<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 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 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>
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<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>