tag:blogger.com,1999:blog-15542568310696804332024-03-18T20:58:46.348-07:00Capacity building of university libraries in Rwanda with Swedish university partnersThis is the blog of the cooperation between the University of Rwanda (UR) libraries, the Swedish School of Library and Information Science (SSLIS) and the library of the Blekinge Institute of Technology (BTH) aiming at capacity building for the development of a modern research library at the University of Rwanda. It is carried out within the UR-Sweden Programme for Research, Higher Education and Institutional Advancement.Unknownnoreply@blogger.comBlogger87125tag:blogger.com,1999:blog-1554256831069680433.post-62194362451900705782020-09-07T03:03:00.006-07:002020-09-07T03:06:12.456-07:00Dr. Berthilde Uwamwezi<div class="separator"><p style="margin-left: 1em; margin-right: 1em;"><br /></p></div><p>It has now been some time since Berthilde Uwamwezi defended her doctoral thesis at the University of Borås. Well, because of the pandemic, part of the team was in Sweden, part in Rwanda. The thesis on university library mergers and resource sharing, was well received. Congratulations, Doctor Berthilde! If you wish to read the thesis, please use <a href="http://hb.diva-portal.org/smash/record.jsf?pid=diva2%3A1430566&dswid=-3593" target="_blank">this link</a> to the institutional repository, or why not go to the University of Rwanda library!?! </p><p>Shortly after the defence, Berthilde was interviewed on national radio. You may listen to the interview <a href="https://sverigesradio.se/sida/artikel.aspx?programid=478&artikel=7505459" target="_blank">here</a>.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzE48QH-u-JKYO-r2htwoyARYeJs4T2AnBnJ4-IKpkFpHDLPl49Mw2xuarRQwufg0eF9agyYJdpcD8T1xHID31-d1LiZIgzbllY8yaajIN62y0bSqLL61ktq_-QxG3zPx4vIeO60qMhtIH/s648/Berthilde.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="648" data-original-width="467" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzE48QH-u-JKYO-r2htwoyARYeJs4T2AnBnJ4-IKpkFpHDLPl49Mw2xuarRQwufg0eF9agyYJdpcD8T1xHID31-d1LiZIgzbllY8yaajIN62y0bSqLL61ktq_-QxG3zPx4vIeO60qMhtIH/w231-h320/Berthilde.JPG" title="Berthilde Uwamwezi. Picture: B. Uwamwezi" width="231" /></a></div><br /><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-43651813804562694982020-05-25T01:25:00.001-07:002020-05-25T01:34:00.606-07:00New teamThis academic year, the team working with the URLS has been changed. The BTH has in fact handled over to the <a href="https://www.slu.se/en/subweb/library/" target="_blank">Swedish University of Agricultural Sciences Library</a>, SLU-Lib, and we are so happy to have you on the team.<br />
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In November 2019 SLU-Lib, supported by the <a href="https://www.hb.se/en/The-Swedish-School-of-Library-and-Information-Science-SSLIS/" target="_blank">Swedish School of Library and Information Science</a> and the UR-library team, performed a capacity needs assessment workshop at the URLS together with a big team of library staff, representing different corners of the country. It had been preceeded by a survey to library staff and followed up by a survey to users and was combined with visits, observations and UX methods with users.<br />
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This process has now resulted in a suggested training plan, that the team wants to share with the URLS. We are looking at ways to do that, at the same time as we need to plan for the upcoming academic year together with the UR teamleaders and the coordination office. Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-7978993885072986032020-05-25T01:19:00.000-07:002020-05-27T02:17:58.378-07:00Upcoming Viva doctoral thesis defenceAs those of you who follow us may know, there are at the moment two University of Rwanda Library Services librarians doing research as doctoral students at the University of Borås. Now, Berthilde Uwamwezi is ready to defend her doctoral thesis in library and information science <span class="displayFields"><span class="subTitle">"Merger and management: University of Rwanda libraries in a transitional context". The viva will take place on the 12th of June and the dissertation was just made public through the <a href="http://hb.diva-portal.org/smash/search.jsf?dswid=-4622" target="_blank">institutional repository DIVA of the Library of the University of Borås</a>. </span></span><br />
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<span class="displayFields"><span class="subTitle">As a team, we wish to congratulate Berthilde on this achievement and we are so much looking forward to the defence.</span></span><br />
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<span class="displayFields"><span class="subTitle"><br /></span></span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-15108288763885786752019-05-24T04:45:00.001-07:002019-05-24T04:46:41.609-07:00Research4Life newsletter<h3>
New resources in Research4Life</h3>
In the latest edition of the newsletter from <a href="https://www.research4life.org/" target="_blank">Research4Life</a>, there was information about e-resources which have been made available via Research4Life this year.<br />
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SPIE - optics and photonics</h4>
Since the first quarter of 2019 the SPIE Digital Library has been included with content like journals, books and conference proceedings from the SPIE Digital Library, covering applied research in optics and photonics.<br />
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CAB Abstracts - agriculture</h4>
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The <a href="https://research4life.us9.list-manage.com/track/click?u=5002dae3992cb80ea5a0b5d41&id=f514b55a06&e=9e54f842ce">CAB Abstracts</a> database, an important resource for agriculture and the applied life sciences.<br />
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If you want to subscribe to news from Research4Life yourself, you can register <a href="https://www.research4life.org/news/" target="_blank">here</a>.</div>
Anna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-9579705925668333892019-05-02T08:38:00.001-07:002019-05-02T08:38:45.598-07:00Open Science Training Handbook and coursesWith the <a href="https://www.eifl.net/" target="_blank">EIFL</a> (Electronic Information for Libraries) yearly report came a reminder of the FOSTER <a href="https://book.fosteropenscience.eu/en/05ExamplesAndPracticalGuidance/" target="_blank">Open Science Training Handbook</a>, developed by EIFL and partners in a EU project and shared through creative commons. Open science can be seen as a process of making scientific research results, publications and data accessible, shareable and transparent. The Open Science Training Handbook is a useful toolkit for those who wish to know more, and develop skills and organisations for open science.<br />
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Even though more developed for the researchers rather than librarians, the <a href="https://www.fosteropenscience.eu/toolkit" target="_blank">Open Science Toolkit</a>, is a collection on free online courses on open science related areas, where courses such as Open Access Publishing and Open Licensing, could be of interest to librarians within our project as well.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-40832491063947052262019-04-30T05:06:00.000-07:002019-04-30T05:06:21.713-07:00African Open Science Platform School of Research Data ScienceFor master's and PhD students as well as other researchers connected with our project, there's a potential opportunity to join a summer school in Addis Ababa on Research Data Science (RDS).<br />
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It seems that useful research data methods and tools will be shared and you are advised to take look at the <a href="http://africanopenscience.org.za/?p=1157&fbclid=IwAR0FJ17rFP-g2p0r2zVQd47fZoVMaA7Pi7uy1wtttkdIkxjRxjnCzsZuBvk" target="_blank">African Open Science Platform</a> for more information. Deadline is on the 10th of May.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-21577265883762060902018-12-19T00:49:00.000-08:002018-12-19T00:49:53.452-08:00UR DVC Strategic Planning & Administration visit to BoråsThis week, the University of Borås had the honour of recieving theUniversity of Rwanda Deputy Vice Chancellor Strategic Planning & Administration Dr. Papias Malimba Musafiri. It gave us a great opportunity to talk about our respective strengths and aims, our collaboration and potential future cooperation. The PhD students Berthilde Uwamwezi and Muhebera Bizimana joined for lunch. The list of people whom the DVC met covers areas from Science Park, textiles and business, to Library and Information Science, from teachers to the Vice Chancellor Björn Brorström, whose senior advisor Sten Dellby guided the DVC throughout the day.<br />
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Thank you for paying us a visit, Papias. We are looking forward to meeting you here again.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhm6Vqde-Q90krTBLmQAbHb-TpPoqKP2brSDLlK6nmWtgErMZ3tEzzSX4TLSJI4TbAQeyrO0v4yndO0aFwBQXYnf5cIJx_w0A4ORKFfs9ajn9jsCTOlW1pSqsrZvyOfVuFcJEqDniJpCu2t/s1600/Papias+och+Dellby+december+2018.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="640" data-original-width="480" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhm6Vqde-Q90krTBLmQAbHb-TpPoqKP2brSDLlK6nmWtgErMZ3tEzzSX4TLSJI4TbAQeyrO0v4yndO0aFwBQXYnf5cIJx_w0A4ORKFfs9ajn9jsCTOlW1pSqsrZvyOfVuFcJEqDniJpCu2t/s320/Papias+och+Dellby+december+2018.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Papias Malimba Musafiri and Sten Dellby at Smart Textiles<br />
checking a hockey stick entirely made with textile fibre.</td></tr>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-24227969366003680342018-12-06T07:52:00.000-08:002018-12-06T07:52:07.957-08:00URLS in Social MediaA training on Social Media for University Libraries and the University of Rwanda Library Services (URLS) specifically, has just been organised in Huye, facilitated by Ola Pilerot, University of Borås. 18 librarians participated and during the training there was also hands on training, such as the creation of a Facebook Profile for the URLS. We are hopeful that this will become a useful tool for communication.<div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg_cOnTVvjRUCnWg2H8EoZGNllT-Of6zW3B6NOb-djYQkymHuzQ4xQi-iCyk_saxecSQu0lwmatqaCovpgWk8Qwjsm8DglTbgZbo5vf5lk0kP5XrRHtvmJLN9-oab9yffJczidaP6PCu70/s1600/URLS+FACEBOOK+YES.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="675" data-original-width="1572" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg_cOnTVvjRUCnWg2H8EoZGNllT-Of6zW3B6NOb-djYQkymHuzQ4xQi-iCyk_saxecSQu0lwmatqaCovpgWk8Qwjsm8DglTbgZbo5vf5lk0kP5XrRHtvmJLN9-oab9yffJczidaP6PCu70/s320/URLS+FACEBOOK+YES.