<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-304107321412736087</atom:id><lastBuildDate>Fri, 30 Aug 2024 14:56:27 +0000</lastBuildDate><category>What I Didn&#39;t Know Yesterday</category><category>Learning Technology</category><category>ICT4D</category><category>mHealth</category><category>Trip Report 2.0</category><category>Innovation</category><category>Economics</category><category>SALT</category><category>Design</category><category>Botswana</category><category>Development</category><category>eHealth</category><category>Learning</category><category>From the Mind of a Coder</category><category>Ethiopia</category><category>Networking</category><category>Culture</category><category>Kenya</category><category>Language</category><category>mLearning</category><category>Aid</category><category>Decision-making</category><category>Open Source</category><category>Standards</category><category>Zambia</category><category>Community</category><category>India</category><category>Intellectual Property</category><category>Rwanda</category><category>Storytelling</category><title>Linearity of Expectation (LoE)</title><description>Hopefully these musings will add up to something...</description><link>http://linearityofexpectation.blogspot.com/</link><managingEditor>noreply@blogger.com (James BonTempo)</managingEditor><generator>Blogger</generator><openSearch:totalResults>171</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-5215868931859959969</guid><pubDate>Mon, 01 Jun 2020 23:41:00 +0000</pubDate><atom:updated>2020-06-01T19:41:55.865-04:00</atom:updated><title>Introducing &quot;Digital Health Evidence&quot;</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Several years ago I worked with the K4Health team to build mHealth Evidence. When the K4Health project ended, the platform was no longer actively maintained. Also, in the intervening years, the focus of our field has expanded beyond mHealth to the much broader Digital Health.&lt;/div&gt;
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These two things inspired me to spend the last few days building a new site:&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=http://www.digitalhealthevidence.net/&amp;amp;source=gmail&amp;amp;ust=1591140859161000&amp;amp;usg=AFQjCNEWWnq0LyTy5ekIp3Z65jwrN-JSCw&quot; href=&quot;http://www.digitalhealthevidence.net/&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;Digital Health Evidence&lt;/a&gt;.&lt;/div&gt;
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Much like its predecessor,&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=http://www.digitalhealthevidence.net/&amp;amp;source=gmail&amp;amp;ust=1591140859161000&amp;amp;usg=AFQjCNEWWnq0LyTy5ekIp3Z65jwrN-JSCw&quot; href=&quot;http://www.digitalhealthevidence.net/&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;Digital Health Evidence&lt;/a&gt;&amp;nbsp;is built on top of PubMed, but narrows its collection down to articles relevant to Digital Health. It also provides a few &quot;Quick Searches&quot; that make it easy to retrieve evidence on key topics; for example,&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=http://www.digitalhealthevidence.net/search/?query%3D(maternal%2520OR%2520infant%2520OR%2520child)%2520health%26sort%3Drelevant&amp;amp;source=gmail&amp;amp;ust=1591140859161000&amp;amp;usg=AFQjCNERzhzVL2E61IDPSvXBMjJKUXXnVQ&quot; href=&quot;http://www.digitalhealthevidence.net/search/?query=(maternal+OR+infant+OR+child)+health&amp;amp;sort=relevant&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;MNCH&lt;/a&gt;,&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=http://www.digitalhealthevidence.net/search/?query%3D(community%2520health%2520workers%2520OR%2520chw)%2520OR%2520frontline%2520health%2520worker%26sort%3Drelevant&amp;amp;source=gmail&amp;amp;ust=1591140859161000&amp;amp;usg=AFQjCNFS4C_T8oCYKbDrCRIKfq9uJld94Q&quot; href=&quot;http://www.digitalhealthevidence.net/search/?query=(community+health+workers+OR+chw)+OR+frontline+health+worker&amp;amp;sort=relevant&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;CHWs&lt;/a&gt;,&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=http://www.digitalhealthevidence.net/search/?query%3Dclinical%2520decision%2520making%2520OR%2520(decision%2520OR%2520performance)%2520support%26sort%3Drelevant&amp;amp;source=gmail&amp;amp;ust=1591140859161000&amp;amp;usg=AFQjCNGPJrdDuakxf3kJ8hXxaMmP6RC8JA&quot; href=&quot;http://www.digitalhealthevidence.net/search/?query=clinical+decision+making+OR+(decision+OR+performance)+support&amp;amp;sort=relevant&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;Decision-making&lt;/a&gt;,&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=http://www.digitalhealthevidence.net/search/?query%3Dprivacy%2520OR%2520confidentiality%2520OR%2520computer%2520security%26sort%3Drelevant&amp;amp;source=gmail&amp;amp;ust=1591140859161000&amp;amp;usg=AFQjCNHZz33cmZMp76uWwukUlO6ysawwIA&quot; href=&quot;http://www.digitalhealthevidence.net/search/?query=privacy+OR+confidentiality+OR+computer+security&amp;amp;sort=relevant&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;Privacy &amp;amp; Security&lt;/a&gt;, &lt;a href=&quot;http://www.digitalhealthevidence.net/search/?query=artificial+intelligence&amp;amp;sort=relevant&quot; target=&quot;_blank&quot;&gt;AI&lt;/a&gt;, and several others. And of course, users can write their own queries to retrieve whatever evidence is most relevant to them.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;img alt=&quot;&quot; height=&quot;323&quot; 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&quot; width=&quot;640&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: left;&quot;&gt;
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&lt;div style=&quot;background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: left;&quot;&gt;
If you want to check it out, feel free to visit&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=http://www.digitalhealthevidence.net/&amp;amp;source=gmail&amp;amp;ust=1591140859161000&amp;amp;usg=AFQjCNEWWnq0LyTy5ekIp3Z65jwrN-JSCw&quot; href=&quot;http://www.digitalhealthevidence.net/&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;http://www.&lt;wbr&gt;&lt;/wbr&gt;digitalhealthevidence.net/&lt;/a&gt;. And if you have any thoughts about how to make&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=http://www.digitalhealthevidence.net/&amp;amp;source=gmail&amp;amp;ust=1591140859161000&amp;amp;usg=AFQjCNEWWnq0LyTy5ekIp3Z65jwrN-JSCw&quot; href=&quot;http://www.digitalhealthevidence.net/&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;Digital Health Evidence&lt;/a&gt;&amp;nbsp;even better, please feel free to share them!&lt;/div&gt;
