﻿<?xml version="1.0" encoding="UTF-8"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/"><channel><title>Millisecond Forums » Millisecond Forums » Inquisit 3  » Semantic Priming</title><generator>InstantForum 2017-1 Final</generator><description>Millisecond Forums</description><link>https://forums.millisecond.com/</link><webMaster>Millisecond Forums</webMaster><lastBuildDate>Fri, 01 May 2026 23:25:07 GMT</lastBuildDate><ttl>20</ttl><item><title>Semantic Priming</title><link>https://forums.millisecond.com/Topic3229.aspx</link><description>&lt;p&gt;Hello,&lt;/p&gt;&lt;p&gt;I'm interested in using the &lt;a href="/download/library/v2/SemanticPriming/SemanticPriming.exp"&gt;Semantic Priming&lt;/a&gt; code that you had listed in the library but I'm a little confused about which words I would have to change. For instance, as I understand the task, you typically have a set of primed words, such as words describing anger. Then you match these words to neutral words of the same length. You also then have two sets of nonwords that are also matched in length but are usually different in that they change out a consonant (e.g., ajger). When I look at the code, I see more categories than these four. Basically, I'm looking for some instructions on what to modify to make it fit into a classic priming lexical decision task. For example, Lepore &amp;amp; Brown's 2002 study. &lt;/p&gt;&lt;p&gt;Thanks,&lt;/p&gt;&lt;p&gt;Stephon&lt;/p&gt;&lt;p&gt;[View:http://www.millisecond.com/community/cfs-file.ashx/__key/CommunityServer.Discussions.Components.Files/12/4718.Lepore.2002.THE-ROLE-OF-AWARENESS_2D00_-DIVERGENT-AUTOMATIC-STEREOTYPE-ACTIVATION-AND-IMPLICIT-JUDGMENT-CORRECTION.pdf:550:0].&lt;/p&gt;</description><pubDate>Mon, 12 Jul 2021 17:35:38 GMT</pubDate><dc:creator>stephonomon</dc:creator></item><item><title>RE: Semantic Priming</title><link>https://forums.millisecond.com/Topic31937.aspx</link><description>&lt;blockquote data-id="31936" class="if-quote-wrapper" unselectable="on" data-guid="1626111189224" id="if_insertedNode_1626111188230" contenteditable="false"&gt;&lt;a class="quote-para" unselectable="on" style="display: none;" href="#" data-id="31936" title="Move Cursor Below" contenteditable="false"&gt;&lt;span unselectable="on"&gt;+&lt;/span&gt;&lt;/a&gt;&lt;a class="quote-delete" unselectable="on" style="display: none;" href="#" data-id="31936" title="Delete Quote" contenteditable="false"&gt;&lt;span unselectable="on"&gt;x&lt;/span&gt;&lt;/a&gt;&lt;span unselectable="on" class="quote-markup"&gt;[quote]&lt;/span&gt;&lt;div unselectable="on" class="if-quote-header" contenteditable="false"&gt;&lt;div unselectable="on" class="if-quote-toggle-wrapper"&gt;&lt;a class="if-quote-toggle quote-link" href="#" data-id="31936" title=" "&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[b]&lt;/span&gt;Carolina - 7/12/2021&lt;span unselectable="on" class="quote-markup"&gt;[/b]&lt;/span&gt;&lt;/div&gt;&lt;div class="if-quote-message if-quote-message-31936"&gt;&lt;div class="if-quote-message-margin" contenteditable="true"&gt;&lt;blockquote data-id="3240" class="if-quote-wrapper" unselectable="on" data-guid="1626111189224" id="if_insertedNode_1626109823896" contenteditable="false"&gt;&lt;a class="quote-para" unselectable="on" style="display: none;" href="#" data-id="3240" title="Move Cursor Below" contenteditable="false"&gt;&lt;span unselectable="on"&gt;+&lt;/span&gt;&lt;/a&gt;&lt;a class="quote-delete" unselectable="on" style="display: none;" href="#" data-id="3240" title="Delete Quote" contenteditable="false"&gt;&lt;span unselectable="on"&gt;x&lt;/span&gt;&lt;/a&gt;&lt;span unselectable="on" class="quote-markup"&gt;[quote]&lt;/span&gt;&lt;div unselectable="on" class="if-quote-header" contenteditable="false"&gt;&lt;div unselectable="on" class="if-quote-toggle-wrapper"&gt;&lt;a class="if-quote-toggle quote-link" href="#" data-id="3240" title=" "&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[b]&lt;/span&gt;seandr - 8/18/2009&lt;span unselectable="on" class="quote-markup"&gt;[/b]&lt;/span&gt;&lt;/div&gt;&lt;div class="if-quote-message if-quote-message-3240"&gt;&lt;div class="if-quote-message-margin" contenteditable="true"&gt;&lt;p&gt;Hi Stephon,&lt;/p&gt;&lt;p&gt;I just uploaded a sample lexical decision task script modeled after Lepore &amp;amp; Brown. You can download the script from here:&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.millisecond.com/download/samples/v3/LexicalDecisionTask/default.aspx"&gt;&lt;a href="http://www.millisecond.com/download/samples/v3/LexicalDecisionTask/default.aspx"&gt;http://www.millisecond.com/download/samples/v3/LexicalDecisionTask/default.aspx&lt;/a&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Let me know if you run into any problems with it.