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I’ll be your other guide. \u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6I3kumdK26J","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":2,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eAngelo: \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eOur goal for this course is to demonstrate the importance of engaging stakeholders throughout the research lifecycle and show how stakeholder engagement can be supported in the research ethics review process.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5WwQwW8WEIF","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":3,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThis course is designed for Research Ethics Committees (or RECs) members and researchers. Although, anyone interested in learning more about stakeholder engagement in the ethics review process is welcome to participate! RECs are sometimes referred to as Institutional Review Boards (or IRBs). They are comprised of members who conduct ethics reviews and are also known as  ‘ethics reviewers’. This course is also designed for researchers involved in developing key documents for ethics submission to the REC. However, other stakeholders may benefit from understanding what ethics norms govern both researchers’ engagement, and RECs evaluation of engagement.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6Zc0rkn01xT","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":4,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eJudy: This course focuses on stakeholder engagement in HIV prevention trials. However, it refers - in many places - to non-specialized ethics guidance like CIOMS (see-oms) that governs all health-related research. The lessons learned throughout the course may be applied to other types of research.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6mQo5gpvxwy","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":5,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIn Module one, you will be introduced to the reasons why stakeholder engagement is critical in HIV prevention trials. \u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIn Module two, you will see how guidance encourages researchers to engage stakeholders. \u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIn Module three, you will see how guidance encourages RECs to review engagement.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIn Module four, you will learn about the 3 broad features of engaged prevention trials and how these can be highlighted in ethics review.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIn Module five, you will be introduced to the 3 broad practices of engaged prevention trials, and how ethics review could strengthen these.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eFinally in module six, you will interact with a real HIV prevention trial protocol and apply what you have learned in prior modules.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eWe hope you enjoy it!\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6cc1w2OiB9d","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":6,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eAt the end of this module you should be able to apply what you have learned in previous modules to a real study (MTN 017).\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6KA8WFiw5f7","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":7,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThere is no audio for this slide.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6gbG3AasYVP","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":8,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIn this course we define stakeholders as individuals or collections of individuals who can influence or are affected by the conduct or outcome of a trial – or ‘have a stake’, as set out in ethics guidance.  \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eStakeholders have shared interests and are not necessarily defined by their geography or spatial location.\u003cbr\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eKey stakeholders include representatives of the local community from which participants will be drawn (‘community stakeholders’).   \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eHowever, they also include stakeholders operating more broadly, for example at \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003eprovincial\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e/ state level or \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003enationally\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e (including advocates, health authorities) and even \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003einternationally\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e (e.g. NGOs).\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eSome stakeholders operate at multiple levels, or across various levels. Examples include Non-Governmental Organizations, and media outlets.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6WWtQ06wCU1","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":9,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eEngagement encompasses the entire spectrum of strategies and mechanisms designed to involve stakeholders in a trial.  Mechanisms may be informal such as hosting meetings or community dialogues or formal such as establishing a dedicated group of diverse roleplayers in a Community Advisory Board (CAB) or formal committees.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6MFWvdqm4ou","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":10,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eHIV prevention trials aim to assess the safety and efficacy of biomedical HIV prevention modalities including:\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 33px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#000000;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eHIV vaccines\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 33px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#000000;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eTopical or injectable Pre-exposure prophylaxis or PrEP\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 33px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#000000;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eAnd others\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 48px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 24px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eLate-phase trials may be large, involving thousands of participants.  Late-phase  trials have extended time-frames. Such trials may enroll participants at high risk of acquiring HIV, and participants in many settings may have inadequate access to prevention modalities and to high-quality treatment. Late phase trials attract expectations from stakeholders about efficacy of the product.\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eAs you may know,  number of HIV prevention modalities have been developed. These include: \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 12px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 12px; margin-left: -12px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eMale and female condoms\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 12px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 12px; margin-left: -12px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eVoluntary medical male circumcision (VMMC) \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 12px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 12px; margin-left: -12px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eBehavioral interventions (e.g. limiting number of sexual partners)\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 12px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 12px; margin-left: -12px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003ePre-Exposure Prophylaxis (PrEP)\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 12px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 12px; margin-left: -12px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eTreatment As Prevention (TASP)\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 12px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThere have been many HIV prevention trials conducted worldwide, in \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cu\u003emany\u003c/u\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e countries - in a global initiative.\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThese trials have enrolled thousands of participants in trials of different modalities. \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eTrials can involve complex designs.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 12px\u0027\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6mQBW7fyoha","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":11,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eTrial participants undergo many procedures, some of which are sensitive and invasive.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5bhWyVYDxSh","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":12,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eSeveral modalities have been found to be effective in preventing HIV infection, however, there are some challenges that exist for each of them. \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eFor example: \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIndividuals are not always able to agree on male condom use\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eFemale condoms and PReP are not always readily available\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eReducing the number of partners is not always realistic\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eMale circumcision may not be culturally acceptable\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eAs such, there is a need for a comprehensive approach to HIV prevention. This includes both trying to scale up existing modalities where possible, and researching additional modalities to ensure persons at risk have options which best suit their circumstances.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6NGzWr23RjS","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":13,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eJudy: I’d like to see if you’ve been paying attention! Click the next button to answer some knowledge check questions. \u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5dHHVNQojDx","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":7,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThere is no audio for this slide.