagship policy idea of the 2010 UK Conservative Party election manifesto.&lt;br /&gt;&lt;br /&gt;The aim is "to create a climate that empowers local people and communities, building a  big society that will 'take power away from politicians and give it to  people'" by encouraging charities, &lt;a href="http://timebank.org.uk/"&gt;volunteering&lt;/a&gt;, social enterprises. Prime Minister David Cameron, is trying to make UK citizens ask themselves this kind of questions, "how can I do more, other than paying taxes and obeying the law,  in order to make my country stronger and better place?".&lt;br /&gt;&lt;br /&gt;Well, I have to say from a theoretical point of view it sounds pretty solid but in the real world things seem to get significantly complicated.&lt;br /&gt;&lt;br /&gt;In my opinion, it is not so much about involving people to do the jobs covering for inevitable cuts in public services made by the Government, the great difficulty will rely on changing the mindset of 62 million of Britons. Especially in European countries where we take welfare programs for  granted, and many times claiming these to be more generous every year regardless of the socio-economic environment. Evidently, this affects the transition creating a desynchronization in which the State is already cutting expanses in public services and where The Big Society is still too young and innocent to take the steering wheel. Useless to say this is causing more inequalities amongst the poor and the rich.&lt;br /&gt;However, I find important to keep in mind that the Big Society is also valid even if increasing public expenditure since the goal will always remain the same: more empowerment, freedom, responsibility and control for communities allowing the Government to focus on other non accessible aspects of our society.&lt;br /&gt;&lt;br /&gt;The Big Society is a Governmental initiative and so unfortunately these are never well perceived by the populace. Trying to tackle this issue, the conservatives are structuring a whole platform called &lt;a href="http://startupbritain.org/"&gt;StartUp Britain&lt;/a&gt;, in order to get new businesses going as well as a better social entrepreneurial friendly environment.&lt;br /&gt;&lt;br /&gt;Here's my way of seeing this, I don't think anyone could tell if this is the solution right now but what I do know is that in UK there is will for &lt;span style="font-weight: bold;"&gt;change&lt;/span&gt; and when there's a will...</description><link>http://socialbusinesstalks.blogspot.com/2011/04/big-society-for-dummies.html</link><author>noreply@blogger.com (Tiago)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-4398264471425686753</guid><pubDate>Sun, 03 Apr 2011 18:47:00 +0000</pubDate><atom:updated>2011-04-04T20:45:52.889+02:00</atom:updated><title>Zipcar: Wheels When You Want Them!</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;b&gt;Zipcar&lt;/b&gt; is a car-sharing service that offers urban residents, whether on an individual, business or university level, an alternative to car ownership. Its on demand and self-service model provides solutions to issues such as parking, congestion and transportation. This new model for automobile transportation is more cost-effective and hassle-free than owning, renting or leasing a car. &lt;br /&gt;
&lt;br /&gt;
The development of new technologies, such as RFID (radio frequency identification), in addition to the birth of new user profiles, led to the emergence of Zipcar’s concept by creating an agent-artifact space.&lt;br /&gt;
The need was generated through the specific user profiles; people who live in cities and use public transport but need cars from time to time, or people who want to save money and don’t want to go through the hassle of owning a car, or even people who refrain from buying cars for environmental reasons.&lt;br /&gt;
You might be thinking, &lt;i&gt;“but what’s so special about Zipcar? It’s just like another car rental company.”&lt;/i&gt; Well, what Zipcar did, is that it eliminated the intermediary relationship a customer usually has with a car rental company and replaced it with self-service accessibility to the car through the RFID card. Small change, big difference.&lt;br /&gt;
&lt;br /&gt;
The way Zipcar works is quite simple:&lt;br /&gt;
&lt;br /&gt;
Each new member that joins Zipcar’s community on the webpage &lt;span style="color: red;"&gt;&lt;a href="http://www.zipcar.com/"&gt;http://www.zipcar.com/&lt;/a&gt; &lt;/span&gt;receives a Zipcard powered by RFID technology. The member browses the cars available through the website by time, location, price or model. Once the car is chosen and booked, the member heads towards the parking spot and uses the activated Zipcard to lock and unlock the doors of the car. After the trip is over, the user returns the car to the same location.&lt;br /&gt;
&lt;br /&gt;
The Zipcar concept is environmentally friendly and is changing the way people think about owning a car. Fewer cars on the road means less congestion, less pollution, less fuel consumption, less stress and fresher air. To top that, &lt;i&gt;“over 40% of Zipcar members either sell their car or stop a car-purchasing decision.” &lt;/i&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
Now that’s innovation!&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDh23TW9LIg0pG6YlTK9a3PafNrIXB144g4Axzee9cieEg6lhNkD9I5rXXcBIHjQQXYKwKv3bcYMwx_hRCttTYO1gghiCt5I-IHJ-1KsPQMR4owVPJ7csAkX192Ke3ufThvq0IMNIDtEU/s1600/Picture+3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDh23TW9LIg0pG6YlTK9a3PafNrIXB144g4Axzee9cieEg6lhNkD9I5rXXcBIHjQQXYKwKv3bcYMwx_hRCttTYO1gghiCt5I-IHJ-1KsPQMR4owVPJ7csAkX192Ke3ufThvq0IMNIDtEU/s400/Picture+3.png" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/04/zipcar-wheels-when-you-want-them.html</link><author>noreply@blogger.com (Mandy)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDh23TW9LIg0pG6YlTK9a3PafNrIXB144g4Axzee9cieEg6lhNkD9I5rXXcBIHjQQXYKwKv3bcYMwx_hRCttTYO1gghiCt5I-IHJ-1KsPQMR4owVPJ7csAkX192Ke3ufThvq0IMNIDtEU/s72-c/Picture+3.png" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-17918244063466458</guid><pubDate>Sat, 02 Apr 2011 00:02:00 +0000</pubDate><atom:updated>2011-04-02T02:36:59.141+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">business</category><category domain="http://www.blogger.com/atom/ns#">entrepreneurship</category><category domain="http://www.blogger.com/atom/ns#">innovation</category><category domain="http://www.blogger.com/atom/ns#">media</category><category domain="http://www.blogger.com/atom/ns#">network</category><category domain="http://www.blogger.com/atom/ns#">social</category><category domain="http://www.blogger.com/atom/ns#">wiki</category><category domain="http://www.blogger.com/atom/ns#">working</category><title>Working Wikily - Social Change with a Network Mindset</title><description>&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-G-xKi27U5qQJ2lrowzChw_UvsleHlEtkO3L2kMNV_FD4GOpF-j72mWjG1LOq1yKodpIDJBuYiZJoeYVBjnj1Hevd4GOKEqnJKbFDyrQrg_4VX2A4Y0_1reQBdseciYVgKoGohcPGvYST/s1600/network.gif" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 320px; height: 213px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-G-xKi27U5qQJ2lrowzChw_UvsleHlEtkO3L2kMNV_FD4GOpF-j72mWjG1LOq1yKodpIDJBuYiZJoeYVBjnj1Hevd4GOKEqnJKbFDyrQrg_4VX2A4Y0_1reQBdseciYVgKoGohcPGvYST/s320/network.gif" border="0" alt="" id="BLOGGER_PHOTO_ID_5590777745885850338" /&gt;&lt;/a&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;While browsing the web trying to find some business plans to analyze for the class, I stumbled upon this blog. &lt;b&gt;&lt;a href="http://www.workingwikily.net/"&gt;Working Wikily.&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;The blog was created by the &lt;b&gt;&lt;a href="http://www.monitorinstitute.com/index.html"&gt;Monitor Insitute&lt;/a&gt;&lt;/b&gt;, which is an entity that aims (as they would say in their own words) "&lt;span class="Apple-style-span" style="line-height: 19px; "&gt;&lt;i&gt;to help innovative leaders develop and achieve sustainable solutions to significant social and environmental problems"&lt;/i&gt;.  &lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 19px; "&gt;They do this by giving consultancy, serving as a think tank of new trends, and being an incubator of new approaches and ideas.