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Submitted URL: https://www.venminder.com/e3t/Ctc/WW+113/c2Npz04/VVJTP57NvTdRW6vk56g5_LmhvW8LzBkh54g2B0M_h9nv5nR32W50kH_H6lZ3lrW1GJHRP2sls...
Effective URL: https://www.thirdpartythinktank.com/discussion/assessments-1?utm_campaign=Third%20Party%20Thursday%20Newsletter&utm_medium=email&_hs...
Submission: On October 05 via api from BE — Scanned from DE
Effective URL: https://www.thirdpartythinktank.com/discussion/assessments-1?utm_campaign=Third%20Party%20Thursday%20Newsletter&utm_medium=email&_hs...
Submission: On October 05 via api from BE — Scanned from DE
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<h4 class="list-group-item-heading">Anonymous Member<span class="daysago text-muted">3 hours ago</span></h4>
<div class="list-group-item-text"><a href="#bmbf510bf8-8f1a-4486-b96d-7a1648fb7322">This message was posted by a user wishing to remain anonymous Basic Question
When you do assessment ...</a></div>
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<h4 class="list-group-item-heading">Elizabeth Blosh-Myers<span class="daysago text-muted">3 hours ago</span></h4>
<div class="list-group-item-text"><a href="#bm0756393d-04b4-473a-b81d-bdf49491495e">Typically, we are looking at things like financials and insurance from an enterprise lens but looking ...</a></div>
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<span id="MainCopy_ctl07_ucMessageList_rptMessageList_lblApprovedDateEditedBy_0" class="timeAgoFormat text-muted">Posted 3 hours ago</span>
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<div class="col-md-12 messageContentColumn"> This message was posted by a user wishing to remain anonymous<br><br>
<p class="MsoNormal">Basic Question</p>
<p class="MsoNormal">When you do assessment for any of the 3<sup>rd</sup> party – are you doing assessment for the Product/Service rendered or for the complete 3<sup>rd</sup> party ?</p>
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<span id="MainCopy_ctl07_ucMessageList_rptMessageList_MessageTitleNoLiteral_1">2. </span>
<span id="MainCopy_ctl07_ucMessageList_rptMessageList_MessageTitleLiteral_1" class="messagetitle">RE: Assessments</span>
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<span id="MainCopy_ctl07_ucMessageList_rptMessageList_lblApprovedDateEditedBy_1" class="timeAgoFormat text-muted">Posted 3 hours ago</span>
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<p>Typically, we are looking at things like financials and insurance from an enterprise lens but looking at Information Security/Cyber and BCP/DR from a product/ service lens. For example, we are going
to look at the company's financial statements, but we want to see the product specifically called out in SOC 2.</p><br><br>------------------------------<br>Elizabeth Blosh-Myers<br>Third Party Risk
Manager<br>------------------------------<br><br>
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<span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_1" class="well" style="display:none;">Original Message:<br>Sent: 10-05-2023 01:40 AM<br>From: Anonymous Member<br>Subject:
Assessments<br><br>This message was posted by a user wishing to remain anonymous<br><br>
<p class="MsoNormal">Basic Question</p>
<p class="MsoNormal">When you do assessment for any of the 3<sup>rd</sup> party – are you doing assessment for the Product/Service rendered or for the complete 3<sup>rd</sup> party ?</p>
</span>
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This website community uses cookies to enhance your experience. Continue to use the site as normal if you agree to the use of cookies. Please review our privacy policy to learn more. Learn more OK Skip to main content (Press Enter). Login / Register Skip auxiliary navigation (Press Enter). * Contact * venminder Skip main navigation (Press Enter). Toggle navigation Search Options * * Home * Discussions * Latest * Unanswered * Communities * All Communities * My Communities * View All Communities * Education * Education Home * Live Webinars * Interviews * Videos * Podcasts * Glossary * Blog * Industry Conferences * Help * Getting Started * