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"}]},{"name":"Open 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AVNsgCDPokY5xGjWw5T45GG5m01XN+Pg56NBa8z4l5n4m6oiGhHIfZK+WTNEEgrFUyswXdWGtOp5xOFUpOjgEZkocohiTkHqIg7tfBHegAQ5wqTaU4e0KrSoo9XvjWnUj2eIxnsyzO1NBwdNfeUuWHvpq7vKlO/firFlw0f9rXU59duSKy7s0Vc3GPRxZPeap26lLmyO7N9zUNHPbqwzubj752deF/vDThqdevRqbNXTj9rpVlobXknmmjRzx+U6/5I/4yVeN2HHinaYYDeVDfUGaKNVOnA9CA22xTOjArmUyUJDmBWo7ihijU9WEnBvKuIxZDrEHYgTTa3GzcI9BJuxh3AnzSvPDSnujYSf2rxlz+Xm/w73zozU+vnVhxbpoq1a5bsvyO1bcPXU7CLRGpNhmS1HfLbV+c+BTzq9UPcbdXNi95ZtCj4XubxmhacxhCcCJwa0NFISfPMCxEoZE1SjLWWQkLmWtCrAjlzRf0iY5Am44nRA+77bKWptgHeapJqxuTKtXCm9ZjhI/z+JTaaOJVA2NZ817LSGbn1UE0lFPy/NN7fr4CqMHd9HG424BkVB7yGDGmDIKV0+t0nEDRdodgREY0SDEaKULkgQohekoz5cZC1waeZk8nWrYw2I09CZFz45pGvBTDDepZvOiwWq8e/3JHw9bXP6ZGRTcwO48dVz8ZE32QGrWstnbpo2AZKDA5SldDDchCZSFPJq9PT09KEnni8WJKn16mUHo9kmVzWIF7ksMKYwcXgr+frq7sBJkWjz+WoAndla0eMLKEi+UrGerih26avmkXZdv94PR5z/lu3nfXW6+rprUvRg68cP+6ewY2rMWDLWz/xx6+dWZ+0fN7o9LkxtV3c9z9NdUjgc0asHsBPQKyzBuSzICaQJwO1hhWWAsSwwqyX1+4CrsxmchqQWCFg/N63Z2sWnj5ZZYacwlkQPi+sr6Lzz+rSG3atGHekgck7MEGbMP5mY5F9jR1+Nsf9FweALTgVtrPSqD4GeimkCuNdSCTycpaO7lE2QxBhg1EEAAlwUJsYYXYOwQ/GOEMBtvCKgaUx822dggOX3Y2PHfHEIqJmobRGqHmszPfXD59bqqRoyNPqPWNq9c2Llu7Zvmz2IvN8JX/dOUQvOeni1N3HXN/efD88XdPJ6wUARsb1IWeoQynzqEnxKojqSkOfRhKKmJZKQaU6TqgOtYFX0fIRFl22eNwsQSqqAuUZeZ36ueY+ejY5aiR2dXw4nO3r1/3+HoT1XuhhDtj6ElwqfrtJ/fuOzToSa+LfLZt1fpntRxMQ4iY2AwkoUAoTTIYbBT0lAyR7ToIMB3CDMeEFRtnJlqMxWple0ulgSYGtPYQ4t5d4oc6VQRcakjJLqpe/TLy1lv4rtsm543qP7IaO8jBlgA5WNGrN37SPSfjkfllcDXKViW6EJDJRX7UFz0Q6pOXVOoxZPRmCm3YxlC5makZniTdTf1SzSXmkrDC9yxTdJl8rpk38/bcXKpMyTV3DpYpnS32rmWKPSUBXRvFzoICqxgI5P1Gvsqtwp0dU7dYHdNaFVBwv7f9OwQDbhV0N7hn096UFMNvdOGR1PyP9hbmjRtU/WbTG+pH6hdnvnx0Um4gNGDY+A8ODB+gWusWnjz8wKqDE2dUz5r03Q+TZ9Dl9zrdE8s27uVLh3XJq6vd+caGZaOXJduqSnpV57ob7tuxX7qKlBGPjFcG3Ed61Uy5+OMM4Gk76FV/iHM78oWSTAaeF5BdsDucJkEU6bAiWkDzBVlTqGCrr61qqeW/NR7AwJPPKnG+RPKT+umznnsqEuF1hS9NOnyY+vvcx187Hd3PSmrOsNLKO944ES3RKszTEChjmHPAlhm5Q1atumBssRq5csVImbEWGcfyOowL0Oj6SIcGHg+PRHaU5nbu0aNzbildjnMCJd1LS/1+FPcLDwe/CLKHoIXGNEOh2Imtk4B2mHYA/E3sr9kjEC1uFA65ZatVBBjcgugmWZ5UuyyLSbQxCRQnI8liMwtIlGPFI5ho8SAYfL5flO8OwLQj5NDw6eRoRYn1TJiy9snIhKnrlkaeSOELto7DuJIv3D119y7q8OzZTbui67Sfr74f3UeX11VV7x4++o13NeQSrIG9EioMOZGk0SYJdtkgWCxAmsWiM/8Waddz5ujI2LYNmhm+VyYeOKQxtvt07N6bldilca35M9xpgP4IJiMbMnKIS07S2SGfLcRynQh2mIyg3fRSJZq4oPZYhwD/s3rl0vJP/4oNly5gc8vrDZs2bdnyzKYI5VH/pZ6aj6nnQJbz1GPq1Xc/+vDUyWZN7bZDTk+Oee1CwVCnJD3NcXyGyIuZblqPzGY5rJgtgplPQantchcMtvVXbYEbUzxvdrzQJ0DQRjZN8uRWI6nnx7/Yy2CIPOHgQ40PnP2fby811FFrGhdv3ChVDh01XO3NFtdVV6mn1e/UK+r75PzuI57PD154++iHcX5INlhqQbkhySgIOh1lFfVmI9LJCHQPnsdsEwPBjli1ilyrUdTmgT0c/YvnvB6ZZ+N7b6NHGNaYP9gY3UGXHxk/CW6BDo3UwC1ZqHsoNd1mQMjJ2GiP15BO7PaUsGK3sERo46Ug+ItGMzZGtQ8D0FN2peKixCWqEgxmdlLz6bGz0ytfunXWwgc3rn4seHbPi1t6PjN3yrQuoxfvn4fzVkcGrOnc9ZZhoTv6BIbdVzF3bfkT/Qf1ze9TWlK2BGzMuHaRamDCwEZxKMUiSYJeEAntdOhsFluZYgpZzBwKK1yCrOSj17UYUDeLumu1CKq4Vgj8PlnbGEh2Sswf6ky5N1d9c/368CjcR31z5GQjN9NoxZXUwqoBX6mPRR++e5yWKTCmsG66HKWi/JAkpKSlO+wmI6GNNJ8sCmbEx7JEKzfxWt26WHBBlwvjGXFjnyhqXPhtPptd+8Xmw3TBYVsx3zn9+F71/efHPcjz+kLx8I63SiWedr+xTT1Jze558oU7ozPpcvVutaoi8FIJNTm6YNvkrDrqo6uvaFZREMksWCXDhK+ZQewOGhpDaGeMKTyoYbAo2F5ZYCpqv5uNMwYl2k81Xa608cZbLjSpOeFX/zZ4kL//1oG96fJo7ek7fT9Sf73aadda6xzD3nXo2jWtHtOpUI+9aCBCMIAMpnai1ueGDs8r25+zp+B5NhpIQTS3/x9zf9vn+2/weWXi82IQ+H7QB3NIujYNoYR+OOia1s2KAVpwGLWSYpsVLzEP+ePNSkf5cPz4SfMPP5394KcovXbxovr62kVrqAL1e/UQLsEmaJdK1CPqtye++OrYOxe/1BDvAib46ZEww3tDVgFjxCO9gaM5GguWxFIloNX0tpvjWxUutlXxb+T79amrxjMXUIXfLOzXbcJD2A1n5kCWnwGPkiC2nNpOxWHCTGKp4nU6sCOxVmlrbhID5Q3WKizHOFzkTMtQvHT9xPwFU29fN6J675UDZ2ftVndR1J45uGDq2Fv63nZP70H3NzTU1bz66OdsbKuirqBT6EnAQlnIS+j4XoWO71XoX+xVvLG9iud39ir/5s0K4f5ws+JQG+gxMVZErcv+9WZliCKIJnN8uWIhWW3LL7D1BvsVzw32K2OaG6JF1J5XmtW5Bl1OfzWQoi7CNY+QAy398YiznwwfEa3XkJwDSKbRd/7+fsUS2694/i37lZEbWvcrlPfG+xXIosR+hWIhxuJ8b6HzwMpfby0sKOu6rQX+5dZC3RLfW8Cpib0FnJoSy8xx4LsHoug3Jn1d+6TvjU36nv+PSR9/80eTflyFmLcSKgS6BbgMjHk0EfTVH+tVcrXM0MnJJDc3PT1LJnn5ruywkuVKSTUnm52ikwsrTosIJUi8boRzxrq7VrfaSlHbvMZo0dU+0fmh++1QSqnBjSvp+q1LVq/EHwr6CReav/nu1LmH9c7ZF3+6sqLi3SmLn5n68tt5//3OP06cbB6fdfezuAvWYR4XRpZd3XzxYrg+t+uWZf8HA/KvvAB42mNgYJCHQ1cMWAiEbQwrgPAVozBjCOMmxi9M9kxzmPYx6zJ3EQlPwCCLKF5YCIRrWP6z+rD2sCmwxbH1gOFitt/spuxl7KeB8B9HAMcEMLzNcZtTZBSOwlE4ZKACpw6VoQ2nzygchVSAoZxTOPdx/ueK51rC9Z7rO7cUtxJ3PXc3FL4jFQIA47HqMHjaLc/BCcIwGMXxJ9IBnEJ0jpLGemkbolC6iWePruIMgkN0CQfwFl/+eMiPl8cH+SJpI+lr93qp0dGnLU8byt12GLEvbzvgiBN9Ime82FZN+Sj4dlAkR81ltYs9ub/pTD/giNPfOjkxmWgSTaLJ9U3bkgN2GLH3fPZWq668PjM/a+cfLeSl5u2j7vADbItOcnjadVLPaxNBFH6b9Cdtg4gHEZE5ijSTTfGgRYS0DaUQWmilJxGmu+Nm2mR3mZkQ0qNXb/4NXnrzDxBP4tmT+Bf4d/jN7CRNbc0ys9+8973vffOyRPQoek0RVb+XWBWOaBWnCtdomT4GXKcn9CnghTnOIq3Tl4CXaIW+BrxMxzPOCj2g7wGv0WP6HfA68RneIB4tBdygZ9FzdIwWVnHS0buAI7of/Qy4Ro2aDbhOr2ofAl6Y4yzSw9q3gJfoXu1XwMv0ecZZoae1PwGv0Yt6I+B1ejvDG8DnATfoTf3HnsqUVZcyZamwgiVFOdEq61t2xbbidtzE1t5k+0WRDSTbLXRZaGFVkfOjUubsROSGKcMEs1qkcij0BSveT+kiT9lQTNiZZFpmylip0UflLJHaCrzPR1qZVCVO0PBjmY0GQndMIvNUatZk1z12RmqQsnYcn0ptwGZt3o5d2mVnFXP++taW263WeDzmIqQTZHlSDFt2UspUGpXlEON9Oxz0FCgG5kZex/Yl65QiwStkNtm08RaP57U9ixc6aw0qpmn1Dna7hyfdJpi0R4oyLIt1SZJSYlgCZwGUUEElTUh7Vh9RRldYWxRTG6sZUJs2Ed0HuwBvAB1Gu8Aa1W4XXr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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;\"\u003eWelcome to Module Five, Engagement Practices in Ethics Review.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6Z6hQUJt0D1","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":1,"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:\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;\"\u003eIdentify overarching practices of sound stakeholder engagement by researchers including: Written planning, Formative evaluation; and Ensuring adequate  resources.\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;\"\u003eYou should also be able to:\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;\"\u003eUnderstand how researchers could best highlight these practices when compiling ethics submissions,\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 understand  how RECs could best evaluate these practices during ethics review.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6EtuXVn5G4Q","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;\"\u003eAs we noted in Module four, researchers should be able to recognize and  incorporate the core features of stakeholder engagement in their ethics submissions so that RECs can best evaluate these features during ethics review.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6EgScslQCLN","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":3,"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 will discuss broad researcher practices valued in ethics guidance, namely; written planning, formative evaluation, and ensuring adequate resources.  We will also consider their implications in the ethics review process.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.61fMZp04GYp","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":4,"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":"5f2BWgLnF80.6MKkPYPuuAJ","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":5,"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;\"\u003eStakeholder engagement should be carefully planned.  CIOMS (2016) asserts that research teams should have a plan for engagement. This ensures that the community is clearly defined and can be proactively engaged throughout the research and that research is relevant to the community and is acceptable.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.60IQrCpmMgv","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;\"\u003eCIOMS (2016) further states that the research protocol or other documents submitted to the Research Ethics Committee should include a description of the plan for community engagement.  \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;\"\u003eThe description should 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;\"\u003ewhat has been done\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;\"\u003ewhat will be be done\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;\"\u003ewhen it will occur \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 whom\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6pkrIhrWVrz","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;\"\u003eGPP (2011) also states that research teams should plan for their overall stakeholder 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;\"\u003eSuch engagement plans should address various components such as:\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;\"\u003eeducation/ capacity building\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;\"\u003ecommunication\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;\"\u003ecrisis or issues management\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.621R3aHNOzs","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;\"\u003eEthics guidance does not take a firm stand about which document in the ethics-submission should contain descriptions of engagement plans. Researchers and RECs have several options to choose from.  They must weigh the advantages and disadvantages of each option and consider the relevant practices in their area.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5kIAyfyiFpn","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;\"\u003eListed below are several ethics submission documents. Click on each one to learn more about the advantages and disadvantages of each when planning a submission.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5sojW4JgWTT","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;\"\u003eEthics guidance does not specify at what level of detail engagement plans should be declared or reviewed in ethics submissions.  \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eOn one hand, RECs need enough information to determine if engagement plans correspond with key ethics recommendations such as “broad and inclusive”.  On the other hand, researchers need enough flexibility to respond rapidly and innovatively to developments in the trial context.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6RhFv5txr0B","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;\"\u003eThe level of detail contained in ethics submissions should strike a sensible balance between two needs, transparency and responsiveness.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5dlT245qEBN","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;\"\u003ePlease click on the following podcast to hear Ntando Yola, a stakeholder engagement implementer and advocate talk about engagement and ethics review.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5jRKXcAUQ6o","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":13,"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;\"\u003eBefore we proceed, please take a few moments to answer some knowledge check questions. Click the next button to continue.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5l4jtotJhyr","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":14,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027Open SansD6FFC9F9\u0027; font-size:12px; color:#000000;line-height:16.341796875px;\"\u003eRead the following hypothetical scenario and then choose the most appropriate answer.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6CRBBYc9OZc","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":14,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027Open SansD6FFC9F9\u0027; font-size:12px; color:#000000;line-height:16.341796875px;\"\u003eRead the following hypothetical scenario and then choose the most appropriate answer.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5oX8yGYqXxO","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":4,"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":"5f2BWgLnF80.6mRc0dXFQwN","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;\"\u003eNow that we have reviewed a few questions, let's get back into formative evaluation.  Stakeholder engagement should be based on a good understanding of the context, achieved by formative evaluation.  \u003c/span\u003e\u003cbr\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5WoNLURddVm","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;\"\u003eAccording to Ethics Guidance, research teams should evaluate the context in which a biomedical HIV prevention trial is to be conducted.  This is so  that engagement will respond appropriately to the specific environment and setting for that trial.   For example: GPP asserts that researchers should understand the context in which a trial is to be conducted in a ‘broad’ and ‘multifaceted’ way.  CIOMS (2016) asserts that engagement helps ‘the research team to understand and appreciate the research context’. \u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6eHlslBZ2Nj","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;\"\u003eTo understand the context, research teams may use various methods, such as:\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;\"\u003econsultation\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;\"\u003emeetings\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;\"\u003ediscussions\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;\"\u003einterviews\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;\"\u003efocus groups\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;\"\u003eand observation.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6NmTOzFNmdj","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:20px;\"\u003eSometimes the intent or purpose of interviews, focus groups and observation is to develop generalized knowledge that will likely be published in a peer-reviewed article. When this is the intent, then research teams should be aware that their evaluation activities might meet the definition for research. \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5ywmBqtRTYY","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:#000000;line-height:20px;\"\u003eSometimes the intent or purpose of interviews, focus groups and observation is to understand the context so engagement plans are responsive.  When this in the intent, then research teams should be aware that their evaluation activities do not meet the definition for research.\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:#000000;line-height:20px;\"\u003eIn this case, such activities should be described as part of the engagement plans in the ethics submission. and reviewed by the REC according to norms for engagement (e.g. responsive and dynamic). \u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5hPFJtsbalL","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;\"\u003eEthics Guidelines also recognize a distinction between informal evaluation of the context and  formal research. GPP (2011) notes that ‘Formative research activities can be conducted informally to gather information about local populations and research areas or formally as a part of approved, funded protocols’.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5kj7hWcUbSl","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":4,"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":"5f2BWgLnF80.6jOoclhnwtK","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:#000000;line-height:13.798828125px;\"\u003eAs you have seen, ethics guidance views sound  stakeholder engagement as being carefully planned a\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003end based on  a thorough understanding of context through formative evaluation.  