&lt;div style=&quot;background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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P.S. If you&#39;re a developer and are interested in contributing to the code base, you can find&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=https://github.com/jamesbontempo/digitalhealthevidence&amp;amp;source=gmail&amp;amp;ust=1591140859161000&amp;amp;usg=AFQjCNFN6434_97yQdl1M1zmDmaEd45gwA&quot; href=&quot;https://github.com/jamesbontempo/digitalhealthevidence&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;Digital Health Evidence on GitHub&lt;/a&gt;.&lt;/div&gt;
&lt;/div&gt;
</description><link>http://linearityofexpectation.blogspot.com/2020/06/introducing-digital-health-evidence.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-3638674888719624096</guid><pubDate>Mon, 23 Feb 2015 04:05:00 +0000</pubDate><atom:updated>2015-02-22T23:06:30.106-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Economics</category><category domain="http://www.blogger.com/atom/ns#">ICT4D</category><category domain="http://www.blogger.com/atom/ns#">Innovation</category><title>The purpose of #ICT4D in one diagram</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
The purpose of ICT for development is quite simple, really. It can be captured in one basic diagram:&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDFbgnRM8H8eoqz9_VhmOS1OWc7BfXoLVf5ZNhqBuj9pYxfBsCsJOYThLCtxAtHI54suNj5-plt-nj7X6qr4FD3Ub66IQAcbFwNyrCI_MnolLlnNYbcvf5xdHHgCSNPfm-HQsib7ZmuUk/s1600/The+purpose+of+ICT+for+development.001.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDFbgnRM8H8eoqz9_VhmOS1OWc7BfXoLVf5ZNhqBuj9pYxfBsCsJOYThLCtxAtHI54suNj5-plt-nj7X6qr4FD3Ub66IQAcbFwNyrCI_MnolLlnNYbcvf5xdHHgCSNPfm-HQsib7ZmuUk/s1600/The+purpose+of+ICT+for+development.001.png&quot; height=&quot;480&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
The most obvious consequence of this understanding of ICT4D is that if your initiative isn&#39;t increasing effectiveness or efficiency (or both) then you shouldn&#39;t be doing it.&lt;br /&gt;
&lt;br /&gt;
It can also help make sure, for example, that when faced w/research results that don&#39;t demonstrate any (additional) impact you don&#39;t forget to ask, &quot;Well, did it cost less?&quot; Because if the impact was the same as the standard approach but it cost less then that&#39;s an important result (i.e., effectiveness is not the only measure of success in ICT4D). I regularly see missed opportunities to show cost savings in situations where (additional) effectiveness isn&#39;t successfully demonstrated.&lt;br /&gt;
&lt;br /&gt;
What is also perhaps less obvious is an indication of why ICT4D is often equated w/innovation. I&#39;ve heard folks refer to innovation as a way of doing something &quot;better, faster, cheaper.&quot; The first (better) is effectiveness, the other two (faster, cheaper) are efficiency. Hence, given the purpose of ICT4D is to increase effectiveness &amp;amp;/or efficiency, it is by definition innovation.&lt;br /&gt;
&lt;br /&gt;
But what do you think, does this one diagram pretty much sum up the purpose of ICT4D?&lt;br /&gt;
&lt;br /&gt;
P.S. While the diagram shows a linear relationship between resources &amp;amp; impact---more resources, more impact---I&#39;m not suggesting that&#39;s necessarily the case. I&#39;m using a simplified graph to demonstrate my point.&lt;/div&gt;
</description><link>http://linearityofexpectation.blogspot.com/2015/02/the-purpose-of-ict4d-in-one-diagram.html</link><author>noreply@blogger.com (James BonTempo)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDFbgnRM8H8eoqz9_VhmOS1OWc7BfXoLVf5ZNhqBuj9pYxfBsCsJOYThLCtxAtHI54suNj5-plt-nj7X6qr4FD3Ub66IQAcbFwNyrCI_MnolLlnNYbcvf5xdHHgCSNPfm-HQsib7ZmuUk/s72-c/The+purpose+of+ICT+for+development.001.png" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-2108107484374394446</guid><pubDate>Sat, 04 Oct 2014 17:36:00 +0000</pubDate><atom:updated>2014-11-01T12:56:34.261-04:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Innovation</category><title>Hype curve, meet diffusion of innovations, Part II</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
In the first part of this thread, &quot;&lt;a href=&quot;http://linearityofexpectation.blogspot.com/2014/06/hype-curve-meet-diffusion-of-innovations.html&quot;&gt;Hype curve, meet diffusion of innovations&lt;/a&gt;,&quot; I simply threw up an image that overlaid Rogers&#39;s Diffusion of Innovations curve on top of Gartner&#39;s Hype Curve without much else---simply a question: &quot;Notice anything interesting?&quot;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlb0LxPv4NAoFrViJLmEv8cDmGYL0rePUG5ncR9Ne2xSlZ-yUqd2G4OuSJb0Cvfa1XAf4-Xg-ZlzUTY3Oln0zqc0ajMNq-Ql9KKGIdQqADpyf85U_PYmvKxSPCnr7ZLrTSDPN4ky-6-bA/s1600/Hype+curve+meets+diffusion+of+innovations_crop.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlb0LxPv4NAoFrViJLmEv8cDmGYL0rePUG5ncR9Ne2xSlZ-yUqd2G4OuSJb0Cvfa1XAf4-Xg-ZlzUTY3Oln0zqc0ajMNq-Ql9KKGIdQqADpyf85U_PYmvKxSPCnr7ZLrTSDPN4ky-6-bA/s1600/Hype+curve+meets+diffusion+of+innovations_crop.png&quot; height=&quot;464&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Well, here&#39;s what I noticed immediately, at least:&lt;br /&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;The point at which the innovation starts to climb out of the &quot;Trough of Disillusionment&quot; is the point at which the Early Majority starts to adopt it.&lt;/li&gt;
&lt;li&gt;The period during which the innovation is climbing up the &quot;Slope of Enlightenment&quot; is the period during which the rate of adoption, or &quot;Market Share %,&quot; is the highest.&lt;/li&gt;
&lt;li&gt;The point at which the innovation reaches the &quot;Plateau of Productivity&quot;is the point at which the Late Majority begins to adopt it.&lt;/li&gt;
&lt;li&gt;The period at the end of the &quot;Plateau of Productivity&quot; where the Hype Curve flattens out is the same period during which the Laggards adopt it and the &quot;Market Share %&quot; flattens out.&lt;/li&gt;
&lt;/ol&gt;
&lt;div&gt;
In some sense, this is all intuitive:&lt;/div&gt;
&lt;div&gt;
&lt;ol style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;As the benefits of an innovation begin to be realized, it starts to become attractive to those beyond the early adopters.&lt;/li&gt;
&lt;li&gt;As the rate at which those benefits are realized increases, and the rate at which additional benefits are discovered and realized increases, the rate at which the innovation is adopted increases.&lt;/li&gt;
