InstantForum 2017-1 FinalMillisecond Forumshttps://forums.millisecond.com/Millisecond ForumsMon, 14 Sep 2026 01:46:11 GMT20https://forums.millisecond.com/Topic36516.aspx<blockquote data-id="36515" class="if-quote-wrapper" unselectable="on" data-guid="1725375757526" contenteditable="false" id="if_insertedNode_1725375756234"><a class="quote-para" unselectable="on" style="display: none;" href="#" data-id="36515" title="Move Cursor Below" contenteditable="false"><span unselectable="on">+</span></a><a class="quote-delete" unselectable="on" style="display: none;" href="#" data-id="36515" title="Delete Quote" contenteditable="false"><span unselectable="on">x</span></a><span unselectable="on" class="quote-markup">[quote]</span><div unselectable="on" class="if-quote-header" contenteditable="false"><div unselectable="on" class="if-quote-toggle-wrapper"><a class="if-quote-toggle quote-link" href="#" data-id="36515" title=" ">&nbsp;</a></div><span unselectable="on" class="quote-markup">[b]</span>saviano - 9/3/2024<span unselectable="on" class="quote-markup">[/b]</span></div><div class="if-quote-message if-quote-message-36515"><div class="if-quote-message-margin" contenteditable="true">Hi everyone,<br/>I’m trying to implement an experiment to perform on your phone online with inquisit player. The experiment contains 8 different groups (each with a different condition) and I would like to make sure that, as when running the experiment on the computer, there is the possibility of selecting the group number (1-8). Is it possible? because for now through the link created with inquisit player, I do not seem to find the option to select the group.<br/>Thank you so much!<a class="if-quote-goto quote-link" href="#" data-id="36515"><span class="goto"></span></a></div></div><span unselectable="on" class="quote-markup">[/quote]</span></blockquote><br/>Your best option is to select the URL parameter option for group ID in the web experiment's settings <br/><br/><img src="data:image/png;base64,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" alt=""><br/><br/>and then just use different links to launch the condition you want to launch. So, if your experiment's URL were <a href="https://mili2nd.co/abcd">https://mili2nd.co/abcd</a> (not a real URL), then <br/><br/><a href="https://mili2nd.co/abcd?groupid=1">https://mili2nd.co/abcd?groupid=1</a> would launch the 1st condition, <br/><a href="https://mili2nd.co/abcd?groupid=2">https://mili2nd.co/abcd?groupid=2</a> would launch the 2nd, and so forth up to<br/><a href="https://mili2nd.co/abcd?groupid=8">https://mili2nd.co/abcd?groupid=8</a> to launch the 8th.<br/>Tue, 03 Sep 2024 15:11:44 GMTDavehttps://forums.millisecond.com/Topic36515.aspxHi everyone,<br/>I’m trying to implement an experiment to perform on your phone online with inquisit player. The experiment contains 8 different groups (each with a different condition) and I would like to make sure that, as when running the experiment on the computer, there is the possibility of selecting the group number (1-8). Is it possible? because for now through the link created with inquisit player, I do not seem to find the option to select the group.<br/>Thank you so much!Tue, 03 Sep 2024 15:04:05 GMTsaviano