ALT Events RSS

Start Date: Mon, 22 Apr 2013 11:30:00 +0000
Description:

<p>A recording of this session is available from the <a href="http://repository.alt.ac.uk/view/divisions/mathsappsindex/2013.html">ALT Repository</a>.</p>
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" alt="" />This webinar introduces the Maths Apps index, developed as part of the maths4us initiative. This webinar will be led by Martin Hawksey, Jisc CETIS, and Maren Deepwell, ALT.</p>
<p>The webinar is going to focus on the development of the site, which builds on the <a title="Link to project report" href="http://repository.alt.ac.uk/2221/">Community-led Evaluation and Dissemination of Support Resources</a> pilot which was completed in 2012 and show participants how the index works. Partners from across the maths4us initiative will also be attending.</p>
<p>Maths Apps index</p>
<p>ALT, together with partners, has led on the development this index of apps for maths as part of the <a href="http://maths4us.org/">maths4us initiative</a>. You can access and contribute to the <a title="Link to Maths Apps index site" href="http://maths4us.alt.ac.uk/">Maths Apps index</a> online.</p>
<p>Apps, as we define them for this initiative, include a large number of online tools such as calculators or currency converters to apps that you can download to a mobile device or desktop computer. There are many maths apps that you can download onto your mobile phone for example to help with tasks such as budgeting to others that can provide scientific calculators or learn how to use data and charts.</p>

Title: Introducing the Maths App index - a free webinar
Event ID: CiviCRM_EventID_63_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 63
Start Date: Thu, 21 Feb 2013 12:30:00 +0000
Description:

<p>A free webinar with Professor Liz Burd &amp; Dr Emma Mercier<br /><br />A recording and slides from the webinar are now available from the <a href="http://repository.alt.ac.uk/2247/">ALT Repository</a>.<br /><br />This webinar will introduce participants to the SynergyNet project led by Professor Liz Burd and Dr Emma Mercier from Durham University. The project is part of the TEL (Technology Enhanced Learning) programme and is conducting pioneering research into the use of large multi-touch surfaces in the classroom. The aim of the project is to create a technology rich learning environment, where ICT is seamlessly integrated into the fabric of a classroom without intruding on the main focus of the activity. We will describe how we designed and built the classroom and present findings from the project. There will be an opportunity to take questions from participants. Further information about SynergyNet can be found at <a href="http://tel.dur.ac.uk/synergynet/">http://tel.dur.ac.uk/synergynet/</a>.<br /><br /><strong>About the presenters</strong><br /><br />Professor Elizabeth Burd teaches Software Engineering in the School of Engineering and Computing Sciences at Durham University and holds a chair in ICT in the School of Education. She also has University-wide remit for Technology Enhanced Learning and until recently she was the Director of the UK's Centre for Excellence in Teaching and Learning - Active Learning in Computing (ALiC).<br /><br />Liz leads Durham's Technology Enhanced Learning Research Group which consists of around 20 research staff and students. Her research interests are in computing education. She has received around &pound;7 million in funding in this area in the last 10 years. This includes the SynergyNet project, a &pound;1.5 million pound grant funded through the EPSRC/ESRC, for which she is principle investigator. In addition, she is project champion for the new IEEE website called TryComputing.org ($340k, IEEE New Initiatives funding) which is to encourage pre-university students to study computing.<br /><br />Emma Mercier studied psychology at Edinburgh University (MA hons), and received a PhD in Educational Psychology from Stanford University, where she was a part of the LIFE science of Learning Center. She currently lives and works in Durham (UK), where she is the lead-research for the SynergyNet project.<br /><br />Her research interests are in the social aspects of learning and how technology can be used to support learning.&nbsp; Her research considers questions about how learning occurs through social interaction and with technology and consequently her work involves the design and build things to see if we can create better learning environments.<br /><br />At Stanford, Emma taught an interdisciplinary course to computer science and education students on designing educational technology, where groups of students worked with real teachers and classrooms to build and test a piece of educational technology. She currently teaches a core class on theories of learning and teaching at the School of Education.<br />&nbsp;</p>

Title: Learning in the classroom of the future: a webinar with Professor Liz Burd & Dr Emma Mercier
Event ID: CiviCRM_EventID_61_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 61
Start Date: Wed, 06 Feb 2013 12:30:00 +0000
Description:

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<p>Presentation slides and a recording of the session are now available from the&nbsp;<a title="Link to ALT Repository" href="http://repository.alt.ac.uk/2246/">ALT Repository</a>.</p>
<p>A free webinar about OER and the OER13 conference.</p>
<p>ALT is pleased to be offering a free webinar with Professor Martin Weller, Professor Patrick McAndrew and Dr Chris Pegler. Martin will share his views and experiences around openness and OER and link this to international research that he and Patrick are leading through the William and Flora Hewlett Foundation funded OER Research Hub. Chris will chair the discussion and also provide a brief overview of OER13 (Nottingham, 26-27 March 2013) a conference supported by the ALT Open Education SIG. More information about OER13 is available&nbsp;<a title="Link to OER13 website" href="https://googledrive.com/host/0Bx_VhBlh4p_jRHBPUmpRcUFSa2c/index.html">he...
<p>About the presenters:</p>
<p>Martin is well known for supporting and modelling open scholarship, one of the themes of his open access book&nbsp;<a title="Link to The Digital Scholar" href="http://bit.ly/sRndWv">'The Digital Scholar'</a>. He blogs as Ed Techie, and&nbsp;<a title="Link to Martin Weller's blog" href="http://nogoodreason.typepad.co.uk/no_good_reason/2013/01/openness-has-wo... recent post</a>&nbsp;explains why he thinks that we are winning the battle to achieve open education. Patrick has led several extensive open educational research projects, including: OpenLearn, OLNET and now the OER Research Hub. Chris is co-chair of OER13, worked on OLNET and the SCORE projects and initiated the ORIOLE project. All three work in the Open University's Institute of Educational Technology.</p>
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Title: OER: Evidence, Experience, Expectations
Event ID: CiviCRM_EventID_60_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 60
Start Date: Thu, 31 Jan 2013 17:30:00 +0000
Description:

<p>The presentation slides and a recording of the session are now available from the <a href="http://repository.alt.ac.uk/2244/">ALT Repository</a>.</p>
<p>This webinar will demonstrate how teachers can use a new online design tool - the Pedagogical Patterns Collector (<a href="http://tinyurl.com/ppcollector">http://tinyurl.com/ppcollector</a>) - to share and exchange their good design ideas for teaching online. This relates to recent work done on models for MOOCs, so the presentation will end with a question for debate by participants.<br /><br /><strong>About the presenter</strong><br /><br />Diana Laurillard is Professor of Learning with Digital Technologies at the London Knowledge Lab, Institute of Education, leading research projects on developing a learning design support environment for teachers and trainers, and on software interventions for adult learners with low numeracy and dyscalculia. She is also Assistant Director for Open Mode learning at the Institute of Education, and is Vice Chair of the Association for Learning Technology.<br /><br />Previous roles include: Head of the e-Learning Strategy Unit at the Department for Education and Skills, where she developed the first cross-sector e-learning strategy on &lsquo;Harnessing Technology&rsquo;; Pro-Vice-Chancellor for learning technologies and teaching at The Open University; the Visiting Committee on IT at Harvard University; Royal Society Working Group on Educational Neuroscience. She is on the Boards of the E-Learning Foundation, Supervisory Council for Fern Universit&auml;t in Germany, and the UNESCO Institute for IT in Education in Moscow. Her most recent book is Teaching as a Design Science: Building Pedagogical Patterns for Learning and Technology, Routledge, 2012.</p>

Title: Learning design for online courses: a webinar with Diana Laurillard
Event ID: CiviCRM_EventID_59_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 59
Start Date: Thu, 28 Feb 2013 12:30:00 +0000
Description:

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<p>The webinar will be run using Blackboard Collaborate 11. On registering for the webinar you will receive a confirmation email containing joining instructions. Please follow these instructions and allow time to get your PC or Mac set up and tested, taking account of the guidance on the ALT web site at<span class="Apple-converted-space">&nbsp;</span><a title="Link to ALT webinar FAQs" href="http://www.alt.ac.uk/events/webinar-faqs">http://www.alt.ac.uk/events/we...
<p>The webinar will start at 1230 UK time, and will finish no later than 1330.</p>
<p>The session is designed to provide information and support to candidates looking to complete their portfolios in the next few months.</p>
<p>It will provide an overview of the submission process, advice on how to complete a portfolio and an opportunity to see how the assessment process works.</p>
<p>There will also be time for individual questions at the end of the session.</p>
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Title: CMALT webinar for candidates
Event ID: CiviCRM_EventID_58_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 58
Start Date: Thu, 07 Feb 2013 12:30:00 +0000
Description:

<p>The webinar will be run using Blackboard Collaborate 11. We will notify you of arrangements approximately three days prior to the webinar, giving you time to get your PC or Mac set up and tested, taking account of the guidance on the ALT web site at <a href="http://www.alt.ac.uk/events/webinar-faqs">http://www.alt.ac.uk/events/we... /><br />The session is designed to provide information and support to candidates looking to complete their portfolios in the next few months.<br /><br />It will provide an overview of the submission process, advice on how to complete a portfolio and an opportunity to see how the assessment process works.<br /><br />There will also be time for individual questions at the end of the session.</p>

Title: CMALT webinar for candidates
Event ID: CiviCRM_EventID_57_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 57
Start Date: Thu, 17 Jan 2013 12:30:00 +0000
Description:

<p>The webinar will be run using Blackboard Collaborate 11. We will notify you of arrangements approximately three days prior to the webinar, giving you time to get your PC or Mac set up and tested, taking account of the guidance on the ALT web site at <a href="http://www.alt.ac.uk/events/webinar-faqs">http://www.alt.ac.uk/events/we... /><br />The session is designed to provide information and support to candidates looking to complete their portfolios in the next few months.<br /><br />It will provide an overview of the submission process, advice on how to complete a portfolio and an opportunity to see how the assessment process works.<br /><br />There will also be time for individual questions at the end of the session.</p>

Title: CMALT webinar for candidates
Event ID: CiviCRM_EventID_56_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 56
Start Date: Thu, 04 Apr 2013 09:00:00 +0000
Description:

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qbSFE0fFSp/voS5XXy83BhEBzO4bpptTAFjvFQbIPvjhCGKGWKoIY4akqh+GtencX2a0M9g+jhsiOKDCdCfgA1RYEwAfRTRR8sG4g9yP13B++jH+3i1xyObxkKI9Ku6QT9U/uqi2vc3jcQwvRc2BtGR6dWGCDaUhvtScF8K7ksAY4rQp0hditSlCH0KN6RQQxI1JFFDHBgTwBhH+4pC9idhXYTRF4cHkog+ihliaF8C7kvBfTNbhiPoi4dvenBNlqZpms79G1nvc8ZazEPnZyk6H09lfn8vA/6zZJPRDTR+RJ/ADSlUP83sT8EDSdgQnVPVJGqIocYI2heF+6PM/jizP16iDxND06W9QXJwmtkbJPuTFcPpH23nQZczX/ww9D3isTtf7YQe3nzN/qPQ71bt7Jn8Vd2hh4+MVfb5Mb0f9CdWa0KgbxbVTzONScQYx/RxXB/D9THMEEGNEcQYgQvKaIgVBDXEEGOM2Rdj9sUYxiijP4IMxHBjHGjiQDuD6GZQQ5LV63i03/R7sP71Q0doKptNf/tFmnPX1nwh0MtnaXrr/hduwnds07tYxhimCxN9CaY2UqqPlxoTzP4EUx9FjHGmLg7rE7AhBhvCjD5/aZ+/pD9c0hdlGuNwYd7QBoE+iuoiiCay4yMKWrr5KYN1bfunT4z5ofurXvvYd+XGV2rbP97Y+cVPa9/bciyB6/xMbRj0TSP6BKJLwfoErE8AXQzTRRFDEDbOiSGM6KOYLoZrY5gujBkiBbIMYxQdjDP1IaY2DHQxoEuh+llEl0INcVznX290VfF0ly9eGg6HC4mlsyLYBXmls4KFM3/kvyXWOV8g98Hfvvj5PfC6+r71+hCqjePaKKYLw4YowxiGjX7EEET0MUSXgnVxpi7OMKQYhgRsCMPGIKKPwoYYUxdHDEmgD6NaP66PkH0pWJ+qHklD6JMbxF/UGCNb+sM/K3/2afXnZe8qfkY+VvK2AbqG81DLCVZfvKQniBpTWF+SoYswDAnEkCT0M4gmAg9GSgcCiDEC9FFcHwc9MZZmunqYIoxhoA/i+hiqiQB9GOjDmC6K6WKIboZhSJUaowxjFBhTqDaOG0Jb9bb71z1SvnFHiqLTND2Tm8tzFIP2Yn1uji4uPp7xNc9UM34rv7UwOrDqurvrXtmpc1ToYkCXwvVxzBCDDVHYGAQGL6b3A10CaGeALoEakohhumAKMEMM18cwfZwYmGVqY0RfAjdGcX0M0URgfapyYPaGp4XXPyHg6OLr+magFbt/Vfni3U81LXlZvFXnru2PVvXFgTYCjCnUkES0QaIvhvYlEH2Mo0+U98UYOhcweFha71pdaK0usk4fq9FEIfjgnfWfkv1R0pjA9XFMF8V0YVwbxXQxVD/LNE6XDkQY/RFYF8f006ghud7g3dE88Ms7V31u8RQrE6i5pEFRpTI0lSmE7EWsBX+Xzue+NdZClvX4x3/97V0PbRKMretxrNVF0J4wrIsy9VFYF4X1IaDzAJ0PaOKgdxrXJHBtFNNFMV0U1yRwTaLQMaQ3hOvjsDYJa5NwbxQ3JBBNrFwXhNDHL1n/p+WtJqBJbhiZXdcXWqcNVOoCLK2f0ATwnjCmizG1MdQQJ7XBMmOYqY2wBhLLmz+t0lo3Gd17RiIVwhPbNVNbDPYlb6q+t2rXD7GnqvUBwhBlaELAmEC1UaCNYNoQ0EYKI6nEEC01REhjAu0JA220QuffpZm4rfoxfOPObI6izoSW8yvj2YK2Zs/W1n8La+E7qrY9cv/6fTt0FlLt4vQEiJ4wUxcv1cdhXRxoI0DnA7oA0MSBJgl6I5gmQmhCmCaC9SaBJolqwqgmSGrDaE8I6U0xelOEcRZoo5gmUqbx7hzwbey1lxunYe003Btl9oQI4zSqjcO9YXZ/ClEH8Z4wxxDDuz3rDKEb/mRcawhvHI7+dl/jDp35D3uOQMu3X7enHrq17MkRJ/TQhjdHbdDd5buGwnivHzXE1vQGYV0caKOYNoRpQ6guAuuiTF0c1kWBJkhqw7g2RvQEK9RTNa3Dv138YDAYzmXTNJ0vegXFRadCPfPZRoAq5vgLlM4Zayab/9Lq+s29qzccVa3TOnB9hN0TKmAt0SdRbRzTRIE2BLQhrDcONElUG0W1UaI3QvRGgSYJa5OoNg60UUITIrVhpDeMaVPM7jiuSbA0YbbaW6ZwV/SGmKooppslVaEKY4qpS67qiRP6GaI3TvSEq43RTWrPTl1gZ18UYj4LrdhdcmjgYvD0LbuOPjvmgR7ecuCjyC93vLOxbexSdOf1VU+ufL5pu9ZcrnEBbQTWpwo/ANMUFDaE6iKoNo5q45g2RGhCQBkkNTFWX3yL1nI7tvGRA08Ulo3z+aKvRRVTW4UykrkkN/VvY6Vp+pnX37uO2L5XN8HSekp7g7g6RKgjTF28VJ8EmjjRG8U0UaCNYr1xoImj2igoYo2g2iiiiSCaBNobQ9QhliGB9IaANopqk7gmwenxVepC5b2xMk2cpQ5X9IY2aPzXvKAu70tUjWSrdNGrnu3ebIygzZ/9AH4SWrF3q8y88s+6qzb/6RnD5It6xwWl+x4ftELo3j0fhFc1jPyE8+zV6w9evGb7smeboSU1W4aCmDpE9GeYuiSsixcHkDZQuPxYbxzXR4AmyOqNsXWp1epIlcZZ8Qr/5qUPU1SOzqfna/OKdiA/P0+dWaBduOr8LTwB6taHEMYrovUaB9rrwY1xhszL0iYZmihDEwU9MbwnBnpiaG8M9EbmJAw0QVTrBxov2utD1VFEnSSMs6WqEK6PoboI2pdg9garNP5SwUlCHWGpgzuMvh09E1vVJ39e98YWnQN6YBu0YivzfQ1073rsHc2qg6KLkL031r3x6pDz0pK6ijc6Kw/3Qis21am+gO6q/NmWQzc9p7jvNf1/YS/e+4z4+n28/+C8VNMXBGovQx1k6CJMbYRQR1jqMNbjQ3sDmDqKqqOoLoJow0AVwlRxwpAp6/Hs6vz410sYuv6hQlFTIVQ/42l9o0R0oct1zlg/GPvwD0uYa1s+Zmn9iMaHaINYbxxVR1FNBNVE8CLWBOiJgd4w6A3jPWHQG0Y1QVTrx3u9eK8f7Qmj6ijojeDqQJnGW90XuPY17cahyCad96fbuBv644TEAj28E7qv6sHXJNDDW8uaP6wWfPTrqqdeGp78bdXzzNdkFyG79yr/Di3ZcEXVC78mH/uvFbX3vSS4ZMMr97+p2TEQ3NTrrekNrFP5txgT9785ggm+qu2Pcno9SLcX1UbnsbJVEbw3iPcGCz8Y7g2j2ijeE8HUUVQd5/QEduust214vKpuF51PU/ni6kc29zWyZ1XpngPWfD5feKQoiqbpfY8+cTdRV6d1oNoo0huCe4KIOoT3RDB1GFOHC8hQdRxVRws04Z4gqgkz1UFcGyPUMaCK4PoYULvXaV27+j2l7+l3d38B3VX+X4w9jMYx6MHdD7yl+1nNnyuFf13xZg/Z8rdV7w1dv5//zKALuhV7ddj2HyV72Pzj0AO1i1jPXP9Y85I3dFv13qruqSqDr7o/XK7ylit9Zd2+MmWAo/CzuwMcXZzsjZCqAKYKMlVRWDvN0IRhTQhXh0hVCFeHMHUIU8VRdRzRxJDeMKL0k70RoAyy1cFKlYP5huSqu5bPzqQKWBesKReswRms1L+OtcCx8FhoOZpethonHvvLRq1ntSqI9ETRnjCmDoHuANEdwrpDiDoE94SAKoKpw2hvAO31sXq8nB7fOm2ksifCkvnXaSMPcv9WN+i/+9Vu6Hrsrse40LXMB/a9u+zJxgOD7hrFqV/XvLL4ce6yP8mfPJ6A1jyzRROEbq7e3HUCuqfyD1UvrnrbWKfzbNW5N6rt6zWedYYIpgoSuniJ0gt6w6QqzFZFMIWfVIVweQBXReHeaKkqUNYTIxRBVJ2Ee5JIbxjtCeHqAKkK4OoQpo6i6iSqTjKVIdAbAWo/0RMkuoOkKlSmiVSLPrtyKfODDz/O52mKoorlGvn5ha+FG53ORVvzZxeF2jyh39720LYj2mq1g6kKg95pVB0F3T6WykcqQ1h3BO4JwT1BoAphqiDS42epXVs0zi3yid/WvLv8Vc1ugwtasnnxIw1XrHvt8UEftHLfU6OJBw52P661/ZR4+o5HeTskJ6B7qvZ3f/Ufa3ZDzKeWvHn89ldH7319rKbLDF1HLt59dFuvlyN3sZT+sp4opvDjPRFYlWCo4khvGFOHgNRHKoN4bxDVhEF3DFElSnqCmCZSqQjX9iRJZQjtDmLdIUwVxNRuTOUFqhCiSsCqJKJKoIoASx3EVH7Q7cNUQUQZwNTR7VrPDciG5159I7egPDZH5f+phT0HrAtVlaKojm7DlSsq9gg/rVTaMU2UoYyBngSmdHPU3oVYMVUQUwWBKshROi/fegj6yQOPKCb+c+WesnrjLdvfuGHtc9+7a91+teX6R9uW/Xlgmy64tdcFPbAbWvHofc92XVr+Mni/f6/OuUXlqlSHWYpQhSpaJXNvlZnr5OZ1qiChjCCKCKqOo91hhiKIqFOliijojWAKb6XSX6bwArUX6XbXaMJbNP6tRvfuAf+Dr/ZdVPHeen0MUfiI7hDRHQRqN1B7gSoCupMFrKQqRHb7iW4/qvRi6hDaHS6VRzb3+pZve/FhVlV2Acf8fJ0nPW8Kvi3WwkHdgeduq3pyh+J0hcKBqYIlYj/eEyO7vZjUSSjCQBllqsJMdQB0B3BlAOsOlSm8+/vC0NId+41+8ujwvTvf+d4d5FsDJui6kp8x9/+m6nVo5WNlXRaOwl/ZEyuXeWp6Qxs0gQqVm5Q5ULG9XBvHukO4IozJ/ITUyVL6EUWE2Z1gyPxEbxRVBIAyCJRhtiYJK/zlPcFtPZ5tPR622r9B77+i/Okf34394Kal0KLfQxfdBt1RXa0LIko/rgziygCq8qAqH6qMosoEqkygyiirO4TJPZjKj3YHgCqE98RgeXR9t5vzSsuV968OTRf8qhxNZec22cxjpf9drPfD5ffteaeux0FI7UR3EFMEgNxPdvuBzI3LQ5g8wlSGGKoAovRjCj8mD5XLfDt7vNCyXaB+7Kdr/8j5i/ZX+BOXYI+t/JO89DXNnh5nncZbpnAT3SFYFkIkfrYqgiuDTKmX6I2j3WGm1MuQeDB1FCjDZG8E6w6VyCNMZYyl9LMl1rVS85ZeT53Gu00X3Kj1rXpv5PK1B6Eby1Ye+mS7PgDdBBZX7IYu/iX0w0ufkX9yoN8DusxEbxRTBDBFAOn2Iko/qoig8hiqiGDyEKbwozI3UAURZQCRB7HuCKqMrpU7Njfofnn3yr+etNEUTWezNJWh6OyZZa5iCVrRgf02U1Y2m71maenKl0TVPV5U6iJVYXZ3AJO6gdyHdUcweQSTRxBliNkdYHb7UaUfl4fKJe46ufna7e9fuelNxluGzSp7rS5crY2X98bK1CFc5mIp/Zjcg8l8LHUYV4UZEg+QBQl1okQcRBQRojuEKfyoIkB0B4HEwVH5y7UJlsy7W+8/oDbXcfux53lXk/uh3y6DLroD+snt0KIroUXX/37d29vUgfW9vn0jwYcOvAn99PqKhuENSidHFWZK/QWsaFFCmDyEywO43I8ofIjSD6uCsCKISQK4NIjIg+UK2+7O45c/iLcpjHSepvNZOp+m6Gx6PiFwFtZ/LRwozFfUXIvH41feu4r5dm+5yltQVVzsYncHELkfURZ+XwhVhBBlAFEGUEUAl4fYMu/mHud/oE9AKx/Z2m0t73aVSn1M9fRKeYKhjCGqCFPqJVUhVOzGFV6sO4QoA5gigMn8HEWQJXWVdVk2KBxbej1be12PDIQx/l+vPyB8xOCFrgDQj++DLrgaWnQl9Is7l2x9dfO7yrcNX77X9wV0xQMXLNu2U+nGVWGgcFQ3DUCX3Hj7/qaN3S5c5gPKKKoIoYrQHNwQpgiwZF5C7kUUPkQdYiiCTHmAUIQJWQCW+SoUjn3KE39grH/tUEuhyozOZ/J0rpAVPGMEqC6QfkoAACAASURBVIWM/wUjkMvl5hF/9tlnf7i/pLrlY0JqJxUBQhbAZH5CEQTKICL3YzIfLvPhMh8m8wNZEJEHgSwI5H4g960zRNarvRVyG6FwInI/o3tmtSwFy8OI3M+U+3BlgCXxERIv2h1Gu4OY3LNJG9zR43xcM/V0j2nd2+p7Nh78wV0c6OI7oItvgxZd//CBwyvfMNaKT11NPAItum4db+SAdmobbxS67IGnDI7b93GhC+98WmsnpTaOwv6cfgK65JYL1+zarXZgnVZEGUKVcYY0TCiCZT1RWOYjVeFyZYAQO4DcAyv8sCIIK4KI3I8ofEDuL5NM7VGcvm3to3uffImmaIqiqHmXoFBfXvSu5of//4a1MPYLUQBFUblcrr+//8r71mwU/Z2Qu9nyAC71A2mgwA6VeYHMjUndhMSLSXxAGkClAVTmY8oDcHcU7Q4TcjchtWNSJyL1rpFEgXIalQaI7mCp1MOUevFOd7kiBCuCTJlnXbf7sg1vQ8vqoEvugi68A7rkVujCay69j9zMNTwu+QT64RU3kXt3630bpNY9LaPQxTcvfbZ9u+yLJzo/gi68A2v4uEJ0EvrJkuqmD8uUzgqVa6/yFHQtE/r1iie19kqFkyn1wvIoqztaWv/X3+xsquwNwV0uUuIsV/pQmZcpD8CyECwLwHIvLPcCqZcjtu1UmO7b/BJr3RY6n8/mqOK6bJ6mqfk7TeRz54p1ocJKJJJrHmDWir/C5X5c5gPSM/iA3IfJPZjcg8t8uNSPyYqqisiDJWI/qggAiQOT2XGFF0h9hCyEi70smR+VeBgSH6oIseUBtMPJlHrZCs+jGjd08f3QxXex/tKzU35qEWMPtOjqTe9K6hSn9vaYbyL3Qdczt+mCayX2J+Xj0KKbLy3Z9GbfP47oP4UWXf3gq6paje/BN0cqZXYg95SIrJs1nl9WvQZdeOeTqvG1Uisqc6/pdNeofDfWvApdfHudxs1SejGxHelywYogQxFFZFFMGsalflzmw+QejtS2TTGxfOefl5fgdD5fzGNR837Vv4F1/qC9vf2Gh/At0nFM5kclXiD1zQsm8wGpF0jPehJIfajMhyvCTLEbV3iBzI3J/KQ8iHW4ymU+UuphdjhYqhgm9bJF5rViG0c6VdY1uVM+AS2u/BXx+OMa0ya5hdV4HLroupWPvVOjtG1Uue/Y8hZ08X3r1QGW1PVYrx26lYAuuvqSu0uhH/0WWnT1dTsO1SpstVLbNm2YpQqgSj9L5l1yUANdvLj8dek6hR2We1ndoQ2Syb31GuiCa+vkZlLmIqU+XB5gykJMWQhIQpgkgEkCmMQHZG62xLZZalq+663lpSSdL1a75HLFhNVc2eQ5GoGvxQIikejGFUStZBKVhmBxgaYfk3qBxIPLfKjE+00BYi/W5cGlfqbUz5QHEIkf7fKQUj/odKFiJyx2YDJ/pcLzWK/tCdX43h5zrWx8i8r6i5rXod89fEBtKhdZtsps0A+vvQ7euU3tK5P42dzPoWvXseU+UubaprJdhj0GXXDdz5eWgRfbfobuh25gPaOaqHlLC120dL3aC8u9uCJcLjgN/fDG+za+tF7tLVGEMKm3VmZ+QfoRdOENJW+PsKUBQhxCxUGm1I9IvbjYi4u9TKmfKfUDsZ/d6dgkMS/b+95ypJyeK4fPZHILOJ0j1uJZc85ALpcTi8XXP4jVis2oNIRIgojUi0m9uNiDdblxsQeI/ajEj0j8iNSLSjxA4gFiLy72Yh1uUuzDxS5S5mJ1OXCRnZT6EbEHV3jZCtfGHt/qt/qhm1jQJXdCV65a8ZJwb5/r5qeE0I+XbpWMl3c5d6o80G+XQr9bulnhYSnjZVLvBnUYiL0smbdSMrXyZRn0o2t3va880DNFcD+FLln6mPgfew/roUWLmfUflnV7UJH1SUMA+sEVv74Hedzo3KQN7tYHK+qP/bJkC3Txrf+Jv1KpiuGSKCaOoBIvkHiILg8u9jClfoasgNW1SWJ9cH/9faWcub0c2YXa9o19M+eYb6UoSiqVXrccbOo0FbDCEg+QuHCxi+x04p1uIPaj4uBCrLjYS3T6WR1BjtCxvdu2Rz25U2GuVbowiY8hDa7pdFapnTftfBe6+M7/XPXI4kcaLry/ArroppUHu7YprdDiHZsVXnanY6vCdvnqTdAF127XB1YKpxCFB5W6SLGP3eEt6/JvEJ6CfnztfVue3SizrNdGoYcPVAs+fbH3JHThHTfub9mktO5STr7RNwn99Aro+xdfvoIDXb4UuvAW6KJboV8tgZZsfPC9Yxx1ZLXAiUvDRJeH1eUiury42ItKvIjUC8Redqdjk8T6wCOH7yvl0HSezmeK9YRndtjSC7D+Cw7WN6esAtZa0TiQhGCxjyl2o2InIXawO12sTg/WGUC6QrA4AEs8qNiNdTnxTjdH5N7Q5arrMl+M7Id+tRz6+UMXMJ+uVdjLpVOkzFHW8RV00S13bnl1n96/Q2nbdkQHLboRur+2TuXa1hNjtznZYucWlXX5zj9DF96AN35CKjwMqRPIfaTIxRF5WOLwzh4vdMEVly0Fu1T28i77zl7HXsWXb/WNQxfd8p+r9x4wen9Y8ih00W3QhVdBv7zhsvuxZXUvb/yL8mWdeZ/StEPtYktsQOpFu3yEOEB2OvEuJ9rlQ7oCiNiHdnmwLjenw1YrNt+37e0HsXWF1Rc6n6Gp3NnlWeeCdSHTgp0dHh6++n5mbdsJUuov7XAjEj8u84EOO9Zm4XR5UZEPk0YZnb7SDjcu82CdDlToqJE4at4fgC64BfrVAzdtfXPxtkPQojuhC65/vGOsTnbyim3vQxfd9kz3ybWd1vUK9y/IZ6Ef33f5nra1ikBZh4fV7sS6nBWdpze8r4MuvOXuvfyNYgvW5cRkPna7nd1ux8XeXRr3T25fDX3/V6/rbTva/s54ouEmbDu06Croh3+AfvPQAZ37pn3CG/d3bpBYtmt8dYqpTRJzpXgSF5pZ4iAqDGCdPtDpJkRussONdTkRsZshDjHEYaQrgBWwCq1buybuqjkINmwvYs2l57EWna1voa0LH0+ePHnV3avW1x9ndTiB2Mvs9CBdLkLs4nTYSZGD6PQzOwKYPAKLfYjIgXc5WZ2eHd1u6Gd3QL9f8qzBUieb2NFlelFthn5wxU/uKH1GY/4R4zHowtufUZ5a22kjOhybJObNktM7td5KiZ0tdJAdHtDprpRMPS4/AS266SfLNj2hnKgQnmZ3Oso7HFUSz1q5ey3/Y+inN0Hf/x10yf3QRfdDF98O3bD6dtZe5ImGbcJ/rG35aoPEzer0wNJIiTgIxH7Q6QZiL6PTg4hjJcIgLoniYi8hchEdDlTshCUehjgEd4XRLh/W5cE73WVC866uU7dyDmx/4sX8mV1o+RyVP4OV+lZGYN4liMViV9+zivNnVYVwkiXxwR0etMPFkvjKu5ysDifZFSgVelBpBEgDQOTkSDysTk8Z/3No0bXEc/Ubuk5hnQ5S6N0smlq89kXohzc+rbL9oeYt6IJbnld+yWk5SXR5WFLXRoX1UuaeO7a+VSNzkpIgU+gnW03P94xD1zwIXXT1O71/3yX6dL3oFFvoWK8MQHfWQT9bCl350O84Ty59qbe6y76tx7Wjx75BYqqR2cs6XCyRh9URZElDa8SeNWIPEAVJUYAQOjkSD7vLC0ROuMODdLqxDhfe5UTEHkTswzpCRGeQ6PLgXU6sy71WZH5E+Nl1JTV/fK8xR2VpOp/PZc7KV82ZWOqcjMDXKN/6IAN5mrexY5wUTWGdPtDhxTvdbNFUWacDiFyYJFQq9KFdAbzTzer0sDq9q94YhC68pvwgr0piLukMEIrZKpG36k890AV3IK/0wgdV0I9uKH+xpVY0Xt7lhFvH9xl90I9vuXhpZa3CDjq8RGd4g8Rb/Z4BWnQtdMHV0KIboYvvufmxTrbYzepw1nZNbuv8aq9qcrPUVCl2kx1uVpeDkDoxqZfZ6UE7Q7AoCIuCcKefIXUjUhch9JeJgiyRB2udJATjayVOttwHd7hYEh8QOZFON+jwkh0+lshDdjqxTgfodFeJLHt4Q1cvI0TdvZnCpn2KovLZ+ZWXuQqBhXeZ+d+wLvQkstksTdMrsIpldS/vlp4iWk1Ypw90+IHIRbRZOB12pN1OyEIMoQcV+XChC7TZOWJ/Of/v0AVXMh59rbprgtHpYwhDazvce/gfQT+6487dzS9qpqALr4R+dtNzGntt1+QO+URt8zFo0Y0PHzha1TGBttpq5Cno5t3QJUsvXLPr3mc6GYc/IttNHLkPabcTIjcmcHGEPlarrVxoZ7U7yzo8ZLsVa7MhbS7Q4Ufa/Zg4gnZGGUIPkDjQDhPZNsUWuoHQw+r0bFb6yttNiGACdNjxNierzYO1O1GhA4icuMhOCG1YuwMV+SqFlq1vK6666+HPJyYzVD6dp4paSWUWjvtzw0qfHRRQFLXtseduIbbuk3xeJjABoQcWBUCHF2+3soQWrMOFijyoyIcIvbjQRQidWId7u9IBXXD1T+8Bj2rchNBOdrjXCk5vP9wH/ei2NX/U7ZKaql8XQT+6FvrV6rv3Nl+z/nXoorug67H9SlNFhwVrd7IFvk1d/m1iU51solJiR0ROXB6Cu7yMVivW7sRFYUwYwdr8eJubJfLg7Q6szcbp8mLtbkzkR9pccLuHKfAx29x4lw20nSZazeUdLqzNtl7uhe7dveygZmv31AbpFNFsY7d7iXYX1u4AIifR4SCEdqzNjgoDG4TWtc8cvfqOJdHp6RxNp6lC9rp4x5j5MqGz78j1P2Kdn6zmsebzeXGv8cqH2HWNg+uERaxYZ4AUTZHtJrLTyWibQoUBIAywRB5S5ILb7JtlU1cje6FFN1S/P7hDaq4RnXzWYP/F8iroktu2Ku240Lyua3It9xPorlrogqXQL0r/sPHQLoWL0zqBCp1oZwi0B0mBu7zdVCGcKBNaWR1upsgNd3g4XW5W2xTZ5sDbnLjQQ4i8WIcL73SDTjez3c7uCjCbrewuLyFyEyIv3umBRZNkl6VGHqgQWMqbvqrgfrax+e+/JJ7/fdmz0K0V6NEvyA4f6PCiIg/e7iOFXla7E293ECJvrWhi1frHmER5hspnC7fhoWiquDf1LKzZc8W60BpM+SNX3LOm8k+i9W3jeJsbCANouxdvt5LtZrx9Cmt3AmEACAOgzQVa7Vi7s6LN9KTkK+jH90KL7r9+49t37muEbmVBF90Mv9Be2WVDOt2lwim2yLqry/K43LZbOrWxY6q8zcYSeeB2D6PdB0RBQuQFLSZ2u4UtmCLbHLDACUQuvNlW1u4oE9nJtilWu4todzHaptAOJyp0kCIH3mqtEDnIplM1UtcGiXttlwPpsK7mfgHd/chemevK6r9chj/7hHLyx6t2/WAx+3HR32qEZrzNiYo8iNCLt3lJgZcQ2PFWKy6ybxZ9deuqtS+/+jpF0+l8rrjpn85T+fQZrGds67+A9Z+2LE3fuQoge9/Y2HYSa7IS7R5M4ADNVrzVSgpshMAOBB6kzYe0eUCbC2uzswSTNW2ndohO/QZ/BVq0FLpoCXT/Ftb7w7ViKymwYe1OtM1KiCzsFhOn2cQWWIlWK9lqZ7W7kDYPKvKBNgchsLMFDqJlCm+1gzYH1u5EWqxks72yw89qd7HandUdnrJ2ByxwwwJneZtls9i5vt2yQXB6q/DUVeve/NHK/dfsbCIl7nKJ9/K177IO9jzbPfn9ZXUv9JihxZWljzZCt1Zu4J1Y22YFbXZU6MRb7WSrgyVwEAIbq2uKUz9y5X1rRkbHaPrMUnYuV6y7XBhpUWeDOjesOZre/+zB25FNuztOlrVPgWYb0e5itTvJNgfZaicEdkzgAgJPASshcJACG6fNVt58epvQ9IjU+ojcUie1VHXY0KZJotWFNNvZnR4Gf4IQOjGBAxU4caEHEziQZluZJIS0TpFtDo7IjTXZ2G0ujshDCGykwFIhcpQLXHe9MLry7c/WtVuu3sLf3OVABU6i3VUrtPzH8kcvKX3uoSclm+s/uLTkwIGuEz9YfWCTKlwt85FvDP0Ofe6FHiv085W13I+hW6tvr33vuqq3/nP1c6D+S1aHE7Q5WO0urGWKaLETrWaO4KuVz7dce9+qVCr1NQ75/+3mT+dcLPS3z0784Z6Syr8Y17abyTYn0uogBHasxUYI7HPiwAQuTOAiBA5M4EAFdrbQwWkZrxZa2G0mtPk0LrLjQie73Ys1u0CLFxN4yDYn2ebE2rxwsxsIfUirAxM4sBZbuciLtzixNi8mcJBN4xWtp2qE5o3CqXUi9w2PKC/G/sg4qIZ+uvzX5a+uk3pJgaXq6Cc3Vr724I6j0I3l+9pPXLL6wLMq6/VbDlULJi6rOrJXbv+vFft/VPLkXftFS5/vxd79ZEPLqc2iqXWdroouD9ZmA212pMXF6gjDfNc6kXNP14nrkLqKLbvnJ5ivZfX+77BSNJ3NLFlDLt36542CU5x2FxB4MIEDb50qCNFqLQzYgoBWO9LmAiIXwjeBpgmszY51uEtbrKDNAfPMeLODbPGUtbmJ5kl2i3ltm6Oy3VkpdK0XeypFU+s6bIufNZItU7jQw+BPVrRNbmyfuHl78yLmi2ubTu+We6B76w6qTBfct+5J2cmqltM1IttO4ZfQzRX7Go9DN5Zfzj54MfPZy1ivQA/u3yp13/yovKrVtKnLtqnLtq7dXNluK2uxcJrNZa1ToNW+psmMtNpQwRTa6kZbvWizt7rVvPlN5TVL4L7RjwrOZQFrPp//X1X13LHSeTqfee2td28s3bSt6WNW8yTS5gMCD9riwFpseIuFaLYQzRa82YY3T2EtU2jLFNxkRVqn8DYnq90F+FOkwA232JFmG7vNyW4xV7Za1jaPb+qarGn/sq7p85pDx2+qee97y3Yz/qSDblx3Keu19W0mjD9R0enmtE7C73z0vQf3r6//8IdrnnhSZf3h3Rte7Pj75aV7Hm395AfLD9x/QFrT+Cl058afMJ+4ofbdG7Y27pA5SO4/qjrsRMsU3jzFabGzm60o38RucwKupazNzWq1g2Yrs80Jd3hKW+2owE60TAG+lWj11DSdJna8dvtdD6YzZxwh+p8VUP1fYU07HK5r7n6Y/Ry/RmQraXLCAi/S4iJa7GSLdU6miBY70eIs6CwhcCDNTrTZg/EcRJODbHOy2qbYzaermr5c8qTkN2v/vAg881PiuRvWvQ5dfF/Vq8q7N799+7aja4+M/QJ7cbvwZFXLyUqBicM/tandein68u/L/vjDFXvgF8U3sF9gv9BV9bYeupZzz27hqhf07Pc+qRVN1Emt69tP1QhNlQITyjvJanfiAj9o8bLbPHjzFCHyMnhWlsDNbnUCvgVrs5cKbKtabLDACVrteJO5QmBjN1m28T+/e1XVU48/Ry9Y0PsXLcC3wEoXQrcdO3bdg27Y0n66tNkBhAGszYu32smWqQJWosWOtziJFifZbGe3OtFGK9kewgUBosnFarLhTeZqoWWPxHYZ48lV+7jQb1c9r7dD92/Zr7R87/6tt1a9fP/2d9nvHNvVZYVu3/RI+4ka7ge/qXp9S6elivcVtHgH+zUDdCX+o+Xbfo8//4eKP9cITdWdU+sFtvVtDhbPympxYHwLp9XC4n7FaRkva3cgPBto8eEtXqJlCuGbGS12vN1H8m0cnrm8zYY1m9BWCy50stpdRNMUp8VWxju1oekL7On2a25/OOiP0DSdyRRjqkI+bz5T+n+JlabpbGbWdOJvN929nPPnHlarBW6aYvDtWJMNb7LiTVasyQqa7KDJjjXZcb4N41nZzXaSb6tq96xvn9ogtFa3m35d/d4vsJcZT3Xhz3ZdiT/NPKisafrrZsGJ/1q2i/l0y++xp66o+Mt+uQe6acMewecrnxdD92655VHJDbvFK14w3LG77RGxaafw5HbByY2CcaJ5khDYCZ6F5NswvhvwPUSrD+GaOa0WsskEeGa82YE1eUGTm2iZAs1mpNWBNNvZfFsZ10w2mfAmEymwAJ6J5FrYfBvGt5Txv9zT+ulNjC0bth6gqeLy9bxJ/VeYfhusRac3N1NWWb2Ys2+L4HOUZ0ZbvRjfQvLNhMABc62AP0W0OJEGC9ZkB012drO1tuX0pcgLFzy8b9Xz0qs3vrP8afll+Gv3H5DvEFpWPq/5Q9XbO9u+2tF6cvHWhof38bcdHYWuKi95vge6pfoy1iu3PdpF1H9V0eYua/OWC+xlLZOclvEy/gSHZyZ5k3iTGWs2401WnG/DeW6c58aa7FiTDWuyYk1WrMmO8+0434k12UGzDWmxIi1WrMnK4Vo5XCveZMWazSTfzOGZ1jaayrhm0GyrEpwqe6b+mrsfPmVx577tvYW+zZYMiqLofPofJ768+t41nBcF1e0mJneyrMUCGsaZjRa8zQv4U0jDJKvFhfJscNNUeZvl3l0tS7ceek72JXRHxWXMx7c2/31vx9SSJ3ur+OOsw59DvyJKX9RvaRmH7t37/WX7r13/Lnywb3Pzya1dk9WC0xUCC6vJRjS5cL6zwAs021D+FOA5MN7U3BCxYXwnznMXzgHNVqTFCpptON9O8m0k30ryiyMJbbIAvoXkWkiuFeVPoU1WgmdhN1o4h00VXAurebKyYWwxvKF6y7b0+dxKTNM0RdPpPJWh6b0Hnr7pYXYd7+Ny/mkO9yTBHcea7KDJWegMxptCeTbQ5mA1Tyzeyn9we8NB5fgF99dWvKaB7qhdsq/r+yue2iGxX76x/oHntPh7n7EbLdWdgbXtziqhq4xrLeNaWY2nWPxxTrOJ4I6zGsdZjeMEdxzwzCjfhfJdgOfAmmwYzwr4VpTvQnlujOsCPAfcZGU2W+BmC9pkJbkWNneSzT3N5p7mNE6yGy2Ab0GbrAR3CuNNwU0OZpMD4zkIrqOM72c3mLcKTy3b8fpVdy6LJeI5qnjfufOBlaJy2XyusL0uGo3ecu8KdN+7m3mfcI78raLZgjRMojwb3uxAG6043442mhG+BWucqGudhG7YeAXx8iUr9z/SOUG+fWzx3s7Ngsnqpq+qWk5Xtpg4zVa8yVXaaAetbpRnwxvtBHeK4Fkw7mm88TSLb2I3nmI3nmI1jhM8C+C5UL4L8KcwnhVwLSjPgvCcCM8JuHbAtSF8C8I3I3wLyrMQjWZWo4ngniK446wGM9FoQXk2hGcDXBvg2ph8G4NvR7lOvMFFcj1rG06vf1N+/SryjUNcmqYX3hT9O8dayOAWbqlM0XQ9v+3ae0u2vCba3PIFduQrsuE0zjXDXAfCc4KGSRbPih41lzW5OPXmTYIp7J2PN4oseONp0GBi820VfCt+6ASr8RTSOF7KnURaHQyeFa03gaMTbL4Na5xEj37FaTaDoxMEz4pzzTjXRHDHca4J51oA14Y1mrHGSZxrBjwzwrcgfAvOtRCNFqLBRjTYANcCuBacawHcAko7k29n8pxMnhPh2QHXhnPNRfpcF97gYjXYtvE/v4+sXV7KyNF0JkvTdJam0ucHa56ms/l8Nk3RM3PLZEyUvKd0Xe2hweqmU2W8cbR+AuE5Ub4LbzCzGswk14rXW/F6axlvitVowhonQJMdbnIAngM9auZwrewmC9pkZTRZ4KYplGfhcK1lPBvWOMmsP0XyJrGGcU6zC2mwoDwbyjMTXBPBNeHcAkEzwTUVsKI8M8oz41wzq8HMrrexGmxEo2XuJQvCKwJl8pxMngvh2XGumeCOA/4plG9CuU5Wg21r8/jK7W9dc+c9J774G1Xcg5k+b9pa3IGQmbtDTC5PZ2bTt9y7Ytn6F7Y3/R0/epLZaCNbfKWHJytbnODwSYJnIXgWvHECPnSKzbcRPCuzwYQ12bBGM5s/hR6ZIPk2ZsME4FtAwyS70YofMYN6C8qfwlvtoGESbzAzjlqwZhfCtxSxNpoBzwF4DpJrIXmTONdcUEnAtQCeGeeaiUYLq8HCbjCzGk047xTgjaM8C+Da8EYb3mhHuU7AtbEax9mNX+L8LwH/FODaKo9+Vf1C+zX3rn6/4TBNZ2iKzqTndwt+m/ZtsOZymXSeLuynpWmaprL6/qHfL17DfPTIpuZTRKMZPWomeXbs8HgZ30LwJkHDOMGbJPlW0DCJ8axksx1pNIEGE861sLh2vNFWnKzrrezGKTbPAbg2mGtFeDaca+HwnYBrR3h2lGcBPDPRaCYaLYBrR3k2vGESb5zAuRa80YY32nCuBeeacK6JaDSzGszsBtM8VsAz41wLq8HCarAQDTai0cJqHGdxvyJ4XxK8L8sbvtpyeOy2FRxWeSVFZ/NUOpctJlKLSdXvHis