&lt;li&gt;When the full range of benefits of an innovation have been discovered, and it&#39;s clear that they are realizable, those who were more skeptical begin to adopt it.&lt;/li&gt;
&lt;li&gt;As an innovation settles into maturity, and is no longer in any way controversial, even the strongest hold-outs are won over (or those who were never going to adopt it still don&#39;t and won&#39;t).&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Again, all of this seems pretty intuitive and matches pretty well with experience, so this isn&#39;t exactly rocket science. But what surprised me was how all of this in some sense simply &quot;fell out&quot; of an image that I just threw together by combining two completely unrelated images I pulled from very different corners of the Interwebs and resized so they were the same dimensions. Coincidence? Maybe not.&lt;br /&gt;
&lt;br /&gt;
By the way, Dave Algoso makes some great---and hilarious---additions to the Hype Curve in his &quot;&lt;a href=&quot;http://algoso.org/2014/01/02/hype-cycle-for-development-ideas-2014-edition/&quot;&gt;Hype cycle for development ideas: 2014 edition&lt;/a&gt;.&quot; Check it out!&lt;/div&gt;
&lt;/div&gt;
</description><link>http://linearityofexpectation.blogspot.com/2014/10/hype-curve-meet-diffusion-of.html</link><author>noreply@blogger.com (James BonTempo)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlb0LxPv4NAoFrViJLmEv8cDmGYL0rePUG5ncR9Ne2xSlZ-yUqd2G4OuSJb0Cvfa1XAf4-Xg-ZlzUTY3Oln0zqc0ajMNq-Ql9KKGIdQqADpyf85U_PYmvKxSPCnr7ZLrTSDPN4ky-6-bA/s72-c/Hype+curve+meets+diffusion+of+innovations_crop.png" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-3170221502182788021</guid><pubDate>Mon, 02 Jun 2014 17:22:00 +0000</pubDate><atom:updated>2014-06-02T13:23:10.630-04:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ICT4D</category><category domain="http://www.blogger.com/atom/ns#">Innovation</category><title>Hype curve, meet diffusion of innovations</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;I&#39;ve been thinking a lot about the adoption of ICT here @ CCP. I&#39;m lucky that, in my current role, it&#39;s an appropriate way to spend (some of) my time :)&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: inherit;&quot;&gt;Two things that came to mind this morning while thinking about this were the Gartner Hype Curve &amp;amp; Rogers&#39;s Diffusion of Innovations. Just for the heck of it, on a bit of a whim, I decided to juxtapose the two curves to see how they lined up. See the result below...&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQI_qCZ-0FG9b746pZ3rlqablG513UYtPkaH8u7iAtlgR_xdX2v1u0SRlcShnCEEodJ5K6uD1mUbA58u6VisRqF-MSuwe2cblwAK7s8DmJVvnup3dAvdZJ6XwEZYqa498wImMCXU7qFIM/s1600/Hype+curve+meets+diffusion+of+innovations_crop.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQI_qCZ-0FG9b746pZ3rlqablG513UYtPkaH8u7iAtlgR_xdX2v1u0SRlcShnCEEodJ5K6uD1mUbA58u6VisRqF-MSuwe2cblwAK7s8DmJVvnup3dAvdZJ6XwEZYqa498wImMCXU7qFIM/s1600/Hype+curve+meets+diffusion+of+innovations_crop.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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I didn&#39;t modify the curves at all except to make them the same relative size and a bit larger.&amp;nbsp;&lt;span style=&quot;font-family: inherit;&quot;&gt;Notice anything interesting?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: inherit; font-size: x-small;&quot;&gt;Image Credits:&lt;br /&gt;&lt;span style=&quot;background-color: #f9f9f9; color: #252525; line-height: 21.280000686645508px;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/File:Gartner_Hype_Cycle.svg&quot;&gt;Gartner Research&#39;s Hype Cycle diagram&lt;/a&gt; by Jeremy Kemp.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit; font-size: x-small;&quot;&gt;&lt;span style=&quot;background-color: #f9f9f9; color: #252525; line-height: 21.280000686645508px;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/File:Diffusion_of_ideas.svg&quot;&gt;The diffusion of innovations according to Rogers (1962)&lt;/a&gt; by Everett Rogers.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</description><link>http://linearityofexpectation.blogspot.com/2014/06/hype-curve-meet-diffusion-of-innovations.html</link><author>noreply@blogger.com (James BonTempo)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQI_qCZ-0FG9b746pZ3rlqablG513UYtPkaH8u7iAtlgR_xdX2v1u0SRlcShnCEEodJ5K6uD1mUbA58u6VisRqF-MSuwe2cblwAK7s8DmJVvnup3dAvdZJ6XwEZYqa498wImMCXU7qFIM/s72-c/Hype+curve+meets+diffusion+of+innovations_crop.png" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-5302985313406700785</guid><pubDate>Sun, 30 Mar 2014 15:43:00 +0000</pubDate><atom:updated>2014-03-30T11:43:50.440-04:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Development</category><category domain="http://www.blogger.com/atom/ns#">ICT4D</category><title>The slow death of ICT4D, Part II</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
In my previous post, &lt;a href=&quot;http://linearityofexpectation.blogspot.com/2014/03/the-slow-death-of-ict4d.html&quot;&gt;The slow death of ICT4D&lt;/a&gt;, I put together an admittedly rushed timeline (using &lt;a href=&quot;http://knightlab.northwestern.edu/&quot;&gt;knight labs&lt;/a&gt;&#39; awesome &lt;a href=&quot;http://timeline.knightlab.com/&quot;&gt;TimelineJS&lt;/a&gt; tool) that captured some of what I thought were waypoints along a declining trajectory of the field of ICT4D. Several folks misunderstood my post to be a re-hash of a previous debate regarding the definition of the term. It wasn&#39;t.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://twitter.com/trucano&quot;&gt;Mike Trucano&lt;/a&gt;,&amp;nbsp;&lt;a href=&quot;https://twitter.com/kiwanja&quot;&gt;Ken Banks&lt;/a&gt;, &lt;a href=&quot;https://twitter.com/mberg&quot;&gt;Matt Berg&lt;/a&gt;&amp;nbsp;and&amp;nbsp;&lt;a href=&quot;https://twitter.com/ysrinivas&quot;&gt;Srinivas Yerramsetti&lt;/a&gt;&amp;nbsp;were more or less with me. But others were not, including &lt;a href=&quot;https://twitter.com/wayan_vota&quot;&gt;Wayan Vota&lt;/a&gt;&amp;nbsp;and &lt;a href=&quot;https://twitter.com/phat_controller&quot;&gt;Tony Roberts&lt;/a&gt;&amp;nbsp;(who wrote a thoughtful riposte, &lt;a href=&quot;http://appropriatingtechnology.org/?q=node/148&quot;&gt;&quot;Death of ICT4D &#39;Greatly Exaggerated&#39;&quot;&lt;/a&gt;). And &lt;a href=&quot;https://twitter.com/jselanikio&quot;&gt;Joel Selanikio&lt;/a&gt; and &lt;a href=&quot;https://twitter.com/stevesong&quot;&gt;Steve Song&lt;/a&gt; fell into what was basically a &quot;Who cares?&quot; group.&lt;br /&gt;
&lt;br /&gt;
