﻿<?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  » Incorrect Number of Trials</title><generator>InstantForum 2017-1 Final</generator><description>Millisecond Forums</description><link>https://forums.millisecond.com/</link><webMaster>Millisecond Forums</webMaster><lastBuildDate>Wed, 09 Sep 2026 00:35:58 GMT</lastBuildDate><ttl>20</ttl><item><title>Incorrect Number of Trials</title><link>https://forums.millisecond.com/Topic34860.aspx</link><description>Hi there, &lt;br/&gt;&lt;br/&gt;I want to have 98 experimental trials for the each of the experimental trials for the nback (2 keys) followed by slider trial. However, I noticed in my output that they are not always 98. The sequence is as follows (not including slider trial): &lt;br/&gt;- 1back = 98 experimental trials&lt;br/&gt;- 2back = 99 experimental trials&lt;br/&gt;-3back = 100 trials&lt;br/&gt;Is it possible to have the 1back, 2back, and 3back all have 98 experimental trials? My code for trials is below, please let me know if you need my full script or any additional information. I'd appreciate any help!&lt;br/&gt;1 = start; &lt;br/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2 - 98 = noreplace(nontarget, nontarget,target);&lt;br/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;99 = slidertrial.nbackperception;&lt;br/&gt;</description><pubDate>Tue, 18 Oct 2022 17:25:18 GMT</pubDate><dc:creator>charsiubhau</dc:creator></item><item><title>RE: Incorrect Number of Trials</title><link>https://forums.millisecond.com/Topic34869.aspx</link><description>&lt;blockquote data-id="34865" class="if-quote-wrapper" unselectable="on" data-guid="1666113891285" id="if_insertedNode_1666113890025" contenteditable="false"&gt;&lt;a class="quote-para" unselectable="on" style="display: none;" href="#" data-id="34865" 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="34865" 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="34865" title=" "&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[b]&lt;/span&gt;Dave - 10/18/2022&lt;span unselectable="on" class="quote-markup"&gt;[/b]&lt;/span&gt;&lt;/div&gt;&lt;div class="if-quote-message if-quote-message-34865"&gt;&lt;div class="if-quote-message-margin" contenteditable="true"&gt;&lt;blockquote data-id="34862" class="if-quote-wrapper" unselectable="on" data-guid="1666113891285" id="if_insertedNode_1666106576341" contenteditable="false"&gt;&lt;a class="quote-para" unselectable="on" style="display: none;" href="#" data-id="34862" 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="34862" 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="34862" title=" "&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[b]&lt;/span&gt;charsiubhau - 10/18/2022&lt;span unselectable="on" class="quote-markup"&gt;[/b]&lt;/span&gt;&lt;/div&gt;&lt;div class="if-quote-message if-quote-message-34862"&gt;&lt;div class="if-quote-message-margin" contenteditable="true"&gt;Here is my code!&lt;br/&gt;&lt;a class="if-quote-goto quote-link" href="#" data-id="34862"&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;I think you're mistakenly counting the start trials, of which there obviously must be a different number depending on the N-level.&lt;br/&gt;&lt;br/&gt;At N=1, the block &lt;strong&gt;must &lt;/strong&gt;begin with &lt;strong&gt;one &lt;/strong&gt;start trial. Only the &lt;strong&gt;second &lt;/strong&gt;trial can be an experimental trial, since otherwise there is no stimulus presented one trial back (1-back).&lt;br/&gt;At N=2, the block &lt;strong&gt;must &lt;/strong&gt;begin with &lt;strong&gt;two &lt;/strong&gt;start trials. Only the &lt;strong&gt;third &lt;/strong&gt;trial can be an experimental trial, since otherwise there is no stimulus presented two trials back (2-back).&lt;br/&gt;At N=3, the block &lt;strong&gt;must &lt;/strong&gt;begin with &lt;strong&gt;three &lt;/strong&gt;start trials. Only the &lt;strong&gt;fourth &lt;/strong&gt;trial can be an experimental trial, since otherwise there is no stimulus presented three trials back (3-back).&lt;br/&gt;&lt;br/&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br/&gt;&lt;a class="if-quote-goto quote-link" href="#" data-id="34865"&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 Dave, &lt;br/&gt;&lt;br/&gt;This makes a lot of sense, thank you so much!