Successful engagement is also supported by adequate engagement resources. \u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6pdnmaBwxNY","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":22,"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;\"\u003eGPP 2011 routinely recommends several common practices of ‘good’ engagement by those responsible for financing and implementing trials. Recommendations include:\u003cbr\u003e\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;\"\u003eEnsuring there is adequate funding or  budgeting\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;\"\u003eDesignating staff to assist or be responsible for engagement activities\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5bFCEskpDm4","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;\"\u003eCIOMS (2016) asserts that the documentation submitted to RECs should “identify resources allocated for the proposed activities”. \u003c/span\u003e\u003c/p\u003e\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5YVfbMzZkxu","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;\"\u003eResearchers, sponsors, health authorities and relevant institutions should engage potential participants and communities in a meaningful participatory process that \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003einvolves them in an early and sustained manner\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e in the design, development, implementation, design of the informed consent process and monitoring of research, and in the dissemination of its results.\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;\"\u003eThe process should \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003einvolve a\u003c/b\u003e\u003c/span\u003e \u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003ewide variety of participants\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e, including patients and consumer organizations, community leaders and representatives, relevant NGOs and advocacy groups, regulatory authorities, government agencies and Community Advisory Boards.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.68TSj35qdrS","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":14,"Text":"\u003cp style=\u0027text-align:left;direction: ltr; padding-left: 0px\u0027\u003e\u003cspan style=\"font-family: \u0027Open SansD6FFC9F9\u0027; font-size:12px; color:#000000;line-height:16.341796875px;\"\u003eRead the following hypothetical scenario and then choose the most appropriate answer.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.5n8DgMncq7r","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;\"\u003eResearchers, sponsors, health authorities and relevant institutions should engage potential participants and communities in a meaningful participatory process that \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003einvolves them in an early and sustained manner\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e in the design, development, implementation, design of the informed consent process and monitoring of research, and in the dissemination of its results.\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;\"\u003eThe process should \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003einvolve a\u003c/b\u003e\u003c/span\u003e \u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003ewide variety of participants\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e, including patients and consumer organizations, community leaders and representatives, relevant NGOs and advocacy groups, regulatory authorities, government agencies and Community Advisory Boards.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6hlcHm2BpKj","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;\"\u003eResearchers, sponsors, health authorities and relevant institutions should engage potential participants and communities in a meaningful participatory process that \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003einvolves them in an early and sustained manner\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e in the design, development, implementation, design of the informed consent process and monitoring of research, and in the dissemination of its results.