But it was the ICT4D man himself, &lt;a href=&quot;https://twitter.com/CDIManchester&quot;&gt;Richard Heeks&lt;/a&gt;—who I actually quoted in my timeline, and of whom I&#39;m a big fan—that called me out in a comment to Tony&#39;s post. He said that behind my link-bait of a title there wasn&#39;t enough specificity or evidence. And you know what? He&#39;s right. Hence, this follow-up post.&lt;br /&gt;
&lt;br /&gt;
First, let me draw what, in my mind at least, is a distinction between the study of ICT4D and its practice. The former takes place in the ivory tower of academia (and what a comfy tower it is!) and tends to be concerned with big-picture things like the relationship between ICTs and socioeconomic development: What is the effect on GDP if we add 10 more phones for every 100 people? How does the ubiquity of ICTs affect power dynamics and democracy? And other such lofty (and important) questions.&lt;br /&gt;
&lt;br /&gt;
The practice of ICT4D is a different beast altogether. It is the domain of international NGOs—and their donors—engaged in the deliberate activity of international development; i.e., working overseas and &quot;in the field,&quot; not their own backyard (this is where I come into closest alignment with &lt;a href=&quot;https://twitter.com/whiteafrican&quot;&gt;Erik Hersman&lt;/a&gt;&#39;s &lt;a href=&quot;http://whiteafrican.com/2011/11/02/the-subtle-condescension-of-ict4d/&quot;&gt;&quot;Subtle Condescension of ICT4D&quot;&lt;/a&gt;), on development projects in health, education, agriculture and other sectors. This is where the perfect theories of ICT4D run into the real, messy world. In some sense, it&#39;s where a transition occurs from ICT &lt;i&gt;and&lt;/i&gt; D to ICT &lt;i&gt;within&lt;/i&gt; D. (That&#39;s not a perfect distinction, but I&#39;m going to keep it for now.)&lt;br /&gt;
&lt;br /&gt;
It&#39;s in the field of ICT4D practice, its implementation within international NGOs, where I see major changes ahead, where the &quot;slow death&quot; is occurring. And it has everything to do with &lt;a href=&quot;https://twitter.com/joncamfield&quot;&gt;Jon Camfield&lt;/a&gt;&#39;s observation:&lt;br /&gt;
&lt;blockquote class=&quot;twitter-tweet&quot; data-conversation=&quot;none&quot; lang=&quot;en&quot;&gt;
&lt;a href=&quot;https://twitter.com/jamesbt&quot;&gt;@jamesbt&lt;/a&gt; &lt;a href=&quot;https://twitter.com/wayan_vota&quot;&gt;@wayan_vota&lt;/a&gt; &lt;a href=&quot;https://twitter.com/whiteafrican&quot;&gt;@whiteafrican&lt;/a&gt; &lt;a href=&quot;https://twitter.com/kiwanja&quot;&gt;@kiwanja&lt;/a&gt; did &lt;a href=&quot;https://twitter.com/search?q=%23ICT4D&amp;amp;src=hash&quot;&gt;#ICT4D&lt;/a&gt; jump the shark, or become embedded &amp;amp; expected in &quot;normal&quot; int&#39;l dev?&lt;br /&gt;
— jon camfield (@joncamfield) &lt;a href=&quot;https://twitter.com/joncamfield/statuses/445301936225787904&quot;&gt;March 16, 2014&lt;/a&gt;&lt;/blockquote&gt;
&lt;script async=&quot;&quot; charset=&quot;utf-8&quot; src=&quot;//platform.twitter.com/widgets.js&quot;&gt;&lt;/script&gt;

When ICT becomes mainstreamed within international development, when it becomes &quot;expected,&quot; it will no longer be special and it will cease to be the domain of a select few with specialized skills (i.e., many of us who currently call ourselves ICT4D practitioners). Personally, I&#39;m already witnessing this: half of my ICT team has never written a line of code, built a computer from its individual hardware components, or used a crimper and made ethernet cables. They&#39;re not technologists, they&#39;re public health professionals with a particular interest in or affinity for technology.&lt;br /&gt;
&lt;br /&gt;
But the reality is they don&#39;t need to be technologists. With the continued strengthening of local ICT ecosystems (e.g., see this &lt;a href=&quot;https://africahubs.crowdmap.com/&quot;&gt;map of technology and innovation hubs in Africa&lt;/a&gt;), the technical capacity will increasingly be supplied by local partners. In fact, 10 years ago, when I was involved in my first ICT4D project in Mozambique, the actual development of the system was done by a local firm and almost every project I&#39;ve been involved in since then has followed the same model. And as the tools themselves continue to get easier to implement, requiring nothing more than simple configuration (think: &lt;a href=&quot;https://www.magpi.com/&quot;&gt;Magpi&lt;/a&gt; or &lt;a href=&quot;http://textit.in/&quot;&gt;TextIt&lt;/a&gt;), there will be even less need for ICT4D specialists. Those working on ICT projects in international development organizations don&#39;t need to be technologists, they simply need to understand the processes of, and approaches to, implementing ICT projects so they can effectively work with technology partners. Or they may only need to know how to use a browser-based GUI and install and configure a mobile application.&lt;br /&gt;
&lt;br /&gt;
In my corner of the international development world, global health, we will know the final blow to ICT4D (or at least its ICT for Health incarnation) will have been dealt when ICT becomes a part of the Public Health core curriculum—certificate programs are already cropping up, like this one in &lt;a href=&quot;http://www.jhsph.edu/departments/health-policy-and-management/certificates/public-health-informatics/&quot;&gt;Public Health Informatics at Hopkins&lt;/a&gt;—and when newly graduated MPH students are just as comfortable working with a (local) software development firm (or simply using a web-based tool) to develop an mHealth intervention as they already are working with community organizations to implement traditional health promotion campaigns. At that point, which is on the horizon and rapidly approaching, there will be no need for ICT4D staff—everyone will have the (minimal) requisite skills and implementing ICT projects will be a part of everyone&#39;s job. And that&#39;s when I&#39;ll be out of mine.&lt;/div&gt;
</description><link>http://linearityofexpectation.blogspot.com/2014/03/the-slow-death-of-ict4d-part-ii.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>7</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-2992391793721247598</guid><pubDate>Sun, 16 Mar 2014 15:28:00 +0000</pubDate><atom:updated>2014-03-16T16:58:04.526-04:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ICT4D</category><title>The slow death of ICT4D</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
UPDATE: Let me be clear, this post is not about arguing over the meaning of the term &quot;ICT4D.&quot; Like the INGOs that are its vehicle, ICT4D&#39;s days are numbered. With this timeline I am attempting to lay out some of the waypoints along the trajectory of the slow death of ICT4D as a field. It&#39;s time we started looking for new jobs...
&lt;iframe frameborder=&quot;0&quot; height=&quot;700&quot; src=&quot;http://cdn.knightlab.com/libs/timeline/latest/embed/index.html?source=0AuQooksp2ZyadGIxeXp3a0tDV18yQTBkd05YYmxpSkE&amp;amp;font=Bevan-PotanoSans&amp;amp;maptype=toner&amp;amp;lang=en&amp;amp;height=700&quot; width=&quot;100%&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
</description><link>http://linearityofexpectation.blogspot.com/2014/03/the-slow-death-of-ict4d.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-8380227055430713687</guid><pubDate>Sun, 01 Dec 2013 17:57:00 +0000</pubDate><atom:updated>2013-12-01T12:57:45.216-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Development</category><category domain="http://www.blogger.com/atom/ns#">Economics</category><category domain="http://www.blogger.com/atom/ns#">ICT4D</category><category domain="http://www.blogger.com/atom/ns#">Innovation</category><title>Some thoughts on scale &amp; complexity in #ICT4D</title><description>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Some assumptions:&lt;br /&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Going to scale requires significant investments in systems &amp;amp; infrastructure&lt;/li&gt;
&lt;li&gt;Investors (esp. risk-averse government donors) require proof of efficacy before making large investments&lt;/li&gt;
&lt;li&gt;Proof of efficacy is established in small, highly-controlled environments&lt;/li&gt;
&lt;li&gt;Development (health, education, agriculture, etc.) is complex: i.e., a complex system&lt;/li&gt;
&lt;li&gt;In complex systems, properties emerge that can&#39;t be predicted/don&#39;t follow the dynamics at lower (i.e., smaller) levels of scale&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
Some related challenges:&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;How can we be confident our ICT4D interventions will scale (easily) given we can&#39;t predict what unforeseen land mines might await us as they do?&lt;/li&gt;
&lt;li&gt;Given that, how can we convince investors (&amp;amp; ourselves) that their investments (esp. the up-front ones) are warranted?&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;br /&gt;
These are just some things I&#39;ve been thinking about lately. I&#39;d be curious to hear your thoughts on them...&lt;/div&gt;
</description><link>http://linearityofexpectation.blogspot.com/2013/12/some-thoughts-on-scale-complexity-in.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-5920516805105448277</guid><pubDate>Fri, 02 Dec 2011 19:14:00 +0000</pubDate><atom:updated>2011-12-02T14:52:21.394-05:00</atom:updated><title>mHealth Reality Booth (#131)</title><description>&lt;br /&gt;
Some of the top organizations and corporations working in the mobile technology and health space will gather December 5–7 at the&lt;a href=&quot;http://www.mhealthsummit.org/&quot;&gt; mHealth Summit&lt;/a&gt; near Washington, D.C. The summit &lt;a href=&quot;http://www.mhealthsummit.org/program_details.php&quot;&gt;program&lt;/a&gt; offers several tracks and a wide range of sessions and exhibits for just about anyone interested in mobile technology and health.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://lindaraftree.files.wordpress.com/2011/12/peanuts_lucy_cbrown.gif?w=200&amp;amp;h=188&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://lindaraftree.files.wordpress.com/2011/12/peanuts_lucy_cbrown.gif?w=200&amp;amp;h=188&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
A few months back, &lt;a href=&quot;http://twitter.com/meowtree&quot;&gt;Linda Raftree&lt;/a&gt; and I came up with the idea to co-host a “Reality Booth” at the Summit.&lt;br /&gt;
&lt;br /&gt;
Innovative business models are great. New behavior change communication technologies open huge opportunities. Mobile tools to help health professionals build capacity to improve healthcare systems sound like a dream come true. But what happens during implementation? What are the real life barriers and challenges that practitioners face when implementing programs with an mHealth component? Where can you get some honest answers?&lt;br /&gt;
&lt;br /&gt;
The Reality Booth is a place for practitioners working in rural settings or implementing programs in ‘developing’ countries to connect with others working in similar situations and facing comparable challenges. It offers a space to share and learn from peers who implement mHealth programs on the ground and to get advice on resolving the kinds of difficulties that probably won’t be highlighted during the official presentations.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://blogs.warwick.ac.uk/images/jmiles/2008/09/10/charlesschulz.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;202&quot; src=&quot;http://blogs.warwick.ac.uk/images/jmiles/2008/09/10/charlesschulz.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
We’ve invited some of the most respected mHealth practitioners to attend the booth for an hour or 2, and are pleased to mention that we’ll have some fantastic folks joining us. (We’re filling our last few remaining slots, so stop by &lt;a href=&quot;http://www.mhealthsummit.org/pdf/FNIH_mHealthSummit11_FloorPlan.pdf&quot;&gt;booth number 131&lt;/a&gt; for the full schedule on Monday!)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Come and share your mHealth reality stories, ask your implementation questions and get some practical or strategic advice from:&lt;br /&gt;
&lt;br /&gt;
Monday, Dec 5&lt;br /&gt;
11:15-12:00 &lt;a href=&quot;http://twitter.com/isaacholeman&quot;&gt;Isaac Holeman&lt;/a&gt;&lt;br /&gt;
12:00-1:00  &lt;a href=&quot;http://twitter.com/heatherlagarde&quot;&gt;Heather La Garde&lt;/a&gt;&lt;br /&gt;
1:00-2:00   &lt;a href=&quot;http://twitter.com/sixblue_data&quot;&gt;David Isaak&lt;/a&gt;&lt;br /&gt;
2:00-3:15   &lt;a href=&quot;http://www.linkedin.com/pub/david-cantor/4/973/279&quot;&gt;David Cantor&lt;/a&gt;&lt;br /&gt;
4:30-5:30   &lt;a href=&quot;http://www.linkedin.com/pub/pamela-riley/7/997/95&quot;&gt;Pamela Riley&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Tuesday, Dec 6&lt;br /&gt;
2:00-3:30   &lt;a href=&quot;http://www.linkedin.com/pub/david-cantor/4/973/279&quot;&gt;David Cantor&lt;/a&gt;&lt;br /&gt;
3:30-5:00   &lt;a href=&quot;http://www.linkedin.com/pub/neal-lesh/4/325/25a&quot;&gt;Neal Lesh&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Wednesday, Dec 7&lt;br /&gt;
10:00-11:00 &lt;a href=&quot;http://twitter.com/sixblue_data&quot;&gt;David Isaak&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
We’re also planning to make a short video on ‘mHealth Realities,’ so stop on by if you have a ‘reality story’ to share.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
The Reality Booth is co-hosted by &lt;a href=&quot;http://www.mchip.net/&quot;&gt;MCHIP&lt;/a&gt;, USAID’s flagship maternal, newborn and child health program, and &lt;a href=&quot;http://www.planusa.org/&quot;&gt;Plan International USA&lt;/a&gt;, one of the oldest and largest children’s development organizations in the world, and co-coordinated by &lt;a href=&quot;http://linearityofexpectation.blogspot.com/&quot;&gt;James BonTempo&lt;/a&gt; of &lt;a href=&quot;http://www.jhpiego.org/&quot;&gt;Jhpiego&lt;/a&gt; and &lt;a href=&quot;http://lindaraftree.wordpress.com/&quot;&gt;Linda Raftree&lt;/a&gt; of Plan International USA. Contact James (&lt;a href=&quot;mailto:JBonTempo@jhpiego.net&quot;&gt;JBonTempo@jhpiego.net&lt;/a&gt;) or Linda (&lt;a href=&quot;mailto:Linda.Raftree@planusa.org&quot;&gt;Linda.Raftree@planusa.org&lt;/a&gt;) for more information.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;In addition to the Reality Booth, we’re hosting &lt;a href=&quot;http://www.eventbrite.com/event/2575669898/mcivte&quot;&gt;ICT4Drinks&lt;/a&gt; at &lt;a href=&quot;http://www.thaipavilionnationalharbor.com/&quot;&gt;Thai  Pavilion&lt;/a&gt; from 5.30-7.30 on Tuesday, December 6. Meet and mingle with your fellow mHealth practitioners! Free drinks for the first folks in the door and fantastic Thai munchies for everyone!&lt;/b&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/12/mhealth-reality-booth-131.