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">URLS in Social Media</td></tr>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-58227644094944970912018-11-21T08:03:00.001-08:002018-11-21T08:05:22.476-08:00UR-Sweden Programme on the WebThe library sub-programme is part of the UR-Sweden Programme for Research, Higher Education and Institutional Advancement. The programme has an<b><a href="http://ursweden.ur.ac.rw/" target="_blank"> updated website</a></b>, where you can both get a good understanding of the context, and an insight into the <b><a href="http://ursweden.ur.ac.rw/?q=node/244" target="_blank">various sub-programmes, such as ours</a></b>.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc4srs2uXY6T-ppUTCRXbAWtt2KOLe2prGxZJFpMSmYk66TDXZVC5WMvc7eAseKxt89lm7sNUHMmHu7dz5yGPN8MxqhvhGi2opGNVuCVl-ajBTMy1__U4tIY77prrqLmDjMtsq92d5jMa7/s1600/UR-Sweden+website.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="" border="0" data-original-height="313" data-original-width="1600" height="62" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc4srs2uXY6T-ppUTCRXbAWtt2KOLe2prGxZJFpMSmYk66TDXZVC5WMvc7eAseKxt89lm7sNUHMmHu7dz5yGPN8MxqhvhGi2opGNVuCVl-ajBTMy1__U4tIY77prrqLmDjMtsq92d5jMa7/s320/UR-Sweden+website.JPG" title="Caption of the UR-Sweden Programme website." width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Caption of the UR-Sweden website. UR-Sweden Programme</td></tr>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-944838925569402122018-11-21T07:54:00.002-08:002018-11-21T07:54:53.704-08:00Some recent and upcoming activitiesA couple of weeks ago, some of you spotted Swedish team members, at times together with new colleagues, in and around Kigali. As you may know, there was a call out for a new Sida Research Training Partnership Programme 2019-2024 for Rwanda and the University of Rwanda. The focus was on that.<br />
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The present phase 2013-2018 having been extended, activities still take place. <b>Anna Stockman</b> was recently in the country and worked with you on <b>e-resources</b>. There is an upcoming three day workshop on <b>social media and libraries</b>, to be organised the first week of December. <b>Ola Pilerot</b>, will facilitate the event.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdQ94PZMds9TeM1BJMKJKMVL7eiGwByWJxWA_hGkI2gHEYxLEnyPy1vJhD_zYs05CFeP3TdTVVYJ_OxvgPI3WwCYod7f9dLB9MTli2h3EiP2GRFXRHPR6FhY0UYRbhU3_QwRA-Ah2PIPFL/s1600/Berthilde+Youtube.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="632" data-original-width="1010" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdQ94PZMds9TeM1BJMKJKMVL7eiGwByWJxWA_hGkI2gHEYxLEnyPy1vJhD_zYs05CFeP3TdTVVYJ_OxvgPI3WwCYod7f9dLB9MTli2h3EiP2GRFXRHPR6FhY0UYRbhU3_QwRA-Ah2PIPFL/s320/Berthilde+Youtube.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">UR-Sweden Programme film.</td></tr>
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<br />In the meanwhile, our <b>doctoral students </b>progress, and in February, Berthilde Uwamwezi will have her final seminar. That is, the last seminar before the PhD defence/viva, which will take place in June. Please check this profile <a href="https://www.youtube.com/watch?v=RJw3soq4FsQ" target="_blank"><b>film</b> on <b>Berthilde</b>, done by the UR communications team</a> (follow the link!).<br />
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Next week, an administrative meeting called Annual Review Meeting (ARM) is organised in Kigali. Maybe I will see you then!Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-24479714084563632292018-10-31T05:41:00.001-07:002018-10-31T05:41:15.980-07:00Research4Life<br /><br /><h2>
Research4Life commitment until 2025 </h2>
<br /> The Research4Life partners have announced that they have agreed to extend their partnership through 2025. Research4Life currently provides over 8,700 institutions in more than 100 developing countries with free or low cost access to peer-reviewed eResources from the world’s leading scholarly <a href="https://www.research4life.org/about/partners/" target="_blank">publishers</a>. The renewed commitment will ensure that the nearly 85,000 peer reviewed academic journals, books and databases from some 200 scholarly publishers available through the public-private Research4life partnership will continue to reach research communities in low- and middle-income countries.<div class="separator" style="clear: both; text-align: center;">
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Anna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-58172005018022875422018-10-18T11:59:00.001-07:002018-10-18T11:59:42.451-07:00E-Learning Africa 2018 a conference report<br />
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<span style="font-family: "Times New Roman", serif; font-size: 12pt;">I
attended the <a href="https://www.elearning-africa.com/" target="_blank">E-learning Africa Conference 2018</a> of 3 days held at the Kigali
Convention Centre-Rwanda from 26</span><sup style="font-family: "Times New Roman", serif;">th</sup><span style="font-family: "Times New Roman", serif; font-size: 12pt;"> -28</span><sup style="font-family: "Times New Roman", serif;">th</sup><span style="font-family: "Times New Roman", serif; font-size: 12pt;"> September 2018.
