connect.informs.org
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34.225.242.50
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Submitted URL: http://faculty.fuqua.duke.edu//daweb//dafield.htm
Effective URL: https://connect.informs.org/das/home
Submission: On July 27 via api from US — Scanned from CA
Effective URL: https://connect.informs.org/das/home
Submission: On July 27 via api from US — Scanned from CA
Form analysis 1 forms found in the DOM
POST ./home
<form method="post" action="./home" onsubmit="javascript:return WebForm_OnSubmit();" id="MasterPageForm" class="form">
<div class="aspNetHidden">
<input type="hidden" name="ScriptManager1_TSM" id="ScriptManager1_TSM" value="">
<input type="hidden" name="StyleSheetManager1_TSSM" id="StyleSheetManager1_TSSM" value="">
<input type="hidden" name="__EVENTTARGET" id="__EVENTTARGET" value="">
<input type="hidden" name="__EVENTARGUMENT" id="__EVENTARGUMENT" value="">
<input type="hidden" name="__VIEWSTATE" id="__VIEWSTATE"
value="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<p>The Decision Analysis Society of INFORMS promotes the development and use of logical methods for improving decision-making in public and private enterprise. Such methods include models for decision-making under conditions of
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