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 19px;"&gt;The &lt;span class="Apple-style-span" style="line-height: normal; "&gt;&lt;b&gt;&lt;a href="http://www.workingwikily.net/"&gt;Working Wikily&lt;/a&gt;&lt;/b&gt;&lt;/span&gt; blog has the purpose "&lt;/span&gt;&lt;/span&gt;&lt;span class="Apple-style-span" style="line-height: 18px; "&gt;&lt;span class="Apple-style-span"&gt;&lt;i&gt;of providing practitioners in the social sector with a filter for the events that are pushing the field towards a more networked form of work and a perspective on how and why those events are unfolding"&lt;span class="Apple-style-span"&gt;.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="line-height: 18px; "&gt;&lt;span class="Apple-style-span"&gt;&lt;i&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="line-height: 18px; "&gt;&lt;span class="Apple-style-span"&gt;In our case, this becomes relevant since we are doing a Master in Design For Social Business. We work inside the social sector, and the first part of this module was about setting a collaborative environment in order to approach any project in general (in this case our own experience of learning what is social business). &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="line-height: 18px; "&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="line-height: 18px; "&gt;&lt;span class="Apple-style-span"&gt;Networking is working in collaboration with others, building channels in which relationships are established and new ideas and ways of working are bred. This blog contains a lot of relevant articles, resources, and links that we may find useful in this new adventure we are taking part of...&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="line-height: 18px; "&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="line-height: 18px; "&gt;&lt;span class="Apple-style-span"&gt;For starters I leave you with a link where you can download their paper&lt;b&gt; &lt;a href="http://www.workingwikily.net/Working_Wikily_2.0.pdf"&gt;Working Wikily 2.0&lt;/a&gt;&lt;/b&gt; in which they create the whole frame set for this approach to social innovation.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="line-height: 18px; "&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Apple-style-span" style="line-height: 18px;"&gt;Enjoy!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/04/working-wikily-social-change-with.html</link><author>noreply@blogger.com (oscar.pozuelos)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-G-xKi27U5qQJ2lrowzChw_UvsleHlEtkO3L2kMNV_FD4GOpF-j72mWjG1LOq1yKodpIDJBuYiZJoeYVBjnj1Hevd4GOKEqnJKbFDyrQrg_4VX2A4Y0_1reQBdseciYVgKoGohcPGvYST/s72-c/network.gif" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-6870283706077631163</guid><pubDate>Thu, 31 Mar 2011 23:19:00 +0000</pubDate><atom:updated>2011-04-01T01:19:48.435+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">business</category><category domain="http://www.blogger.com/atom/ns#">complexity</category><category domain="http://www.blogger.com/atom/ns#">emergence</category><category domain="http://www.blogger.com/atom/ns#">innovation</category><category domain="http://www.blogger.com/atom/ns#">social</category><title>The emergent world we live in</title><description>&lt;div style="width:425px" id="__ss_7466767"&gt;&lt;object id="__sse7466767" width="425" height="355"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=06innovationandemergence-110331121512-phpapp01&amp;stripped_title=innovation-and-emergence&amp;userName=haiku66" /&gt;&lt;param name="allowFullScreen" value="true"/&gt;&lt;param name="allowScriptAccess" value="always"/&gt;&lt;embed name="__sse7466767" src="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=06innovationandemergence-110331121512-phpapp01&amp;stripped_title=innovation-and-emergence&amp;userName=haiku66" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="355"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;

&lt;p&gt;When the telephone was rolled out as a commercial product, AT&amp;T spent a few decades trying to persuade its customers not to use it to call their friends and families. Edison thought the phonograph would be used to record last wills. Gutenberg thought he was gong to print Bibles and indulgences to add to the splendour of the Church, and could not have seen the printing-press enabled Protestant Reformation coming.
Innovation is not just about new gizmos. It is about what people decide gizmos are.&lt;/p&gt;

&lt;p&gt;In this lecture, I offer a complexity perspective on innovation. I argue innovation is emergent; it happens in cascades; it is inherently unpredictable; it is sparked in the context of relationships, not in the mind of lone inventor. Furthermore, I argue that social innovation has just the same characteristics as vanilla technical innovation. Enjoy.&lt;/p&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/04/emergent-world-we-live-in.html</link><author>noreply@blogger.com (Alberto)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-2203392793396616607</guid><pubDate>Thu, 31 Mar 2011 23:03:00 +0000</pubDate><atom:updated>2011-04-01T01:09:17.797+02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">concepts</category><category domain="http://www.blogger.com/atom/ns#">course</category><title>Ærø &amp; Our Emergent World</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;In today’s session about innovation and our emergent world, we mentioned one of the Danish Baltic Sea islands, &lt;i&gt;Aero&lt;/i&gt;, because of its technologies in energy generation so I thought it might be interesting to share these photos with you.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;I visited&lt;i&gt; Aero&lt;/i&gt; last summer, and it is a truly charming island with beautiful natural scenery and remarkable picturesque houses. Although its inhabitants sum up to a rough total of 7,000 people, I barely saw anyone there under the age of 60! Yet, &lt;i&gt;Aero&lt;/i&gt; remains serious about being environmental friendly and has the world’s largest solar power plants aiming to make the island completely self-sufficient in energy. Today, all of Denmark is following &lt;i&gt;Aero's&lt;/i&gt; lead.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif; font-size: small;"&gt;If innovation adaptation is not simply technology dependent but also socially dependent, then way to go people of &lt;i&gt;Aero&lt;/i&gt;!&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoZeQJGhGLbmmVRsS7Qgnl20MymGBhda5DpWfg03mMJeNP_p3oUOwgVTy7iSTomwymZ-Q49xL_19vkXfNOBH2fqp_QAHZ070kxgeXsEg7hi9f0KhbjDK-8F7g0yCwyIhG6g4DYtlM9njo/s1600/IMGP3140.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoZeQJGhGLbmmVRsS7Qgnl20MymGBhda5DpWfg03mMJeNP_p3oUOwgVTy7iSTomwymZ-Q49xL_19vkXfNOBH2fqp_QAHZ070kxgeXsEg7hi9f0KhbjDK-8F7g0yCwyIhG6g4DYtlM9njo/s400/IMGP3140.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjerWg5b0hymsA-JVibeRxn3c0zA4pxhQyFxGNIXcEl0Wp-4e3u1gxs3UVD0-iZ-e6abIm0hU3wbtIsfyMtZhuUQpGqfw3Ww0MGCfUJzPaBI3RuBb-CtabiPNZHKFItz6wXz8LsH-cQnh0/s1600/IMGP3141.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjerWg5b0hymsA-JVibeRxn3c0zA4pxhQyFxGNIXcEl0Wp-4e3u1gxs3UVD0-iZ-e6abIm0hU3wbtIsfyMtZhuUQpGqfw3Ww0MGCfUJzPaBI3RuBb-CtabiPNZHKFItz6wXz8LsH-cQnh0/s400/IMGP3141.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhAoDHPDd8jiLwSqZBXd5lCF4b7gc4rDFs8r4FxzJYgxZaXsBUQpCJis1ZFrnomKFlbW5PZTQtwguWXJdt-YNh8g1grh1-Q2ohU2p2YxEyUuFOc3b25vZp1Wmv_x3AKeKWNKoElYsmOaQ/s1600/IMGP3106.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhAoDHPDd8jiLwSqZBXd5lCF4b7gc4rDFs8r4FxzJYgxZaXsBUQpCJis1ZFrnomKFlbW5PZTQtwguWXJdt-YNh8g1grh1-Q2ohU2p2YxEyUuFOc3b25vZp1Wmv_x3AKeKWNKoElYsmOaQ/s400/IMGP3106.JPG" style="background-color: white; color: #660000;" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU3m_cNXUBarlveMMM3G2NoFpt3zx_lEXbsV78iIbgMnRsk9aRH2_0JDPLGeFkYQWOD3BNkpnOs6wmmSO6hH5GJMiMlBA2dsUEQpEuHLLpPesdvbxDIkfhVqgyJwvVhzeZoKFP1X-_NVU/s1600/AERO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/04/r-our-emergent-world.html</link><author>noreply@blogger.com (Mandy)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoZeQJGhGLbmmVRsS7Qgnl20MymGBhda5DpWfg03mMJeNP_p3oUOwgVTy7iSTomwymZ-Q49xL_19vkXfNOBH2fqp_QAHZ070kxgeXsEg7hi9f0KhbjDK-8F7g0yCwyIhG6g4DYtlM9njo/s72-c/IMGP3140.JPG" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-498767215629198089</guid><pubDate>Thu, 31 Mar 2011 22:21:00 +0000</pubDate><atom:updated>2011-04-01T00:22:44.654+02:00</atom:updated><title>Join Social Business Talk</title><description>Hello to everyone,&lt;br /&gt;&lt;br /&gt;we're a team of seven as creative as down-to-earth  people attending to the Master program called Design for Social Business (D4SB) introduced by IED this year.