My participation was funded by the <a href="https://www.biblioteksforeningen.se/in-english/" target="_blank">Swedish Library Association</a>. </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Each
day started and ended by a plenary session. All the themes were addressed
through a range of sessions focusing on the technology transformation. Below is a summary of my impressions. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5JRiCv7bGhn3GIgxZv_cbYMuFgOB1LdYLAeGOCT2cj-96vUCTtp-8XFCWpYHyyr36_NSnea8TDsLy0yDgwWqggTdg9PBvGl-aLFgWX9JsuaVFYSeR2kaXAArIddscmJ9POiLi5wCZNJ_s/s1600/ElearningAfrica2018Odette2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="526" data-original-width="358" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5JRiCv7bGhn3GIgxZv_cbYMuFgOB1LdYLAeGOCT2cj-96vUCTtp-8XFCWpYHyyr36_NSnea8TDsLy0yDgwWqggTdg9PBvGl-aLFgWX9JsuaVFYSeR2kaXAArIddscmJ9POiLi5wCZNJ_s/s320/ElearningAfrica2018Odette2.jpg" width="217" /></a></div>
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<span lang="EN-GB" style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 115%;">The
Internet is the driver of e-learning, it is the key networking for education
professionals, investors, and training; E-Learning becomes possible when there
is an integration of ICT in the education system, which requires a policy and
strategy of its own.<o:p></o:p></span></div>
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<span lang="EN-GB" style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 115%;">The
conference explored creative ways which E-Learning can support the development
and help to build a sustainable future. Here are the key principles of effective
online facilitation: creation of knowledge and opportunity, transfer of
knowledge to the local team, digital literacy got to be responsible technology
transfer, solutions of problems and mechanisms, online learning as a catalyst
for change in higher education.<o:p></o:p></span></div>
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<span lang="EN-GB" style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 115%;">We
learned about the benefits of technology and its role, how to manage students
on the e-learning program: handle their questions, management of the FORUM… The
role of a mobile phone (smartphone) on the online facilitation in learning and
teaching online and blended courses: it is cheaper and portable.<o:p></o:p></span></div>
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<span lang="EN-GB" style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 115%;">Despite
all the challenges facing the academic libraries in Africa, they try to
establish themselves modern online centres of research, find out how infrastructure,
quality assurance of information and collaboration are crucial factors in
building Africa’s higher education research base.<o:p></o:p></span></div>
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<span lang="EN-GB" style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 115%;">The
E-Learning faces some challenges such as inadequate human capacity leading, power
cuts, no backups even at the campus, non-reliable Wi-Fi connection and so on. </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">In
conclusion, the E-learning will meet their goals when they have a clear plan
and fund; internal policies to be adjusted, consistent budget, training and
support of teaching and the technical staff in place to provide greater
resources to facilitate learning.</span></div>
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<span lang="EN-GB" style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 115%;">The
E-Learning Africa Conference 2018 enabled me to develop my knowledge as well as
to enhance my expertise and abilities to improve the practice of E-Learning
across a range of key sectors including education, healthcare, agriculture, and
security. </span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">My
Thanks go to the Swedish Library Association for the generous opportunity you
offered me. It will be such a big help for the URLIS. It’s much appreciated.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMReLJDwitL-9xI5AVmJr5EM_hgGSU039BAP2gkd1I9drTlQcI69qYAPv8QWB99b-bCQ9IZLa62_ePejETqYQZXC4IW265lqkeHAcWLWgdJhNptYCDx0kKZUjvHUYbbd71dwxwsdkwomxw/s1600/E_Learning+AFrica+Odette+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="526" data-original-width="459" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMReLJDwitL-9xI5AVmJr5EM_hgGSU039BAP2gkd1I9drTlQcI69qYAPv8QWB99b-bCQ9IZLa62_ePejETqYQZXC4IW265lqkeHAcWLWgdJhNptYCDx0kKZUjvHUYbbd71dwxwsdkwomxw/s320/E_Learning+AFrica+Odette+1.jpg" width="279" /></a></div>
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<span style="font-family: "Times New Roman", serif; font-size: 12pt;"><br /></span></div>