997+zzCUbKbqwye5Pbx+66l4m+kTzhvrPOPUmosHGarCQ9ZN44wRoMGGNZsC1wfVmpGES41kxvgVtNGONZrzeSs4JXu/A66dwbnHwAp6ZaCzaSrzRVjgm681kvRlrNGONc5rLtQGunWi0sBrMrMZxdkNRyIYJotEMGkxwQ8E0W4ijJrJ+kt1gxo9MFL4FPXpqbeMXG9/pu4mxZekqeOHSaS6TpakMnZ09T1MWtYDp3CJX8QZyjzz18jXLytcdFK8//El5/Sns0GlWg4XdaMEOjyOHx7FGM8m3YY1m5OgEcnQCrTeh9SZw1IQfMRflsBUcMWP1JtAwDhrGsXoTVj+J1U8SR4uCHzHNyQQ4OgGOTmD1JlBvAfUWrN5E1I+TR8fJo6fIo6fwo6fRI+M410Ly7FiDFTk6gdWbWA1msn4SO3S6nG8HR0340dOV9Se21X94N/nI1YsfzObmOkLlirF/drZwA93zgXVhPpw6S2fpmQzNqt5608PsTa92bjo0VlH/FXlkknXEVN5oLmuYxA6dRA99hdWbiAYbXm8tkMLqJ7F6E1ZvIo6aWEdMrCMm4qhp/pnCOeSRs4Q4bCIOm+ZYm7B6E9Ywr17ysgAACHpJREFUTtSPE0eLbwFHTeCImeA64MNm9KiZbJzC6ifxIxP4kQlw6DTaaIUPm8oa/l97V/sctXHG/5UMKcZpCAGDebcJxlAbn17vzjaxMZgX85KmTd88KS9NTSikNb6TdiWdGZchCUPTQtIkk3Y6Lel00jaZhmDjxD5LWulsAsn0Q5N+KC32nbS7/bCS7g4zndbM+UvvmWfOo5N8s/e73Uer3ef5/aa7tZtfN96tlw49+uSWTz/7krASADJL6Swl1Md0Dkc7VIsDK7n/iITFoITSZM/+pRu5juMX9mU+SmiTkubwwJY0K24gOYOkjCtlZgQ9J+muZJSByGCVMq4w7EoZ5rnIZSMnZXKSHgAtGsFZ0XAYpnzG4Y1p3phm/VccvsXpOV4LurmoIznjJkc+5YdneN3crY3uH/rNOvFAzcoNzvSdMJJSSucoyROf+jTQ31nYPeshGDHLumv0FxNKew4+u2Tdztbn1MMvT3CGEzv/V07PCRDFM9Oi5nDQiWduSRqSNEvSLFFHnJ6LGTOBh8HhPhf00tccFzoLINFhzMhxhsMZKAZMOePKuiMAS9Zd2chxKmpLW23KxP6L2SNDb69u2b1sxfqZ6Ts0XEkpFArsa3jYZwoT+UXrrWVJMphtm3ksLangewTnKcWY0JNn0o+sa92wd6B7eEzQTB5akuGImiPAcBRDWwaBC9Dl4XSrfqtVv9WmuzEd8dp/drfowBGgK0B2iGI6iuk2r9mcNiVopghNGZoJzZGBLal2p271Xcjyz7+8dJO4fmsL9igt+JRiQnxGmOR71POKsoYLpmxaCKxlZBq+R/EcJXOleclM+OPia1ceXbV5tXCod/DtvgtZLjXOa0g0pnemJxOZnACRCFFcRUnVblfNOLB5zY1p0wJ0RYhCt+c5KjpwZeDGVRRXURzYcWCL0BY0W9BsXrMFHcWAKRmOrNtC6uO4MtFlWPv0sYY9p2s2iYneo4VoCoUJYfyzoUiP588SnF8Qng8BKymFFWNKGKwFjL2SRARKKb59+/ampp2PN0itzyjPjNzYPTwpKuNJA/GqKUAkQFcGKA7sdtVMqqYIEcNaBpHb87z0rCuDANOkaidVMw5sGdjB5xjTnGrJut0OP9mlXj90fqzz9K+flPofWbVdOf8q48HNz91jlWo+ph4tuUcRn1KPMAGqRYG1yKRRluNJQh2MsB6UUBqIiBH63HdO1CzfuDm2f88Llw8bf+mEWQHYvIJEiCQN8dDigMlDSwBTMjRlYEuqxVwAZc6rpqQhSUOcYvKqFYcOp5gxgGIAiRDFgZ1Q7IRix1VXTLu84soAJdXxHvjhEXhtW+/JxzZzm7bzljsTEM/5NKBjwgFhK6G0XI4CL2x2tSBYg3okzw8XXKKCOPZcMJ9yh2Kas63WnfyyNdsbu473Dv5+DxztAhMdmtl2bnxnepIznBiwRMUUUhNCKiukpyTVikMUh0iENsNU1BxRR7F0VgBWLD0laY6oWCJEbarJGY4AEa9acRUlFDuRsjoVtEuZ2KOO9YE/cd/Uap/qXFbfOPzTER/PeoV7lGLfJ77vF9eoirPGILCGsC7SwiAuERTG+VAgzKeswxZKOyyzPPY96hdo3qf4Z1euPrF2S019S/Pu410/fKMvc7M7Yyc0lwdOLIUS8JaUtuLAlpSskMryqayQNoW0ySlmLD0VS1kiRG2pLK9aLCDwQ5OSaglgigNZHtg8cGIpS05NdasTB8HokcFrwqHBFY0dj9dv3Xfo2bv/+ielBULzYep+nnUOjL1oDhNlrRYzf8gC48DCYPUinSsvFF0LOzKmJazSJCAkZyT6TDUB//wXV1dtaF6yVqiTn2/59qvdQ+/3wvEu9WYXmEgMjSdTE+2q2Q6spGpLiimkTRm4CW2aT1mS6kiqLaRNWbXE9JScmkyok8n0WFK50a6Odiqje7Xxg9r15A9eb+w+Vbu5o2bVtv7vn7pz53PWbILnCC0UPLYrVWDDP6i3pIQUGxxEA0q8RVoTKIk+xSSkkqZE15Q93UbZS5RQzwvi8muvv5XoOby0btvyxvamp/uT34U9Z64cgH/o1T/uhlMdSjaZyiZSppwyxUGTG5ziz5nCkCWnTDllSoOTHcB6Glq70jcPwA8Pgz/uf+lXXcdfiR08vfypziV1TfVbuYGfwC/u5vOEFiid9QjL9CXBFj+mFGPshXzNGIflq2Hymsf0KhYptpLS7Z15jwP3kcoHmPqYkoBHM3ge8zzCKItJ4cu/fTF8/sKWHWLt2m21W6Talt6Ne882HR2Rj73R/aPf9p57b1/6g4Pgoz7tZh8c64M3DqjXj+o3us++23P2mnzily3fGGne91Jd29HHGtq/snrHyvXbvtV/7MbYKPvtZ70CowcsJ7jFbGadj6hBcMCI75UO/4VLpf/vsNJy4IqKtWXJiF6oNxpe43tRGUMoW0Qo9SieCxUb6d/v5t/53Z+/98KPG74mrWzYUVPXWLNm6xMN3JrtHWuau1Y2da7dsXtNc9fq5s5VTYkVjdxX12+vXbu1tr6xbnNL75H+kYtXPskiVv1c8O5RWvDxXFhL6RMfU98L6ECwz+JphHWYAehFMxxy39dcBFgjcAPICI40c4KQVFQnia7xsD9HwsmDH2Tes+CVZ9JghEQVI15+7u7nn828/8F7ly9fOjeUHjh15uTA6RMnB/qPnXzx9JmBF09duvTKm29ddVB29t4/KCtCDT6wQHC+VEeXMQRSElWqeZQEFcF+SIFPKaXEjyaIpPzesKiwhpA98JfFZcOHFN+Zdy1+0EDD898nJa//9f+WnCppQ8lc6oGNKZ56GFsELcL/R6vCWhGrwloRq8JaEavCWhGrwloRq8JaEavCWhGrwloRq8JaEavCWhGrwloRq8JaEfs3DQvJijs2XPYAAAAASUVORK5CYII=" alt="" />Starting in April 2013 you will be able to participate in an online course to understand better how to use technology to enhance your teaching in Higher Education. The course is aimed primarily at people teaching at Higher Education level, whether in Higher Education Institutions or Further Education Colleges. It runs for ten weeks plus one 'induction week', requiring about five hours work per week.<br /><br />For more information go to <a href="http://octel.alt.ac.uk">http://octel.alt.ac.uk</a> and read the ocTEL Terms of Participation</p>

