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				<div id="Questions" role="main"><div id="QID36Separator" class="Separator" data-runtime-show="runtime.SeparatorDisplayed"></div><div class="QuestionOuter BorderColor MC  QID36" id="QID36" questionid="QID36" posttag="QID36" data-runtime-remove-class-hidden="runtime.Displayed"> <div id="QR~QID36~VALIDATION" class="ValidationError" role="alert" data-runtime-show="runtime.ErrorMsg" data-runtime-html="runtime.ErrorMsg" style="display: none;"></div> <div id="QR~QID36~SDPVALIDATION" class="ValidationError" role="alert" data-runtime-show="runtime.PDPErrorMsg" data-runtime-html="runtime.PDPErrorMsg" style="display: none;"></div> <div class="Inner BorderColor SAVR"> <div class="InnerInner BorderColor TX"> <fieldset aria-describedby="QR~QID36~VALIDATION QR~QID36~SDPVALIDATION"> <!-- BEGIN PARTIALS --><!-- Partial for defining the ControlContainerContent --><!-- END PARTIALS --><legend><div class="QuestionText BorderColor">Dear Participant,<br>
I am a Master’s Candidate at Tufts University studying how the consumption of content from different social media personalities may impact identity development in late adolescents. This study explores how identity commitment and content consumption impacts internal beliefs about yourself and others. The study will be conducted via online survey. <br><br>The survey should take 10 minutes. 

<br><br>The Qualtrics survey will ask questions about these topics:
<br>(1)	Demographic information
<br>(2)	Social media use
<br>(3)	Identity commitment
<br>(4)	Familiarity with news and opinion content creators 
<br>(5)	Opinions of scenario-based interactions 
<br><br>PROCEDURES
<br>Once you consent, you may proceed to the survey. You may complete the survey at your own pace, but note that if the survey is abandoned after 24 hours it will reset and you will have to begin again. This survey is completely anonymous so the researcher will not know which survey you completed. 
<br><br>RISK/DISCOMFORT
<br>It is your decision, and there are no consequences to saying no. I do not anticipate any major risks to participation. If you have any discomfort in answering the survey questions you may abandon the survey at any time, there will not be consequences for not completing the survey. As part of this research design, you may not be told or may be misled about the purpose or procedures of this research. However, the purpose or procedures of the research will be disclosed to you following your participation
<br><br>BENEFIT
<br>You will be contributing to a new area of media research that may help to information policy and product safety work in the future. <br><br>PROTECTION OF DATA
The cumulative results of this survey will be used in publications or presentations. I will not share identifiable information beyond myself and people helping me with this study. I will do everything I can to protect your privacy. The people responsible for monitoring this research may possibly access the data. This can include the Tufts University IRB.
Participants’ data will be stored in a password-protected Tufts Box folder. 

<br><br>CONTACT INFORMATION
<br><br>If you have any questions about the study, please feel free to contact me. You can reach me through email:
[email protected]

If you need to get in touch about this research at any point in the future, this is the contact information of the research oversight board, the Tufts SBER IRB:
Tufts Social, Behavioral, and Educational Research IRB 75 Kneeland Street, Suite 623
Boston, MA 02111
(617) 627-8804
[email protected]
<br>
<br>
STATEMENT OF CONSENT<br>
<br>
I have read and considered the information presented. I confirm that I understand the purpose of the research and the study procedures. I understand that I may ask questions at any time and can withdraw my participation. I have read this consent form. My response below indicates my willingness to participate in this study.<br>
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