Gahongayire Odette<div>
Acting Director of Campus Library Services</div>
<div>
University of Rwanda</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-23657230686320860242018-09-03T05:18:00.000-07:002018-09-03T05:18:06.825-07:00Another research library activityIn Sweden, three weeks before a viva, or PhD defence, the event is announced and the thesis made public, in a ceremony called "spikning". Some universities do it digitally, some do it manually, as the University of Borås. The University of Borås PhD student is supposed to hang the thesis on a wall in the library, using a nail (nail=spik). On the 31st of August however, the PhD student Emma Forsgren was not in Sweden, so the ceremony was partly held online by the help of an iPad. <a href="https://www.blogger.com/%3Ciframe%20src=%22https://www.facebook.com/plugins/post.php?href=https%3A%2F%2Fwww.facebook.com%2FHogskolaniBorasBiblioteket%2Fposts%2F2128601260495491&width=500%22%20width=%22500%22%20height=%22787%22%20style=%22border:none;overflow:hidden%22%20scrolling=%22no%22%20frameborder=%220%22%20allowTransparency=%22true%22%20allow=%22encrypted-media%22%3E%3C/iframe%3E" target="_blank">Even though the text here is in Swedish, the pictures of speak for themselve</a>s. In three weeks, Emma will defend her doctoral thesis: <span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px;">"Enterprise Social Media in Project-based Knowledge Work - A contextualised view through the lens of activity theory". </span><div>
<span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px;"><br /></span></div>
<div>
<span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 14px;">Should you be interested in research carried out at the University of Borås, it is available through our <a href="http://hb.diva-portal.org/smash/search.jsf?dswid=-4769" target="_blank">institutional repository DIVA</a>.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-33462180370315016922018-08-31T05:05:00.001-07:002018-08-31T05:22:00.551-07:00Extension of the partnership programmeThe Library sub-programme is happy to announce that extension has been granted for another year of activities within the Sida Research Training Partnership Programme.<br />
<br />
This means that our doctoral students will be able to complete their studies and it is anticipated that Berthilde Uwamwezi will be able to defend her thesis in May or June 2019. When it comes to Muhebera Bizimana, it is too early to share any detailed plan.<br />
<br />
Master's students continue their work and there are going to be workshops and trainings at the UR in partnership with the Swedish universities in 2018-2019. We are specifically looking at securing ICT and e-resources on the one hand and at ways to facilitate usage of the resources in our trainings.<br />
<br />
The integrated library system, that will be one helpful in harmonizing services all across the UR, is on the way and we are hopeful that implementation will be possible shortly.<br />
<br />
We have serious aims and the expectations on us are high. We strive at delivering as well as we can <i>together</i> for a quality and sustainable development of the library services.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-Mc2hn2AQKAnP1cknHOilVP6o4ibOjWdBtzgVNJeB3xJNjKQa8uVIz2VJFcq86DIiJOwOASZGLKsNlWu-mhvWRUFKRrPpAeDmAzhNUPN9QmgD0uK_ZWXl5xrX5NMChguPVMUlJSRNKoPe/s1600/Biblioteket+mars+2017+Foto+Suss+Wil%25C3%25A9n+%252823%2529.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="870" data-original-width="1305" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-Mc2hn2AQKAnP1cknHOilVP6o4ibOjWdBtzgVNJeB3xJNjKQa8uVIz2VJFcq86DIiJOwOASZGLKsNlWu-mhvWRUFKRrPpAeDmAzhNUPN9QmgD0uK_ZWXl5xrX5NMChguPVMUlJSRNKoPe/s320/Biblioteket+mars+2017+Foto+Suss+Wil%25C3%25A9n+%252823%2529.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Inside one of the partners' libraries. Photo: Suss Wilén.</td></tr>
</tbody></table>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-43693420874470144302018-03-19T12:36:00.000-07:002018-03-19T12:40:08.290-07:00Bibliometrics<br />
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" width="320" /><br />
<br />
A one-week workshop on bibliometrics for librarians in Huye, March 19th-23rd.<br />
Two librarians from Borås university library train a group of 15 librarians from UR.<br />
What is bibliometrics and how can it be used at the University of Rwanda? Is it ok to use quantitative methods for evaluating research? Those questions and many more are brought up and critically reflected on during the workshop facilitated by Katharina Nordling and Kristoffer Warnberg.<br />
A representative from the bibliographic database Web of Science (WoS) will also come to the workshop to demonstrate some of the possibilities to work with bibliometrics in WoS. <br />