&lt;br /&gt;According with Alberto Cottica, we are of the idea of  extending this blog, which was initially formed as a platform for us to share opinions and critical viewpoints concerning the concept of Social Business.&lt;br /&gt;&lt;br /&gt;The reason is having the opportunity to share ideas we have with other students, they will contribute as outside, interested and active observers with their remarks and considerations to this project.&lt;br /&gt;We are sure that exchanging opinions and intuitions will  bring new and diverse reasoning to all of us as well as for all of you who decide to be involved!&lt;br /&gt;&lt;br /&gt;So please, be ready and willing to join us because we are all interested of yours point of view and please, do not be afraid of posting ideas in English, let's do it in Italian if you'd like, or in Spanish, French, Romanian and Portuguese or even in Arabic if you want!&lt;br /&gt;We're an international team, and we do think that a good idea is a good idea also without any translation.&lt;br /&gt;&lt;br /&gt;the D4SB team!</description><link>http://socialbusinesstalks.blogspot.com/2011/04/join-social-business-talk.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-3130093441601875988</guid><pubDate>Thu, 31 Mar 2011 20:41:00 +0000</pubDate><atom:updated>2011-03-31T22:41:39.481+02:00</atom:updated><title>Social Business Talks: Contributors</title><description>&lt;a href="http://socialbusinesstalks.blogspot.com/p/contributors.html?spref=bl"&gt;Social Business Talks: Contributors&lt;/a&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/03/social-business-talks-contributors.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-911465099641930575</guid><pubDate>Thu, 24 Mar 2011 22:48:00 +0000</pubDate><atom:updated>2011-03-25T00:01:54.919+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">business</category><category domain="http://www.blogger.com/atom/ns#">Europe</category><category domain="http://www.blogger.com/atom/ns#">opportunities</category><category domain="http://www.blogger.com/atom/ns#">policy</category><category domain="http://www.blogger.com/atom/ns#">social</category><category domain="http://www.blogger.com/atom/ns#">welfare</category><title>Social business in Europe: the big picture</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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&lt;b style="display: block; margin: 12px 0pt 4px;"&gt;&lt;a href="http://www.slideshare.net/haiku66/social-business-in-europe-the-big-picture" title="Social business in Europe: the big picture"&gt;Social business in Europe: the big picture&lt;/a&gt;&lt;/b&gt;&lt;object height="355" id="__sse7379587" width="425"&gt;&lt;param name="movie" value="http://static.slidesharecdn.com/swf/ssplayer2.swf?doc=05thebigpicture-110324173145-phpapp02&amp;stripped_title=social-business-in-europe-the-big-picture&amp;userName=haiku66" /&gt;

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Keeping in the background the structure of a business plan – covered in last week's lecture, the fourth of my module — we now begin to build a strong case for great social business ideas. In lecture number five I argued that rising costs of welfare are forcing every country in the world to rethink their welfare systems. Europe, where the welfare state is most advanced, has the most redesign to do. 