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-5643122101747902043</guid><pubDate>Sun, 17 Apr 2011 15:12:00 +0000</pubDate><atom:updated>2011-04-17T11:12:24.551-04:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Economics</category><title>Provider-level supply side elements of doing</title><description>My wife likes to make fun of me for having a whiteboard in my &quot;man cave.&quot; She thinks I&#39;m a total nerd. And I am. Anyway, while trying to free up space--rearranging and rewriting some things, including a diagram re: instructional design as user experience design--I found myself inspired to draw this &quot;elements of doing&quot; diagram:&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://1.bp.blogspot.com/--1lmHN2W10o/Thttp://www.blogger.com/img/blank.gifar-vKy8SWI/AAAAAAAAAKg/DVpHRLo-N0E/s1600/photo.JPG&quot;&gt;&lt;img style=&quot;display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 500px; height: 368px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi15kIavkmDPKBY6sLxgiePlLhBh6bYoMllUPu5e69wFPRs5o73fC6lRwTbPiuYBqdfGEMAcJY7ENhp75gOyQDbJgSqQry2PL_p8al2nNZUOl71Kq6TYQ7lsamYPK734Ek57iWaqWHskAg/s400/photo.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5596565573266590050&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:85%;&quot;&gt;Six provider-level supply side elements of doing&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;I&#39;ve considered similar things before (e.g., see &lt;a href=&quot;http://linearityofexpectation.blogspot.com/2010/05/clinical-decision-making-behavioral.html&quot;&gt;Clinical decision-making, a behavioral economics perspective&lt;/a&gt;) but this is a little different because it goes beyond making a decision to actually doing (i.e., putting that decision into practice). The six elements I came up with--and there are probably more I haven&#39;t thought of--are: capacity, motivation, tools &amp;amp; materials, time, rights, demand.&lt;br /&gt;&lt;br /&gt;I was going to provide more detail about each element but, as I started to write everything out, it seemed unnecessary: they all seem pretty self-explanatory to me (but be sure to let me know if they&#39;re not).&lt;br /&gt;&lt;br /&gt;I&#39;m sure this is nothing new; my ignorance of writing, academic or otherwise, on this subject making me think it&#39;s somehow unique. If you can point me to any existing articles, essays, books, etc., please do!</description><link>http://linearityofexpectation.blogspot.com/2011/04/provider-level-supply-side-elements-of.html</link><author>noreply@blogger.com (James BonTempo)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi15kIavkmDPKBY6sLxgiePlLhBh6bYoMllUPu5e69wFPRs5o73fC6lRwTbPiuYBqdfGEMAcJY7ENhp75gOyQDbJgSqQry2PL_p8al2nNZUOl71Kq6TYQ7lsamYPK734Ek57iWaqWHskAg/s72-c/photo.JPG" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-8129636992433181578</guid><pubDate>Thu, 10 Mar 2011 04:19:00 +0000</pubDate><atom:updated>2011-03-09T23:21:19.355-05:00</atom:updated><title>What I Didn&amp;#39;t Know Yesterday #62: Why mLearning &amp;amp; ICT4E in general is hard</title><description>MobileActive has written a piece about mLearning and how it hasn&#39;t seemed to live up to it&#39;s potential (hype?). As I thought about this a thought occurred to me: learning isn&#39;t transactional and that may have something to do with it.&lt;br /&gt;&lt;br /&gt;Take mBanking -- it&#39;s pretty simple. Money goes in, money gets transferred, money gets withdrawn. Easy. Or even healthcare. Steps in a protocol are followed, data is collected, diagnoses are determined, treatments are administered, you wait to see how the patient responds, then repeat. There are a wide set of possibilities but, still, it&#39;s a pretty straightforward process.&lt;br /&gt;&lt;br /&gt;Health service provision is really just pattern recognition -- recognizing symptoms and treating them appropriately (maybe my father-in-law, a philosophy professor and playwright, is on to something when he says an M.D. is just a glorified professional degree :P). And banking is just storing and transferring information. Both things that ICTs are particularly well suited for. &lt;br /&gt;&lt;br /&gt;But learning is anything but straightforward. It&#39;s certainly more than data collection, transmission or computation. And maybe that&#39;s why it&#39;s so difficult to find appropriate applications of ICT that will really effectively facilitate the process. I don&#39;t know, I&#39;m just thinking out loud here...&lt;br /&gt;&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/03/what-i-didn-know-yesterday-62-why.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-1432168181774050908</guid><pubDate>Thu, 10 Mar 2011 03:28:00 +0000</pubDate><atom:updated>2011-03-09T23:25:31.091-05:00</atom:updated><title>What I Didn&amp;#39;t Know Yesterday #66; Sometimes you know more than you realize</title><description>Sometimes you have more knowledge &amp; expertise wrapped up in your head than you realize. And it simply takes the the right, probing questions to pull it out. I guess it&#39;s somehow related to my realization that teaching can potentially be more like facilitation (i.e., getting your learners to share their knowledge and effectively provide the necessary learning content by asking the right questions and guiding the conversation).&lt;br /&gt;&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/03/what-i-didn-know-yesterday-66-sometimes.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-9118621008841744886</guid><pubDate>Tue, 08 Mar 2011 03:45:00 +0000</pubDate><atom:updated>2011-03-09T23:23:41.894-05:00</atom:updated><title>What I Didn&amp;#39;t Know Yesterday #65: Everyone&amp;#39;s looking to ICT</title><description>Today I attended a briefing at the World Bank on a report detailing what the future of health professions education around the world should look like. I was surprised to hear presenters make references to ICT, mobile technology and open educational resources. And not only that, one presenter actually called for the &quot;aggressive use&quot; of technology to support and transform education. I guess it&#39;s just nice to hear such respected non-techies make reference to the importance of and need for technology in the company of so many important decision makers. It makes me feel like my work is worthwhile. Now if only my colleagues were convinced of that, too...&lt;br /&gt;&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/03/what-i-didn-know-yesterday-65-everyone.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-1718600912820501365</guid><pubDate>Mon, 07 Mar 2011 02:09:00 +0000</pubDate><atom:updated>2011-03-09T23:20:56.271-05:00</atom:updated><title>What I Didn&amp;#39;t Know Yesterday #61: Nintendo, it&amp;#39;s like riding a bike</title><description>Today I joined some colleagues at Mr. Yogato. It&#39;s a frozen yogurt place near our office. But that&#39;s not the important part -- they have an old school (though 3rd generation) Nintendo set up there with a stack of games. Among them is Mike Tyson&#39;s Punch-Out. I popped that cartridge in and the next thing you know I was KO-ing Glass Joe &amp; Von Kaiser like I was still 14 years old! Talk about muscle memory :P I&#39;m going to have to go back and play when I have more time. But maybe next time I&#39;ll throw in Mega Man (also in that stack of games) instead...&lt;br /&gt;&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/03/what-i-didn-know-yesterday-61-nintendo.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-6223303998280919889</guid><pubDate>Mon, 07 Mar 2011 02:08:00 +0000</pubDate><atom:updated>2011-03-09T23:22:10.317-05:00</atom:updated><title>What I Didn&amp;#39;t Know Yesterday #63: Smalltimore</title><description>My friend Alan -- we went to college together almost (gasp!) 20 years ago and we haven&#39;t see each other in about 10 -- came to Baltimore for a party at his wife&#39;s friend&#39;s place. Her name is Ethel and she was a resident at University of Maryland. It turns out she knows a friend of ours, Eric, who is also a resident there. Then the twin sister of someone that I used to work with at Jhpiego showed up: her daughter was a clinical mentor for Ethel. And it turned out that two of the women that came with her live two blocks down the street from us. Sometimes the city can really start to feel like a small town.