﻿<?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 6  » Counterbalanced order &amp; Raw data overall D-score</title><generator>InstantForum 2017-1 Final</generator><description>Millisecond Forums</description><link>https://forums.millisecond.com/</link><webMaster>Millisecond Forums</webMaster><lastBuildDate>Tue, 29 Sep 2026 06:35:55 GMT</lastBuildDate><ttl>20</ttl><item><title>Counterbalanced order &amp; Raw data overall D-score</title><link>https://forums.millisecond.com/Topic35262.aspx</link><description>Hello,&amp;nbsp;&lt;br/&gt;&lt;br/&gt;I made an Age IAT with the millisecond script.&amp;nbsp;I have not encountered any particular problems but I still have two important questions that I need to resolve, I hope someone can help me with these :&amp;nbsp;&lt;br/&gt;&lt;br/&gt;1/ Counterbalanced order : The IAT is supposed to be counterbalanced, you start with either the compatible blocs or with the incompatible ones. But each time i run the code,&lt;strong&gt; I always start with the compatible&lt;/strong&gt; ones and I've never started with the incompatible 's.&amp;nbsp;Have any of you ever encountered this problem? &lt;br/&gt;&lt;br/&gt;&lt;br/&gt;2/ &lt;strong&gt;I can't find the Overall D-score on the raw data files&lt;/strong&gt;. I suppose you have to average all the values of D (the last 40 rows). Can you confirm ?&amp;nbsp;&lt;br/&gt;Or is there any where I can find the D-score overall value in the raw data file ?&amp;nbsp;&lt;br/&gt;&lt;br/&gt;Hope you can help me!&lt;br/&gt;Cléo&amp;nbsp;</description><pubDate>Mon, 20 Mar 2023 14:42:20 GMT</pubDate><dc:creator>Cleo_D</dc:creator></item><item><title>RE: Counterbalanced order &amp; Raw data overall D-score</title><link>https://forums.millisecond.com/Topic35264.aspx</link><description>For the sake of completeness, the answers are:&lt;br/&gt;&lt;br/&gt;(1) Block order in IATs (compatible first vs. incompatible first) is counterbalanced by the group number provided: When provided an odd (e.g. 1) group number, you start with the compatble blocks. When provided an even group number (e.g. 2), you start with the incompatible blocks. This is also explained in several places in the respective IAT script, in the user manual section as well as in other comments throughout the script.&lt;br/&gt;&lt;img 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" 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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;(2) The D-score are an aggregate statistic, it is continuously updated on a trial-by-trial basis as the relevant data comes in. That is, in the raw data file, you can read the D-score in a given row as "this is the D-score given the data available up to and including this trial." Consequently, the final row in the given raw data file represents the final D-score, based on the data of all relevant trials. This is the exact same score / value you will find in the corresponding summary data file.&lt;br/&gt;</description><pubDate>Mon, 20 Mar 2023 14:42:20 GMT</pubDate><dc:creator>Dave</dc:creator></item><item><title>RE: Counterbalanced order &amp; Raw data overall D-score</title><link>https://forums.millisecond.com/Topic35263.aspx</link><description>I've find the answers I needed, thank you.&amp;nbsp;</description><pubDate>Mon, 20 Mar 2023 14:24:38 GMT</pubDate><dc:creator>Cleo_D</dc:creator></item></channel></rss>