This is a change of historical proportion, and European decision makers feel it is urgent to take action. Everywhere social entrepreneurs are expected to come up with solutions to re-engineer the welfare state (but also other areas of heavy government intervention, like sustainability, mobility and energy issues).&lt;br /&gt;
Consistently with expectations, Europe is bracing to make serious investments in these solutions, and this presents a major opportunity to social business. The assignments in my last slide are going to be carried over to next week, as this week students are going to be working on an entry to the &lt;a href="http://socialbusinesstalks.blogspot.com/2011/03/portuguese-social-competition-deadline.html"&gt;competition&lt;/a&gt; for social business ideas proposed by Tiago and agreed upon by everyone.&lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/03/social-business-in-europe-big-picture.html</link><author>noreply@blogger.com (Alberto)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-442222676973740976</guid><pubDate>Wed, 23 Mar 2011 00:24:00 +0000</pubDate><atom:updated>2011-03-23T01:27:42.091+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">business model</category><title>Kickstarter: A New Way to Fund &amp; Follow Creativity</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Kickstarter is an online funding platform for creative projects in the world such as music, film, art, technology, design, food, publishing and many more. Although it is not directly targeted to solving social issues, I find it’s business model very intriguing based on people with mutual interests and motivations and their willingness to share, help and collaborate.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;b style="color: #cc0000;"&gt;WHAT: &lt;/b&gt;&lt;br /&gt;
Kickstarter is an online platform that allows almost anyone to raise funding from potential interested individuals.&lt;br /&gt;
Baio, Kickstarter’s CTO, explains:&lt;br /&gt;
&lt;i&gt;“The model is simple: a project creator sets a fundraising goal, deadline, and an optional set of rewards for backers. If the goal’s reached by the deadline, then everyone’s charged via Amazon Payments and the backers get their goodies. If the goal’s not reached, nobody’s charged. It’s all or nothing.”&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br style="color: #cc0000;" /&gt;&lt;b style="color: #cc0000;"&gt;WHO:&lt;/b&gt;&lt;br /&gt;
Anyone with an interesting project idea that needs funding but doesn’t want to go along asking friends and family for financial support can communicate with the masses through this platform. Kickstarter’s community members, aka ‘backers’, browse through the projects, choose the one they are interested in, and help co-found the project by donating part of the funding.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;b style="color: #cc0000;"&gt;HOW:&lt;/b&gt;&lt;br /&gt;
The attached diagram is a simple way to explain how the business model works. Kickstarter recieves small payments from the ‘backers’ who wish to support a certain project. In return, Kickstarter provides the ‘creator’ of the project with exposure on its online platform and with the required funding to complete the project. The fund seeker, in order to convince the community members to support the project, will have to promise exclusive and personalized gifts as an incentive depending on the amount donated.&lt;br /&gt;
If the full amount of money pledged is raised within the given period of time, the project goes through. If not, and in order to protect both parties, the project is annulled and no money is charged upfront from the members.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;i&gt;Check out some of the wonderful projects completed or in the process on Kickstarter’s webpage: http://www.kickstarter.com/&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9VdXxPQStB3Ru0RJf3BwImTBFH4ua8d1M1prxVq7d4qqqfnCyEFiEzgNWxjWAAsUEw-gqi4ShWWWaJkmPQKPssckAW6AQ7a_zpicx9gGygLEFCbu15qgYYcWuoKkucNn-DBPVPZeVLLE/s1600/kickstarter.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9VdXxPQStB3Ru0RJf3BwImTBFH4ua8d1M1prxVq7d4qqqfnCyEFiEzgNWxjWAAsUEw-gqi4ShWWWaJkmPQKPssckAW6AQ7a_zpicx9gGygLEFCbu15qgYYcWuoKkucNn-DBPVPZeVLLE/s400/kickstarter.jpg" width="400" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Helvetica Neue&amp;quot;,Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/03/kickstarter-new-way-to-fund-follow.html</link><author>noreply@blogger.com (Mandy)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9VdXxPQStB3Ru0RJf3BwImTBFH4ua8d1M1prxVq7d4qqqfnCyEFiEzgNWxjWAAsUEw-gqi4ShWWWaJkmPQKPssckAW6AQ7a_zpicx9gGygLEFCbu15qgYYcWuoKkucNn-DBPVPZeVLLE/s72-c/kickstarter.jpg" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-8844822890512508633</guid><pubDate>Tue, 22 Mar 2011 12:42:00 +0000</pubDate><atom:updated>2011-03-22T13:43:28.907+01:00</atom:updated><title>Kiva "L'accesso a un conto bancario è un diritto dell'uomo" (Matt Flannery, Kiva)</title><description>&lt;span style="font-family: times new roman;"&gt;Basically this is an online microlending organization which was recently founded by Jessica Jackley and Matt Flannery.