&lt;br /&gt;&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/03/what-i-didn-know-yesterday-63.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-7049322190655495530</guid><pubDate>Mon, 07 Mar 2011 02:08:00 +0000</pubDate><atom:updated>2011-03-09T23:22:58.424-05:00</atom:updated><title>What I Didn&amp;#39;t Know Yesterday #64: Home improvement is never done</title><description>The problem with home improvement is that once you start doing it you realize there&#39;s a lot more that could be done. I started with fixing a crack in one of our plaster walls. Then I noticed there were these remnants of a baby gate from the previous owner that I wanted to remove (which required more plaster work). Then while painting over the fixed plaster I noticed the banister could use some paint. Then I noticed there was a small hole in the wall in the kitchen that needed to be filled (and then painted). Then...&lt;br /&gt;&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/03/what-i-didn-know-yesterday-64-home.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-950184036252768134</guid><pubDate>Fri, 04 Mar 2011 12:48:00 +0000</pubDate><atom:updated>2011-03-04T07:48:11.072-05:00</atom:updated><title>What I Didn&amp;#39;t Know Yesterday #60: Not every opportunity can/should be taken</title><description>Today I was presented with a really interesting opportunity. Someone had actually sought me out with a decent offer, as opposed to the other way around (I&#39;m usually the one approaching others with ideas). The unfortunate thing was that there was no way we could take advantage of this opportunity -- the timeframe was just too tight and our in-country staff already too overburdened to make room for more work.&lt;br /&gt;&lt;br /&gt;It was one of those times when it becomes clear that not every opportunity can be seized. And I would add that even if an interesting opportunity can be accommodated for it doesn&#39;t automatically mean that it should be. As with all other business decisions, this sort of decision needs to be made in the context of many other things, not just time &amp; staff availability -- most importantly, your vision, mission and organizational objectives.&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/03/what-i-didn-know-yesterday-60-not-every.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-6439242884137705866</guid><pubDate>Thu, 03 Mar 2011 03:14:00 +0000</pubDate><atom:updated>2011-03-02T22:14:10.782-05:00</atom:updated><title>What I Didn&amp;#39;t Know Yesterday #60: Qualcomm</title><description>Today I attended Dr. Irwin Jacobs&#39;s (co-founder of &lt;a target=&quot;_blank&quot; href=&quot;http://www.qualcomm.com&quot;&gt;Qualcomm&lt;/a&gt;) &lt;a target=&quot;_blank&quot; href=&quot;http://gazette.jhu.edu/2011/02/21/qualcomm’s-irwin-jacobs-to-give-wse’s-blumenthal-lecture/&quot;&gt;Blumenthal Lecture (and award ceremony) at Johns Hopkins University&#39;s Whiting School of Engineering&lt;/a&gt;. He shared with the group in attendance the story of Qualcomm&#39;s beginnings and how the team overcame adversity and skepticism to become one of the world&#39;s biggest and most successful technology companies. And I was particularly happy when he gave significant exposure to the &lt;a target=&quot;_blank&quot; href=&quot;http://www.qualcomm.com/citizenship/wireless_reach/index.html&quot;&gt;Wireless Reach&lt;/a&gt; initiative -- a program to bring the power of mobile and wireless technologies to aid underserved communities around the world. Perhaps someday I&#39;ll be lucky enough to work with the team at Qualcomm to apply the power of ICTs to some of the most pressing development issues...&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/03/what-i-didn-know-yesterday-60-qualcomm.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-7798914929352568153</guid><pubDate>Tue, 01 Mar 2011 20:15:00 +0000</pubDate><atom:updated>2011-03-01T15:20:59.805-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">ICT4D</category><category domain="http://www.blogger.com/atom/ns#">Learning Technology</category><category domain="http://www.blogger.com/atom/ns#">mHealth</category><category domain="http://www.blogger.com/atom/ns#">mLearning</category><category domain="http://www.blogger.com/atom/ns#">What I Didn&#39;t Know Yesterday</category><title>What I Didn&#39;t Know Yesterday #59: Is mobile penetration higher than we think?</title><description>In the article, &lt;a href=&quot;http://allafrica.com/stories/201101280867.html&quot;&gt;Are Mobile Phone Penetration Rates in Sub-Saharan Africa Really As Low As They Seem?&lt;/a&gt;, Russell Southwood makes the case that mobile penetration among adults in sub-Saharan Africa (SSA) may actually be incredibly high. Here&#39;s why...&lt;br /&gt;&lt;br /&gt;Current penetration rates are calculated as a percentage of the total population but in many SSA countries those under 15 make up a sizable portion of the population. Recalculating mobile penetration against the percentage of the population over 15 (i.e., the &quot;addressable market&quot;) can change the figures dramatically. For example, in Liberia, in 2009, the mobile penetration rate calculated as a percentage of the total population was 31% but a recalculation based on the proportion of the population over 15 pushed the number to 60% -- almost twice as high as originally thought.&lt;br /&gt;&lt;br /&gt;So, what&#39;s the relevance to ICT4D? Chances are mobile ownership and access in many countries -- even outside of SSA -- is even higher than we think, especially among adult target populations, making mHealth and mLearning interventions even more feasible and desirable.</description><link>http://linearityofexpectation.blogspot.com/2011/03/what-i-didnt-know-yesterday-59-is.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-2259837236408054886</guid><pubDate>Mon, 28 Feb 2011 23:10:00 +0000</pubDate><atom:updated>2011-02-28T18:23:29.343-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">What I Didn&#39;t Know Yesterday</category><title>What I Didn&#39;t Know Yesterday #58: Categorizing the computer nerds</title><description>Some time ago I stumbled across the &lt;a href=&quot;http://www.acm.org/education/education/curric_vols/CC2005-March06Final.pdf&quot;&gt;ACM&#39;s Computing Curricula 2005: The Overview Report&lt;/a&gt;, but I hadn&#39;t gotten around to reading through it. Well, I finally had a chance to check it out today and it was actually really helpful. It gives a rather clear description of the difference between undergraduate programs in computer engineering, computer science, information systems, information technology, and software engineering. And it describes them both in terms of content covered in a program as well as the competencies students will develop.&lt;br /&gt;&lt;br /&gt;I didn&#39;t study any sort of computing as an undergraduate -- I have a BS in Biology -- but I did my graduate MS work in computational linguistics. And I have over 15 years of practical experience in ICT across various fields. Applying the criteria from the report, I&#39;d say I&#39;m equal parts software engineer and information systems person, with a little bit of computer science (from graduate school) and information technology (from a few years doing technical support) thrown in for good measure :)</description><link>http://linearityofexpectation.blogspot.com/2011/02/what-i-didnt-know-yesterday-58.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-3417611056373498815</guid><pubDate>Sun, 27 Feb 2011 07:14:00 +0000</pubDate><atom:updated>2011-02-27T02:14:51.454-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">What I Didn&#39;t Know Yesterday</category><title>What I Didn&amp;#39;t Know Yesterday #57: The craft fair is cool</title><description>The craft fair in Baltimore is pretty cool. Alex and I went down there to see some friends of her family that had a booth there. Their work (silk scarves) was great and there was a lot of interesting stuff there. It may have even been worth the $14 per person :P&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/02/what-i-didn-know-yesterday-57-craft.