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2018</span></a></li></ul></li></ul> </div> </div> </div> </nav> <div class="page-content"> <div class="container"> <div id="breadcrumb"> <div class="row"> <div class="col-md-12"> <ul class="breadcrumb"> <li class="active"><span class="divider icon-location"></span></li><li><a href="/" class="pathway">Home</a><span class="divider"></span></li><li><a href="/awards" class="pathway">Awards</a><span class="divider"></span></li><li class="active"><span>NEW Award Approval Process!!!</span></li></ul> </div> </div> </div> </div> <div class="container"> <div id="content" class="row"> <article id="content-column-2" class="col-md-9 col-md-push-3"> <div itemprop="articleBody"> <h1>MGA Geographic Units - New Award Approval Process </h1> <div style="color: #000000; text-align: justify;">On November 2022, the MGA Board approved a revised Geographic Unit award approval process based upon the MGA ARC’s recommendation. The new process routes all Region, Area, Council, Section, Chapter, Affinity Group and Student Branch new award proposals or revisions to existing awards to the respective Region for final approval. To learn more about the MGA new award approval process and guidelines for developing award proposals review the information below. Further you may reference the MGA Operations Manual Sections 8.3 and 8.4.</div> <p> </p> <div style="color: #000000; text-align: justify;">All new award proposals must follow the new process for MGA Geographic Units and MGA Committees as applicable. MGA ARC will evaluate all proposals for new awards or revision of existing awards. All award proposals must be submitted using the MGA Awards Template and sent to the MGA ARC Chair at <a href="mailto:mga-awards@ieee.org">mga-awards@ieee.org</a>.</div> <p> </p> <div style="color: #00629b; text-align: center;"><strong><a href="/images/files/awards/12132023_UPDATED_Template__New_Award_Proposal.docx">CLICK HERE TO DOWNLOAD TEMPLATE</a></strong></div> <p> </p> <ol><ol>MGA ARC will evaluate all proposals for the establishment of new awards or revision of existing awards in accordance with established policies and procedures and in terms of:<ol type="a"> <li>The award objectives of IEEE and MGA which are comprised by the proposal.</li> <li>Monetary aspects, including the funding source, third-party agreements, custody of funds, depositories, foundations, and all other issues having to do with the fiscal integrity of the proposal.</li> <li>Qualify completeness and merits of the proposal, and the desired results.</li> <li>Assessment of the potential for successful implementation.</li> </ol></ol></ol> <p><img style="width: 825px; height: 482px; display: block; margin-left: auto; margin-right: auto;" 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" alt="" data-mce-width="825" data-mce-height="482" /></p> <div style="text-align: justify;"> </div> <ol> <li style="text-align: justify;"> <div>All new award proposals or revisions to existing awards from the Geo-units will be reviewed by the MGA ARC to ensure they meet all identified criteria and reported to the MGA Board once approved by the Region via the applicable Region Director’s report.</div> </li> <li> <div style="text-align: justify;">All new award proposals or revisions to existing awards originating from Committees reporting into the MGA Board would be reviewed by the MGA ARC and MELCC to ensure they meet all identified criteria and brought forward to the MGA Board for approval.</div> </li> </ol> <p style="color: #004ea8; text-align: center;"><strong style="color: #000000;">MGA ARC 2024 Tentative Meetings: February, March, May, June, August, October, November.</strong></p> <p style="text-align: center;"><strong>Email all questions to <a href="mailto:mga-awards@ieee.org">mga-awards@ieee.org</a></strong></p> <div class="clearfix"></div></article> <div id="content-column-1" class="col-md-3 col-md-pull-9"> <hr class="visible-sm-block visible-xs-block" /> <div class="moduletable "> <ul class="nav navbar-nav menu"> <li id="secondary-nav" class="menu-title visible-sm visible-xs">NEW Award Approval Process!!!</li><li class="item-302 child"><a href="/awards" ><span>Awards Home</span></a></li><li class="item-670 active child"><a href="/awards/new-award-approval-process" ><span>NEW Award Approval Process!!!</span></a></li><li class="item-215 child"><a href="/awards/mga-awards-and-recognition-program" ><span>MGA Awards and Recognition Program</span></a></li><li class="item-218 child"><a href="/awards/nomination-process" ><span>MGA Awards Nomination Process</span></a></li><li class="item-401 child"><a href="/awards/recipients" ><span>Recipients of MGA Awards and Recognition Program</span></a></li></ul> </div> </div> </div> </div> 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