Title: ocTEL - Open Course in Technology Enhanced Learning
Event ID: CiviCRM_EventID_54_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 54
Start Date: Wed, 21 Nov 2012 17:30:00 +0000
Description:

<p>Slides from and a recording of the session are now available from the <a href="http://repository.alt.ac.uk/2240/">ALT Open Access Repository</a>.<br /><br />ALT is pleased to be offering a free webinar with Dr. Cable Green, director of global learning at Creative Commons. Cable will give a short introduction to Creative Commons and speak about his work in OER and open policy.<br /><br />Participants are encouraged to join in the discussion for the last 20 minutes of the session and pose questions.<br /><br />About the presenter:<br /><br />Cable works with the global open community to leverage open licensing, open content, open policies, and the affordances of digital things to significantly improve access to quality, affordable, education and research resources so everyone in the world can attain all the education they desire. His career is dedicated to increasing access to educational opportunity for everyone around the world. Previously, as Director of eLearning &amp; Open Education for the Washington State Board for Community &amp; Technical Colleges, he led a project to build and share highest enrolled courses under a CC BY license. They call it the &ldquo;Open Course Library.&rdquo;</p>

Title: Creative Commons, Open Educational Resources (OER) and Open Policy: A webinar with Cable Green
Event ID: CiviCRM_EventID_53_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 53
Start Date: Thu, 21 Nov 2013 09:00:00 +0000
Description:
Title: Test2
Event ID: CiviCRM_EventID_52_a485739cf401d1e8c18eaece375aefd0@www.alt.ac.uk
ID: 52

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