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" width="320" /> Anna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-28195471256589995022018-02-23T06:43:00.000-08:002018-02-23T06:45:10.420-08:00Improved and larger Research4Life, now including law.<br />
We have found some interesting news about the improved Research4Life. Please share with your colleagues and users.<br />
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<blockquote class="tr_bq">
From the beginning of this year, all institutions registered for any of the Research4Life programmes (Hinari, AGORA, OARE and ARDI) get <b>access to all portals</b> with their credentials. New registered institutions no longer receive programme specific credentials but a general <a href="http://login.research4life.org/tacgw/login.cshtml" rel="noopener" target="_blank">Research4Life access</a>.<br />
This means that any Research4Life user can now access up to 81,000
resources of Research4Life from all four programmes! On the 6th of
March, the <a href="http://www.ilo.org/goali/lang--en/index.htm" rel="noopener" target="_blank">GOALI (Global Online Access to Legal Information)</a> will
be launched as the fifth Research4Life programme. All institutions
registered with the partnership will have access to information on
academic legal journals, publications and databases. GOALI is hosted by
the <a href="http://www.ilo.org/global/lang--en/index.htm" rel="noopener" target="_blank">International Labour Organization (ILO)</a>. More information about the launch can be found <a href="http://www.ilo.org/goali/news/WCMS_617152/lang--en/index.htm" rel="noopener" target="_blank">here</a>.</blockquote>
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(A link to the information above and more is found<a href="http://www.research4life.org/research4life-provides-joint-launch-page-enhance-search-experience/" target="_blank"> here</a>) Anna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-33726599473211806562017-12-21T13:48:00.001-08:002017-12-21T13:48:43.055-08:00A Christmas gift to our cooperationThe <a href="http://www.biblioteksforeningen.se/in-english/" target="_blank">Swedish Library Association</a> decided to give our cooperation this year's Christmas gift. It is a great honour for us and a recognition of all our joint efforts.<br />
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Keep your eyes and ears open!</h3>
The team leaders will get back to you, in the beginning of 2018, with the conceptualisation of how this gift is going to be shared within the UR Library Services. <br />
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<b>Link to the Swedish Library Association webpage<i>: <a href="http://www.biblioteksforeningen.se/nyheter/arets-julgava-till-universitetsbiblioteket-i-rwanda/" target="_blank">where our cooperation is described (in Swedish</a>). </i></b>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-908759403418667182017-11-20T07:03:00.000-08:002017-11-20T07:03:41.925-08:00Free illustrations<div class="separator" style="clear: both; text-align: center;">
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During the anti-plagiarism workshop we brought up illustrations and how important it is to make sure that you have permission to use the pictures you want as illustrations.<br />
In 2015 a blogger made a <a href="http://blog.sellfy.com/free-stock-images/" target="_blank">compilation of places</a> where you can find pictures which are free to use. There you can find many wonderful illustrations. It's usually appreciated if you mention who took the picture (or made the illustration) but it is not always a necessity.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ8g4vy1KreWExdwUwVXAFNHCHlPqxmXbG2g1_pM_0pzuOYrvXJ0FgNJz45t-F-hjm4h2tJzxe8QO7Alar-EDxjExhsHN18aX4z75cseTDlFnDH6sqqlIS6r4R1ccUQR40Ov266fRXhyk/s1600/door.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="499" data-original-width="695" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ8g4vy1KreWExdwUwVXAFNHCHlPqxmXbG2g1_pM_0pzuOYrvXJ0FgNJz45t-F-hjm4h2tJzxe8QO7Alar-EDxjExhsHN18aX4z75cseTDlFnDH6sqqlIS6r4R1ccUQR40Ov266fRXhyk/s320/door.png" width="320" /></a></div>
Anna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-34261468281881391982017-11-09T01:51:00.002-08:002017-11-09T02:23:05.546-08:00Spotting fake news<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEK6pC1jG_kmG_ZHg-KLJTtAbzwlnL6DJtQlpCJwAOlw6U6okaYzv25HLtLwacnGRrnpLikAxOHMaL6jxN1q2QJR_DegUPegjh74lGyiK8THdb8342nue1cVQS4SDcoP3LPtKmZ6bC8Yo/s1600/2017-11-09_10-37-43.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="803" data-original-width="599" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEK6pC1jG_kmG_ZHg-KLJTtAbzwlnL6DJtQlpCJwAOlw6U6okaYzv25HLtLwacnGRrnpLikAxOHMaL6jxN1q2QJR_DegUPegjh74lGyiK8THdb8342nue1cVQS4SDcoP3LPtKmZ6bC8Yo/s320/2017-11-09_10-37-43.png" width="238" /></a></div>