&lt;/span&gt;&lt;span style="font-family: times new roman;"&gt; Both of them, impressed about Yunus work's philosophy, decided to elaborate an online platfom through which, normal people and &lt;/span&gt;&lt;span style="font-family: times new roman;"&gt;workers from the North of the world could lend small/big amount of money to entrepreneurs from developing countries, just using internet and a credit card.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: times new roman;"&gt;What I consider innovative is the idea of a concrete help from ordinary to ordinary people, as a challange of faith. You do not need to be a huge investors, not a bank or a great organization. And you are not supposed to offer a big deal of money, but a small amount, which is what normal people can afford and what people in developing country usually needs. Even more, what sounds great is that results of this campaign seems to be impressive, and people answers positively and willing to this "market".&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: times new roman;"&gt;Here you are links to have a look..&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: times new roman;"&gt;http://www.kiva.org/&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: times new roman;"&gt;http://www.youtube.com/watch?v=08nEsWrVZSs&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: times new roman;"&gt;http://mag.wired.it/rivista/storie/matt-flannery.html&lt;/span&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/03/kiva-laccesso-un-conto-bancario-e-un.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-8077591227130384858</guid><pubDate>Tue, 22 Mar 2011 12:40:00 +0000</pubDate><atom:updated>2011-03-23T07:59:46.829+01:00</atom:updated><title>Refugees United</title><description>&lt;span class="Apple-style-span"  &gt;&lt;span&gt;Refugees United (RU) is a US-registered non-profit, founded in 2006 by two Danish brothers, Christopher and David Mikkelsen, &lt;/span&gt;&lt;span&gt;that aims to be a Google for refugee search: an easy, accessible platform that enables the displaced to find their families.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span&gt;It is true that this Project has no aim to produce income, but I'm convinced that we can consider it as a good Idea where to start building a plan, &lt;/span&gt;&lt;span&gt;since it is always from a good idea that it is possible to work on something and that the concept at the base of whatever our research must be fundamental.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span&gt;RU_project was born from two Danish brothers. Because of their father job, they have been travelled a lot and all over the place, increasing their sensitivity relates to human right and conditions. Always keeping an eye open on the immigration's issue, when it was time to moved back to Denmark, Christopher and David Mikkelsen keep on working in the social field. &lt;/span&gt;&lt;br /&gt;&lt;span&gt;That since they came up with this idea of creating a network platform, similar to facebook somehow, to allow people, refugees, to find themselves after&lt;/span&gt;&lt;span&gt; emigrations or escapes.  People that, because of the tough, conflictual conditions of their countries, got to leave their families and escape.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span&gt;I've read about this on wired (March 2011), and here there is the link if you want to have a look yourselves.&lt;/span&gt;&lt;br /&gt;&lt;span&gt;I think it is interesting and even more, if helping people to be happy, in the concrete sense of this word, could be considered a social income, it means this plan-project do is a proper social business example!