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-2841893290486838009</guid><pubDate>Sun, 27 Feb 2011 07:11:00 +0000</pubDate><atom:updated>2011-02-27T02:11:13.278-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">What I Didn&#39;t Know Yesterday</category><title>What I Didn&amp;#39;t Know Yesterday #56: Give up, move on</title><description>I still don&#39;t think I&#39;ve learned when to give up an idea. I often argue a position, sometimes with really good evidence, but afterward I realize it wasn&#39;t worth the effort. If people are that dead-set against you from the start, maybe it&#39;s not worth the fight. Maybe you should just move on. Somebody else will probably take you up on it...&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/02/what-i-didn-know-yesterday-56-give-up.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-5167518746013282015</guid><pubDate>Fri, 25 Feb 2011 05:45:00 +0000</pubDate><atom:updated>2011-02-25T00:45:15.525-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Innovation</category><category domain="http://www.blogger.com/atom/ns#">What I Didn&#39;t Know Yesterday</category><title>What I Didn&amp;#39;t Know Yesterday #55: Everett Rogers, meet Kentaro Toyama</title><description>&lt;i&gt;[BTW, I use the &quot;!&quot; convention from coding to mean &quot;not.&quot; So, for example, &quot;!capacity&quot; means &quot;without or lacking capacity.&quot; Sorry, once a coder always a coder :) In the whiteboard image below I use the negation symbol from mathematical logic that I don&#39;t have access to on my iPhone keyboard.]&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;While talking with a colleague about behavior change (a topic I find thoroughly fascinating) I realized he was drifting dangerously close to Toyama-esque &quot;capacity and intent&quot; territory. And as we chatted I found myself drawing a two-by-two square with capacity and !capacity down the side and intent and !intent across the top.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;center&gt;&lt;a href=&#39;http://photo.blogpressapp.com/show_photo.php?p=11/02/24/3193.jpg&#39;&gt;&lt;img src=&#39;http://photo.blogpressapp.com/photos/11/02/24/s_3193.jpg&#39; border=&#39;0&#39; width=&#39;281&#39; height=&#39;210&#39; style=&#39;margin:5px&#39;&gt;&lt;/a&gt;&lt;/center&gt;&lt;br /&gt;&lt;br /&gt;What we realized is that the initial behavior change will be realized in the upper-left quadrant were capacity and intent exist. Then I asked, &quot;What&#39;s easier, developing capacity or intent?,&quot; to which my co-worker said &quot;developing capacity.&quot; So, we decided that change would occur next in the lower-left quadrant where intent existed but capacity did not. After that comes the upper-right quadrant where capacity exists but intent does not. And, finally, the lower-right quadrant where neither capacity nor intent are present.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;center&gt;&lt;a href=&#39;http://photo.blogpressapp.com/show_photo.php?p=11/02/24/3194.jpg&#39;&gt;&lt;img src=&#39;http://photo.blogpressapp.com/photos/11/02/24/s_3194.jpg&#39; border=&#39;0&#39; width=&#39;281&#39; height=&#39;210&#39; style=&#39;margin:5px&#39;&gt;&lt;/a&gt;&lt;/center&gt;&lt;br /&gt;&lt;br /&gt;But, while this work with the quadrants was happening I was also drawing another picture -- Everett Rogers&#39; diffusion of innovations curve. I couldn&#39;t help myself and suddenly realized the link between Toyama and Everett...&lt;br /&gt;&lt;br /&gt;Capacity and intent = innovators and early adopters.&lt;br /&gt;!Capacity but intent = early majority.&lt;br /&gt;Capacity but !intent = late majority.&lt;br /&gt;!Capacity and !intent = laggards.&lt;br /&gt;&lt;br /&gt;What do you think, can we map Toyama&#39;s &quot;capacity and intent&quot; ideas to Everett Rogers&#39; diffusion of innovations in the way I&#39;ve done here?&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/02/what-i-didn-know-yesterday-55-everett.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-5622341202743650792</guid><pubDate>Thu, 24 Feb 2011 23:22:00 +0000</pubDate><atom:updated>2011-02-24T18:22:27.671-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Design</category><category domain="http://www.blogger.com/atom/ns#">mHealth</category><category domain="http://www.blogger.com/atom/ns#">What I Didn&#39;t Know Yesterday</category><title>What I Didn&amp;#39;t Know Yesterday #54: Need != desire</title><description>I was at a meeting this morning and people were talking about designing mHealth interventions that met a known need. But I felt compelled to speak up and add that while needs are important, so are desires. In fact, I&#39;m not sure which one is more powerful and has more of an effect on the potential success of a project. All I do know is that the two are not the same, and when they&#39;re not aligned you can run into significant implementation challenges.&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/02/what-i-didn-know-yesterday-54-need.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-5885075529162701434</guid><pubDate>Wed, 23 Feb 2011 04:48:00 +0000</pubDate><atom:updated>2011-02-22T23:48:13.828-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">eHealth</category><category domain="http://www.blogger.com/atom/ns#">What I Didn&#39;t Know Yesterday</category><title>What I Didn&amp;#39;t Know Yesterday #53: Watson to tackle healthcare</title><description>I guess now that IBM&#39;s Watson AI has won Jeopardy it&#39;s time to put the technology to better use. The next frontier? &lt;a target=&quot;_blank&quot; href=&quot;http://www-03.ibm.com/press/us/en/pressrelease/33726.wss&quot;&gt;Healthcare and clinical decision-making&lt;/a&gt;. I guess it makes sense seeing as most clinical diagnoses are actually the result of pattern recognition and data mining. Now, if they could compress the same system so that it would fit on a phone -- maybe an Android device -- that would be awesome. I imagine it&#39;s only a matter of time...&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/02/what-i-didn-know-yesterday-53-watson-to.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-304107321412736087.post-5999569397588104102</guid><pubDate>Tue, 22 Feb 2011 04:23:00 +0000</pubDate><atom:updated>2011-02-21T23:23:34.963-05:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">eHealth</category><category domain="http://www.blogger.com/atom/ns#">What I Didn&#39;t Know Yesterday</category><title>What I Didn&amp;#39;t Know Yesterday #52: A recipe for eHealth success</title><description>To those of us who have been working in systems development for a long time none of this really comes as too much of a shock -- we&#39;ve always known it intuitively. But it can be rather useful when someone puts a structured framework around one&#39;s implicit approaches. That&#39;s what I found today in &lt;a target=&quot;_blank&quot; href=&quot;http://www.implementationscience.com/content/6/1/6&quot;&gt;an article about the barriers to implementing eHealth initiatives&lt;/a&gt;. The four major categories of stumbling blocks based on the normalization process theory used in the analysis: disruptions to provider-client interactions (existing work flows), challenges to relationships between groups and cadres (established roles and responsibilities, hierarchies), incongruence with skill set (technological capacity), and divergence with organizational goals, leadership and resources (operating environment). I think at one time or another I&#39;ve run into all of these -- sometimes more than one at the same time! You&#39;d do well to keep your eye out for them and do your best to plan ahead for their eventuality...&lt;br /&gt;</description><link>http://linearityofexpectation.blogspot.com/2011/02/what-i-didn-know-yesterday-52-recipe.html</link><author>noreply@blogger.com (James BonTempo)</author><thr:total>2</thr:total></item></channel></rss>