&lt;/p&gt;&lt;p&gt;-Sean&lt;/p&gt;&lt;a class="if-quote-goto quote-link" href="#" data-id="3240"&gt;&lt;span class="goto"&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[/quote]&lt;/span&gt;&lt;/blockquote&gt;&lt;br/&gt;Hi Sean,&lt;br/&gt;&lt;br/&gt;Seems not to be working for me! Do you think you could send another link?&lt;br/&gt;&lt;br/&gt;- Carolina&lt;a class="if-quote-goto quote-link" href="#" data-id="31936"&gt;&lt;span class="goto"&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[/quote]&lt;/span&gt;&lt;/blockquote&gt;&lt;br/&gt;&lt;a href="https://www.millisecond.com/download/library/lexicaldecisiontask/"&gt;https://www.millisecond.com/download/library/lexicaldecisiontask/&lt;/a&gt;&lt;br/&gt;&lt;br/&gt;If you are looking for the Inquisit 3 version, make sure to select that from the download menu:&lt;br/&gt;&lt;br/&gt;&lt;img 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" alt=""&gt;</description><pubDate>Mon, 12 Jul 2021 17:35:38 GMT</pubDate><dc:creator>Dave</dc:creator></item><item><title>RE: Semantic Priming</title><link>https://forums.millisecond.com/Topic31936.aspx</link><description>&lt;blockquote data-id="3240" class="if-quote-wrapper" unselectable="on" data-guid="1626109824071" contenteditable="false" id="if_insertedNode_1626109823896"&gt;&lt;a class="quote-para" unselectable="on" style="display: none;" href="#" data-id="3240" title="Move Cursor Below" contenteditable="false"&gt;&lt;span unselectable="on"&gt;+&lt;/span&gt;&lt;/a&gt;&lt;a class="quote-delete" unselectable="on" style="display: none;" href="#" data-id="3240" title="Delete Quote" contenteditable="false"&gt;&lt;span unselectable="on"&gt;x&lt;/span&gt;&lt;/a&gt;&lt;span unselectable="on" class="quote-markup"&gt;[quote]&lt;/span&gt;&lt;div unselectable="on" class="if-quote-header" contenteditable="false"&gt;&lt;div unselectable="on" class="if-quote-toggle-wrapper"&gt;&lt;a class="if-quote-toggle quote-link" href="#" data-id="3240" title=" "&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[b]&lt;/span&gt;seandr - 8/18/2009&lt;span unselectable="on" class="quote-markup"&gt;[/b]&lt;/span&gt;&lt;/div&gt;&lt;div class="if-quote-message if-quote-message-3240"&gt;&lt;div class="if-quote-message-margin" contenteditable="true"&gt;&lt;p&gt;Hi Stephon,&lt;/p&gt;&lt;p&gt;I just uploaded a sample lexical decision task script modeled after Lepore &amp;amp; Brown. You can download the script from here:&lt;/p&gt;&lt;p&gt;&lt;a href="http://www.millisecond.com/download/samples/v3/LexicalDecisionTask/default.aspx"&gt;&lt;a href="http://www.millisecond.com/download/samples/v3/LexicalDecisionTask/default.aspx"&gt;http://www.millisecond.com/download/samples/v3/LexicalDecisionTask/default.aspx&lt;/a&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;Let me know if you run into any problems with it.&lt;/p&gt;&lt;p&gt;-Sean&lt;/p&gt;&lt;a class="if-quote-goto quote-link" href="#" data-id="3240"&gt;&lt;span class="goto"&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[/quote]&lt;/span&gt;&lt;/blockquote&gt;&lt;br/&gt;Hi Sean,&lt;br/&gt;&lt;br/&gt;Seems not to be working for me! Do you think you could send another link?&lt;br/&gt;&lt;br/&gt;- Carolina</description><pubDate>Mon, 12 Jul 2021 17:10:52 GMT</pubDate><dc:creator>Carolina</dc:creator></item><item><title>RE: Semantic Priming</title><link>https://forums.millisecond.com/Topic3240.aspx</link><description>&lt;p&gt;Hi Stephon,&lt;/p&gt;
&lt;p&gt;I just uploaded a sample lexical decision task script modeled after Lepore &amp;amp; Brown. You can download the script from here:&lt;/p&gt;
&lt;p&gt;&lt;a href="http://www.millisecond.com/download/samples/v3/LexicalDecisionTask/default.aspx"&gt;http://www.millisecond.com/download/samples/v3/LexicalDecisionTask/default.aspx&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Let me know if you run into any problems with it.&lt;/p&gt;
&lt;p&gt;-Sean&lt;/p&gt;</description><pubDate>Tue, 18 Aug 2009 23:25:34 GMT</pubDate><dc:creator>seandr</dc:creator></item></channel></rss>