<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 new CMALT assessors. It will provide an overview of the assessment criteria, advice on how to complete an assessment and an opportunity to see how the assessment process works.</p>
<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>
<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 http://www.alt.ac.uk/events/webinar-faqs.<br /><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>
<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 http://www.alt.ac.uk/events/webinar-faqs.<br /><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>
<p><img style="float: right; margin-left: 3px; margin-right: 3px;" 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" alt="" />Building on the strengths of OER10, OER11 and Cambridge 2012 (where OER12 and OCWC12 conferences combined), OER13 will take place at the University of Nottingham, renowned for its <a href="http://www.nottingham.ac.uk/open/opennottingham.aspx">Open Nottingham</a> programme which has strategically embraced the agenda of open access to teaching.</p>
<div class="body">
<p>The Conference programme will consist of an engaging mix of refereed papers, workshops, symposia, posters and demonstrations exploring the impact of OER on HE within the conference themes.</p>
<p>For further information please refer to the <a title="Link to conference website" href="https://googledrive.com/host/0Bx_VhBlh4p_jRHBPUmpRcUFSa2c/index.html">co... website</a>.</p>
</div>
<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 http://www.alt.ac.uk/events/webinar-faqs.<br /><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>
<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 http://www.alt.ac.uk/events/webinar-faqs.<br /><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>
<p>A recording of the webinar is available from the <a href="http://repository.alt.ac.uk/2325/">ALT Repository</a>.</p>
<p>Following the success of the ALT/AoC one-day conference on large scale curriculum redesign, ALT have organised a follow-up webinar featuring several of the presenters from the event. This will provide an opportunity for further discussion around the subject, with ample time for questions.<br /><br />Presenters will provide a brief recap of their sessions from the conference, including:<br /><br /><strong>Howard Browes and Bob Harrison - "How a large distributed FE college is using learning technology to bring about large scale organisational change"</strong><br /><br />Leeds City College is the third largest general FE College in the UK, formed in 2009 on the merger of three Leeds colleges. The college's technology strategy supports 1700 staff and 90,000 student enrolments. The Principal and the Senior Management team have turned to technology to transform learning, kick-starting change in a coherent, consistent and cost effective way. Howard and Bob will share progress and lessons learned so far.<br /><br /><strong>Ciara Duffy - "Virtualisation of South West College Curriculum Offer"</strong><br /><br />South West College is a large multi-campus merged college that is intent on using Learning Technology to increase the college's reach and effectiveness in a systematic way and on a large scale. The virtualisation curriculum project for South West College involved the provision of an on-line learning experience for 5,655 students for one week in November 2011. During this week students were able to interact with tutors and access a rich variety of resources relating to their course. Ciara Duffy was seconded in to deliver this project against a very tight timescale of 9 months and in this session you will hear about the strategies used and the lessons learnt.<br /><br />The session will also involve feedback from the recently concluded JISC Curriculum Design programme with input from:<br /><br /><strong>Paul Bartholomew - "From compliance to dialogue. Moving to an iterative curriculum design and approval process"</strong><br /><br />The JISC-funded Technology-Supported Processes for Agile and Responsive Curricula (T-SPARC) project at Birmingham City University has sought to transform institutional approaches to curriculum design. New processes and technology allow courses to be designed in a more iterative way, creating possibilities for a range of stakeholders to be truly influential in the design process.<br /><br />To view materials and recordings of the conference held on 21 May 2012 please visit the <a href="http://repository.alt.ac.uk/2216/">ALT Open Access Repository</a></p>
<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 http://www.alt.ac.uk/events/webinar-faqs.<br /><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>