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The libraries have an important role to play when it comes to teaching our users how to evaluate the sources they find. These days we see more and more fake news circulating and the international Federation of Library Associations and Institutions (IFLA) has made a poster on how to identify fake news. Feel free to <a href="https://www.ifla.org/files/assets/hq/topics/info-society/images/how_to_spot_fake_news.pdf" target="_blank">download the poster</a>, print it and share it with your users.Anna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-38655120752360990492017-11-01T07:51:00.002-07:002017-11-09T01:41:34.774-08:00Anti-plagiarism workshop, links to further reading<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioM-UtKnURCvtHYM-N5jcUykYn8rh4I7-22UjW0WtwGV4h7YQqmNCDowKe5Z2cGZEY7MGqdcCLUwDTzdd8hswRUvcKdBgrJNN2lgoLqmfL9YDrt113aAl1JuhULpjJ_X60Om4nKTfwKTc/s1600/IMG_4356.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioM-UtKnURCvtHYM-N5jcUykYn8rh4I7-22UjW0WtwGV4h7YQqmNCDowKe5Z2cGZEY7MGqdcCLUwDTzdd8hswRUvcKdBgrJNN2lgoLqmfL9YDrt113aAl1JuhULpjJ_X60Om4nKTfwKTc/s320/IMG_4356.JPG" width="320" /></a></div>
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Hear are some links to resources which were used before and during the anti-plagiarism workshop in Gikondo.<br />
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<li>The UR library web site has information on <a href="http://www.library.ur.ac.rw/node/221" target="_blank">referencing </a>and <a href="http://www.library.ur.ac.rw/node/222" target="_blank">plagiarism</a>. There you can find manuals for some of the most common referencing styles.</li>
<li>Short film (5:31) on Youtube describing <a href="https://youtu.be/7j7ZSEt-ME0" target="_blank">Creative commons</a></li>
<li><a href="http://refero.lnu.se/english/" target="_blank">Refero</a>, an anti-plagiarism tutorial</li>
<li>Free photos on <a href="https://www.pexels.com/" target="_blank">Pexels</a></li>
<li><a href="https://www.kth.se/polopoly_fs/1.656375!/Guidingstudents%20away%20from%20plagarism.pdf" target="_blank">Guiding students away from plagiarism</a> by Jude Carroll and Carl-Mikael Zetterling </li>
<li>A lot more material is available in the anti-plagiarism course on the<a href="http://elearning.ur.ac.rw/" target="_blank"> e-learning platform of UR</a>. Contact Instructional technology for access. They have also invited the library to participate in the course which is taught regularly. </li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeUHBR9HktP2UjCvNI72fmNOJsRoUZ-XohmQBuqe6u5frmmeTpiGtfv6pFRFbo5MlxtWTRPUmtHbVDp7KQyt3NHlwCKWHm8vlU8tsrpfobAJamieGbhpwwRgIG4zOFXbTYq_V47e-r_qE/s1600/IMG_4352.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeUHBR9HktP2UjCvNI72fmNOJsRoUZ-XohmQBuqe6u5frmmeTpiGtfv6pFRFbo5MlxtWTRPUmtHbVDp7KQyt3NHlwCKWHm8vlU8tsrpfobAJamieGbhpwwRgIG4zOFXbTYq_V47e-r_qE/s320/IMG_4352.JPG" width="320" /></a></div>
<br />
<br />
Thank you, all participants and organizers, for work well done and a fun time, especially playing True or False!<br />
AnnaAnna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-69072356170474154942017-10-29T13:09:00.001-07:002017-11-09T01:42:31.403-08:00Follow-up of the workshop on e-resources statistics<h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
In July, the UR-Sweden Programme organized a workshop about generating and handling e-resources usage statistics for the University of Rwanda. Participants were Benilde Mukarubayiza and Bernadette
Nyiratunga, who are both members of the E-resources functional
committee.<br />
Now it's time for a follow up, where we will look at how to interpret the statistics Benilde and Bernadette have retrieved since the previous workshop.<br />
The workshop took place in Kigali from October 30-31.<br />
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Anna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-86852582205755937512017-10-27T00:41:00.002-07:002017-10-27T00:48:49.712-07:00Upcoming activities in the programmeWe are happy to share the following upcoming competence building activities in the programme:<br />
<br />
October 30-31 2017<br />
The group working with e-resources statistics will meet with Anna Stockman for a hands-on workshop on interpretation of compiled statistics.<br />
<br />
November 2017<br />
Dr Ola Pilerot is facilitating an active learning short course on social media and communication for libraries (with question communicated in advance).<br />
<br />
January 2018 <br />