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6NyMIACz26e","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":7,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThere is no audio for this slide.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6CfxTDmlff8","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":7,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThere is no audio for this slide.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6o8QL3l1MSl","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":14,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eJudy: Now that we have reviewed the background for stakeholder engagement, we will discuss the rationale behind it. \u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5hz4R77c3SD","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":15,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eRationale One -  Stakeholder engagement can strengthen protections for enrolled participants. For example;\u003cbr\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIf community stakeholders are engaged to make scientific concepts easier to understand or more culturally appropriate, then enrolled participants may experience a  better informed consent process.   \u003cbr\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIf community stakeholders are engaged to identify ‘hidden’ risks to participants for risk mitigation, then enrolled participants may experience less research-related risk.\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIf community stakeholders are engaged to reduce stigma and discrimination associated with HIV, or risk behaviours; then enrolled participants may experience less stigma associated with research participation.\u003cbr\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIf  local healthcare providers are engaged to be referral centres, then participants referred for treatment may experience improved care.     \u003cbr\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIf activists or legal experts are engaged to identify risks to participants such as criminalization of risk behaviour (e.g. for Men Who Have Sex With Men  (MSM) ) then risk mitigation strategies for participants may be improved.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cbr\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cbr\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6cAMwege1Hs","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":16,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eAngelo: Ethics guidance tells us that certain stakeholders (e.g. community stakeholders) may be vulnerable to exploitation in HIV prevention trials. Vulnerabilities may include: \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eLow literacy\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eLow familiarity with research\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eLess power and resources relative to sponsors and researchers\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eEngagement strategies can offset vulnerabilities in community stakeholders by:\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eEducating, building capacity and empowering such stakeholders about research \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eand by building the research literacy of such stakeholders so they can make informed decisions and inputs about trials.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cbr\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5jRm874qQEc","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":17,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eJudy:Ethics guidance tells us that when research teams engage stakeholders, several positive outcomes are likely for the quality of the trial itself. \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eFor example, When community stakeholders are engaged to improve participant recruitment, adherence and retention, then the quality of the data may be strengthened, enabling clearer decisions to be made.\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eWhen national policy makers or governmental agencies are engaged, then it is more likely that trial results will be accepted and will impact national policy. This may benefit deserving citizens in that country (or ‘end-users’) in the future. \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThis maximizes the social value of the trial and has advantages for future beneficiaries of the research or society more broadly in terms of knowledge gained or products proven effective.\u003c/span\u003e\u003cbr\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6XNMX2ng2f6","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":18,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eAngelo: Ethics guidance also recognizes the “right” of key stakeholders, such as communities, to make decisions about the nature of their participation.  This means that community stakeholders have a right to decide the extent or form or frequency of their involvement.  They have the right to decide how their involvement will be expressed as well as the right to decide on the way they wish to  engage with the study.  The nature of their involvement could vary considerably, depending on values and preferences. The same stakeholder may wish to be involved differently in every trial. \u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eGPP (2011) notes that community stakeholders have the right to support or refuse proposals to conduct research; and should make informed decisions regarding the appropriateness of a proposed trial.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eCIOMS (2016) says that engagement with communities “is a way of showing respect for them”.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.61YWRXtxDdI","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":19,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eJudy: Guidance  also tells us that engagement can have benefits for inter-stakeholder relations.  \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eFor example:\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eEngagement can reduce power imbalances and make relationships more equitable between sponsors, researchers and community stakeholders. \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eEngagement can foster relationships that are ‘collaborative’, ‘mutually beneficial’, partnership based and characterized by less conflict or controversy. \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 9px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px; display: inline-block; text-align:left; min-width: 9px; margin-left: -9px;\"\u003e•\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eEngagement can also help establish or enhance trust between stakeholders.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5WHGVsIm83i","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":20,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eAngelo: There is a pragmatic need for cooperation between multiple role-players for the success of such trials. \u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eAs noted by UNAIDS 2012, countries  and  communities  considering  participation  in  biomedical  HIV  prevention  trials  should make decisions in  a  context  of  equal  collaboration  with  sponsors. \u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eGPP 2011 guidelines tell us note that such trials require funders and researchers to interact with multiple institutions and agencies (....)\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cbr\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.69nRzeWZ3Vd","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":21,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eLet’s review a Case Study to illustrate the benefits of engagement. Click through to learn more. When you are finished, click the next button to continue.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5fnVcRH1yMm","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":22,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eJudy: In this next section we will assess your knowledge of stakeholder engagement. Please read the instructions on the screen.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5r5v3BPN5g4","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":7,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThere is no audio for this slide.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.60XTPMw84zF","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":23,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eLet’s review another case study to illustrate how suboptimal engagement can have consequences. Click through to learn more. When you are finished, click the next button to continue.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6hpM8dIOmnn","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":7,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eThere is no audio for this slide.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6ezfJCV06tP","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":24,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eIn this module we defined HIV prevention trials. We also identified who a stakeholder is and briefly described various strategies for engagement.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eWe also described how stakeholder engagement can improve protections for participants, offset vulnerabilities of community stakeholders, and improve trial outcomes.  It can also strengthen inter-stakeholder relations.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003ePlease refer to the Resources link at the top of the course window to view additional information related to this module.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6AHQDaVnKQB","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":25,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px;margin-top: 3px\u0027\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eJudy: Now that you’ve completed module one, you are free to move on to module two where we join an REC meeting. We have enjoyed introducing you to this course and look forward to seeing you again as you continue on your journey! Please return to the course homepage to access the next module.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"}]},"glossary_data":{"terms":null},"presenters":null}