<font size="2">Hi, <br></font><!--[if gte mso 9]><xml>
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<p class="MsoNormal" style="line-height: normal;"><font size="2"><span style="font-family: arial,sans-serif;"><span>I am trying to create a free operant
task in which multiple button presses are rewarded at a variable rate. I have
inserted the sample script from the eprime website that collects the RESP and
RT for multiple responses; on its own, this is working well and collects data
for each response according to the "max count" for the stimuli and
after the max count is reached, the trial moves on to the feedback. </span></span></font></p>
<p class="MsoNormal" style="line-height: normal;"><font size="2"><span style="font-family: arial,sans-serif;"><span>However, I want the rate of presses
to be rewarded (move to the feedback object) at a variable, random (between 1
& 20) rate of presses. To accomplish this, I have tried adding an inline
script before the stimuli, which generates a random number and an inline script
after the stimuli (below the script that collects multiple responses taken from
the eprime website) with a loop that requires repeated button presses until the
number of button presses equals the random number (generated on the inline
before the stimuli) and then the trial moves to the feedback. The loop is
working in and of itself but only if the "max count" is set to 1.
When I try to increase the max count, or when I try to make the max count
reference the random number attribute (generated before the stimuli), then my
script stops working.</span></span></font></p>
<p class="MsoNormal" style="line-height: normal;"><font size="2"><span style="font-family: arial,sans-serif;"><span>Any help would be greatly
appreciated! Here is a screen shot of the trial structure and a copy of the
second inline code. Everything within the two long lines is taken from the
eprime website; below the line is the bit of code I added. </span></span></font></p>
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" alt=""><br><br><b><span style="color: rgb(255, 0, 0);">___________________________________________________________________________________________</span></b><br> Dim theResponseObject As RteRunnableInputObject<br> Set theResponseObject = CRteRunnableInputObject(Rte.GetObject("FreeOperantFrac"))<br><br> 'If the assert below fires, then the object named in the line above does not exist<br> Debug.Assert Not theResponseObject Is Nothing<br><br> 'Counter variable for the number of responses made<br> Dim nPressCount As Long<br><br> 'Counter variable<br> Dim nIndex As Integer<br><br> 'Used to set attributes for statistics<br> Dim strStatistic As String<br> <br> 'Enumerate through the response collection <br> 'If any of the responses were made by the keyboard, display<br> 'the statistics to the user. <br> For nIndex = 1 To theResponseObject.InputMasks.Responses.Count<br><br> 'Set theKeyboardResponseData equal to the current keyboard response<br> Dim theKeyboardResponseData As KeyboardResponseData <br> Set theKeyboardResponseData = CKeyboardResponseData(theResponseObject.InputMasks.Responses(nIndex))<br> If Not theKeyboardResponseData Is Nothing Then<br><br> 'Increment the press count<br> nPressCount = nPressCount + 1<br><br> 'Log reaction time and response for each key press.<br> c.SetAttrib "KeyPress" & nIndex & "RT", theKeyboardResponseData.RT<br> c.SetAttrib "KeyPress" & nIndex & "RESP", theKeyboardResponseData.RESP<br> <br> End If<br><br><br> Next 'nIndex<br><b><span style="color: rgb(255, 0, 0);">___________________________________________________________________________________________</span></b><br><br>Do <br> If nPressCount <> RewardProb Then<br> GoTo Label2<br> End If<br><br>Loop Until (nPressCount = RewardProb ) <br> If nPressCount = RewardProb Then<br> GoTo RewardLabel<br> End If<br><br>
<p></p>
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