A workshop with the E-resources Functional Committee (ERFC) facilitated by Anna Stockman. The purpose of the workshop is, among other things, to continue working with e-resources trouble-shooting and a marketing plan for e-resources.<br />
<br />
February 2018<br />
A follow-up workshop on web content management and the library website. (Date to be confirmed.)<br />
<br />
We are also planning for a workshop in bibliometrics for librarians before June 2018.<br />
<br />
Trainings in information literacy and reference management for academic staff will also continue during the program period.<br />
<br />
We are ready to continue working with all functional committees. Please feel free to contact us if you have any questions.<br />
<br />
Veronica Trépagny and Anna StockmanAnna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-59290136787527539582017-10-25T23:32:00.003-07:002017-10-27T00:49:15.634-07:00Anti-plagiarism workshop November 1st 201720 librarians have been invited to a workshop about plagiarism at Gikonde campus and the facilitator will be Anna Stockman from Blekinge Institute of Technology.<br />
<br />
Te aim of the workshop is for the participants to get a deeper knowledge of the notion "plagiarism" and to explore the role of the library in avoiding plagiarism at the university. <br />
<b><br /></b>
<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
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<div class="MsoFootnoteText">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Thashmee Karunaratne at
Stockholm University, Sweden, has trained teaching staff at UR in anti-plagiarism and some of the materials developed by her will be used at the workshop.</span></div>
<div class="MsoFootnoteText">
<span lang="EN-US" style="mso-ansi-language: EN-US;"><br /></span></div>
<div class="MsoFootnoteText">
<span lang="EN-US" style="mso-ansi-language: EN-US;">You who have been invited are most welcome.</span></div>
<div class="MsoFootnoteText">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Anna</span></div>
<br />
<br />
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</span></div>
Anna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-11021085287864362622017-07-05T05:52:00.002-07:002017-07-05T08:53:41.289-07:00E-resources usage statistics for University of RwandaThe UR-Sweden Programme for Research is organizing a workshop about how to generate and handle statistics of e-resources usage. This time we are focusing on how to work with the statistics for <u>one</u> institution, namely the University of Rwanda. Previous years INASP has provided statistics for usage in Rwanda, not statistics for the individual institutions (with some exceptions).<br />
Eva Norling from BTH is facilitating the workshop, assisted by Anna Stockman. Participants are Benilde Mukarubayiza and Bernadette Nyiratunga, who are both members of the E-resources functional committee.<br />
The workshop takes place in Huye from July 5-7.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgyJP639_aWKAhq7XzXRdhu6PA4JQ-dup2EAT7VX5PVoWOlXm1YRuNGNyf5DvGj8MxQc3FEjrtcPQp37e_XybsA_3C-rVGHepVxRyDCBfh0yHdEPCeeolX_7SuW-W5ciIA7WuK5BEF-M4/s1600/IMG_3797%255B1%255D.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgyJP639_aWKAhq7XzXRdhu6PA4JQ-dup2EAT7VX5PVoWOlXm1YRuNGNyf5DvGj8MxQc3FEjrtcPQp37e_XybsA_3C-rVGHepVxRyDCBfh0yHdEPCeeolX_7SuW-W5ciIA7WuK5BEF-M4/s320/IMG_3797%255B1%255D.JPG" width="320" /></a></div>
<br />
<br />Anna Stockman BTHhttp://www.blogger.com/profile/02242133062347108352noreply@blogger.com0tag:blogger.com,1999:blog-1554256831069680433.post-33628166785939067812017-03-30T04:36:00.000-07:002017-03-30T06:00:41.760-07:00Mooc on the dynamics of knowledge organisation<a href="http://intends to find solutions to the challenges that arise in the work to ensure that digital material continues to be accessible in environments where technology and language change over time." target="_blank">Pericles</a>, a European Union financed research project intending to find sustainable ways of making digital material accessible (given that technology and language change over time), has, in addition to research results, teaching, a doctoral course and reports, resulted in the development of several training modules and one mooc <span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , sans-serif; font-size: 16px;"> (</span><span style="background-color: white;"><span style="color: #222222; font-family: "arial" , sans-serif;">massive open online course). Teachers at the University of Borås and other institutions are behind the </span></span><span style="color: #222222; font-family: "arial" , sans-serif;">mooc <a href="https://www.udemy.com/dynamics-of-knowledge-organisation/" target="_blank">Dynamics of knowledge organisation</a>, that you can enroll to should it be of interest to you. </span>Unknownnoreply@blogger.com0