&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span&gt;http://www.refunite.org/&lt;/span&gt;&lt;br /&gt;&lt;span&gt;http://www.wired.co.uk/magazine/archive/2011/02/features/refugees-united-christopher-and-david-mikkelsen?page=1&lt;/span&gt;&lt;/span&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/03/refugees-united.html</link><author>noreply@blogger.com (Anonymous)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-7827714599706801173</guid><pubDate>Tue, 22 Mar 2011 00:33:00 +0000</pubDate><atom:updated>2011-03-22T01:45:00.181+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">analyzing</category><category domain="http://www.blogger.com/atom/ns#">business planning</category><category domain="http://www.blogger.com/atom/ns#">data</category><title>Stanford University Social Entrepreneurship Start-up</title><description>I found the example from the lecture and thought it would make sense to read it and share it with you guys (the business plan for LED technology implementation in developing countries) – Standfort University Social Entrepreneurship Start-up Report.&lt;br /&gt;&lt;br /&gt;http://ses-1.stanford.edu/reports/global.pdf&lt;br /&gt;&lt;br /&gt;The business plan is, in my opinion, only the structure of a real business plan that can support all this social impact of bringing more efficient lighting solutions to the developing world with numbers, measurable goals and timing. Standfort University is actually saying in this report that 3 individual, stand alone business plans for China, India and Mexico were developed (found China which is much more complete and detailed). The main concern in this report is the social impact of such a product but it lacks all the economic part, some detailed paths in order to achieve the goals and the time issue is totally ignored. Everything is explained in general, some parts built just on common sense and with too little probability of success (3 employees with too daring objectives worldwide). I didn’t get their enthusiasm for franchising, a step in my opinion too early to be taken into consideration, as well as the whole fundraising issue which seems too positive and without a concrete sustainable part. In the part where partners should be taken into consideration, there is no criterion of selection (to be in line with the values or to have proven success??). &lt;br /&gt;&lt;br /&gt;For a more detailed business plan, take a look at China pilot case:&lt;br /&gt;http://ses-1.stanford.edu/reports/china.pdf</description><link>http://socialbusinesstalks.blogspot.com/2011/03/stanford-university-social.html</link><author>noreply@blogger.com (Simona Dan)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-3983519180608023170</guid><pubDate>Fri, 18 Mar 2011 11:59:00 +0000</pubDate><atom:updated>2011-03-18T13:01:53.801+01:00</atom:updated><title>POST TEST</title><description>Testing FeedBurner and the logo on footer.</description><link>http://socialbusinesstalks.blogspot.com/2011/03/post-test.html</link><author>noreply@blogger.com (Tiago)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7003093089877212765.post-7797815432433791823</guid><pubDate>Wed, 16 Mar 2011 14:30:00 +0000</pubDate><atom:updated>2011-03-16T15:30:22.268+01:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">business planning</category><category domain="http://www.blogger.com/atom/ns#">critique</category><category domain="http://www.blogger.com/atom/ns#">data</category><category domain="http://www.blogger.com/atom/ns#">rigour</category><title>Business planning  for social entrepreneurs - Episode 1</title><description>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;
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Admittedly, this is a pretty grim part of the course: the place where our dreams of changing the world by innovation and goodwill have to come to terms with the "business" in social business – and some of them will come down in flames. It was all about rigour, data, and hard economic logic. Students took it in stride: well done!&lt;br /&gt;
&lt;br /&gt;
Let me remind us of the rules of engagement for this part of the course. &lt;br /&gt;
&lt;ol style="text-align: left;"&gt;
&lt;li&gt;we are going to be completely honest and trasparent about our business case. Remember, business planning is a troubleshooting exercise: if you try to camouflage your errors they may not show up – until it's too late, and you are committed to running a crippled business.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;we are going to be very upfront with our feedback about each other's business planning. Be generous when praising, merciless when criticizing. No ego massaging or bleeding hearts allowed :-)&lt;/li&gt;
&lt;li&gt;we are not going to take offense when somebody else exposes our mistakes. This is not personal: criticism is, actually, a very precious gift.&lt;/li&gt;
&lt;/ol&gt;
All clear? &lt;/div&gt;</description><link>http://socialbusinesstalks.blogspot.com/2011/03/business-planning-for-social_16.html</link><author>noreply@blogger.com (Alberto)</author><thr:total>0</thr:total></item></channel></rss>