\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;\"\u003eThe process should \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003einvolve a\u003c/b\u003e\u003c/span\u003e \u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003ewide variety of participants\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e, including patients and consumer organizations, community leaders and representatives, relevant NGOs and advocacy groups, regulatory authorities, government agencies and Community Advisory Boards.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6RheIaApMdz","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;\"\u003eResearchers, sponsors, health authorities and relevant institutions should engage potential participants and communities in a meaningful participatory process that \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003einvolves them in an early and sustained manner\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e in the design, development, implementation, design of the informed consent process and monitoring of research, and in the dissemination of its results.\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;\"\u003eThe process should \u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003einvolve a\u003c/b\u003e\u003c/span\u003e \u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e\u003cb\u003ewide variety of participants\u003c/b\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003e, including patients and consumer organizations, community leaders and representatives, relevant NGOs and advocacy groups, regulatory authorities, government agencies and Community Advisory Boards.\u003c/span\u003e\u003c/p\u003e"},{"__type":"slidetranscript","slideid":"5f2BWgLnF80.6ezfJCV06tP","slidebank":false,"type":"slide","notespng":"","usepngnoteshtml5":false,"pathlib":"Lib","pathindex":25,"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 you learned about the three important broad practices of sound stakeholder engagement by researchers; Written planning; Formative evaluation; and ensuring resources.\u003cbr\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eWe described how researchers should ensure there is a description of the plan for engagement in some document in the ethics submission.  There should be enough information for RECs to judge if plans correspond with key ethical recommendations (e.g. ‘early and sustained’.) Yet descriptions should be  flexible enough to allow researchers to respond timeously to developments in the trial context. You also learned that researchers should evaluate the context for such trials by utilizing a formative evaluation process.\u003cbr\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eWe outlined that when researchers are implementing formative evaluation methods like interviews, they be aware of the purpose of the activity. Where the purpose is to plan engagement, such engagement activities should be reviewed (according to the standards for engagement).  Where the purpose of the activity is to develop generalized knowledge for publication, they should seek ethics review for this research activity (according to the standards for research).\u003cbr\u003e\u003c/span\u003e\u003cspan style=\"font-family: \u0027ArialAAC91016\u0027; font-size:12px; color:#444444;line-height:13.798828125px;\"\u003eFinally, you learned that research teams should have adequate resources to implement engagement, and that RECs have some role to play in reviewing whether such  resources exist.  Please refer to the Resources link at the top of the course window to view additional information related to this module.  This concludes Module Five of the online training course, Strengthening Stakeholder Engagement in HIV Prevention Trials Through Ethics Review.\u003cbr\u003e\u003c/span\u003e\u003c/p\u003e"}]},"glossary_data":{"terms":null},"presenters":null}