</description><pubDate>Tue, 18 Oct 2022 17:25:18 GMT</pubDate><dc:creator>charsiubhau</dc:creator></item><item><title>RE: Incorrect Number of Trials</title><link>https://forums.millisecond.com/Topic34865.aspx</link><description>&lt;blockquote data-id="34862" class="if-quote-wrapper" unselectable="on" data-guid="1666106577675" id="if_insertedNode_1666106576341" contenteditable="false"&gt;&lt;a class="quote-para" unselectable="on" style="display: none;" href="#" data-id="34862" 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="34862" 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="34862" title=" "&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[b]&lt;/span&gt;charsiubhau - 10/18/2022&lt;span unselectable="on" class="quote-markup"&gt;[/b]&lt;/span&gt;&lt;/div&gt;&lt;div class="if-quote-message if-quote-message-34862"&gt;&lt;div class="if-quote-message-margin" contenteditable="true"&gt;Here is my code!&lt;br/&gt;&lt;a class="if-quote-goto quote-link" href="#" data-id="34862"&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;I think you're mistakenly counting the start trials, of which there obviously must be a different number depending on the N-level.&lt;br/&gt;&lt;br/&gt;At N=1, the block &lt;strong&gt;must &lt;/strong&gt;begin with &lt;strong&gt;one &lt;/strong&gt;start trial. Only the &lt;strong&gt;second &lt;/strong&gt;trial can be an experimental trial, since otherwise there is no stimulus presented one trial back (1-back).&lt;br/&gt;At N=2, the block &lt;strong&gt;must &lt;/strong&gt;begin with &lt;strong&gt;two &lt;/strong&gt;start trials. Only the &lt;strong&gt;third &lt;/strong&gt;trial can be an experimental trial, since otherwise there is no stimulus presented two trials back (2-back).&lt;br/&gt;At N=3, the block &lt;strong&gt;must &lt;/strong&gt;begin with &lt;strong&gt;three &lt;/strong&gt;start trials. Only the &lt;strong&gt;fourth &lt;/strong&gt;trial can be an experimental trial, since otherwise there is no stimulus presented three trials back (3-back).&lt;br/&gt;&lt;br/&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br/&gt;</description><pubDate>Tue, 18 Oct 2022 15:28:41 GMT</pubDate><dc:creator>Dave</dc:creator></item><item><title>RE: Incorrect Number of Trials</title><link>https://forums.millisecond.com/Topic34862.aspx</link><description>Here is my code!&lt;br/&gt;</description><pubDate>Tue, 18 Oct 2022 14:11:41 GMT</pubDate><dc:creator>charsiubhau</dc:creator></item><item><title>RE: Incorrect Number of Trials</title><link>https://forums.millisecond.com/Topic34861.aspx</link><description>&lt;blockquote data-id="34860" class="if-quote-wrapper" unselectable="on" data-guid="1666102032185" id="if_insertedNode_1666102031470" contenteditable="false"&gt;&lt;a class="quote-para" unselectable="on" style="display: none;" href="#" data-id="34860" 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="34860" 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="34860" title=" "&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;span unselectable="on" class="quote-markup"&gt;[b]&lt;/span&gt;charsiubhau - 10/18/2022&lt;span unselectable="on" class="quote-markup"&gt;[/b]&lt;/span&gt;&lt;/div&gt;&lt;div class="if-quote-message if-quote-message-34860"&gt;&lt;div class="if-quote-message-margin" contenteditable="true"&gt;Hi there, &lt;br/&gt;&lt;br/&gt;I want to have 98 experimental trials for the each of the experimental trials for the nback (2 keys) followed by slider trial. However, I noticed in my output that they are not always 98. The sequence is as follows (not including slider trial): &lt;br/&gt;- 1back = 98 experimental trials&lt;br/&gt;- 2back = 99 experimental trials&lt;br/&gt;-3back = 100 trials&lt;br/&gt;Is it possible to have the 1back, 2back, and 3back all have 98 experimental trials? My code for trials is below, please let me know if you need my full script or any additional information. I'd appreciate any help!&lt;br/&gt;1 = start; &lt;br/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;2 - 98 = noreplace(nontarget, nontarget,target);&lt;br/&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;99 = slidertrial.nbackperception;&lt;br/&gt;&lt;a class="if-quote-goto quote-link" href="#" data-id="34860"&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;I just noticed that it increases the practice trials by one as well when I want them to remain at 10 practice trials for all levels. The sequence is as follows: &lt;br/&gt;- 1back = 10 practice trials&lt;br/&gt;- 2back = 11 practice trials&lt;br/&gt;- 3back = 12 practice trials&lt;br/&gt;</description><pubDate>Tue, 18 Oct 2022 14:08:26 GMT</pubDate><dc:creator>charsiubhau</dc:creator></item></channel></rss>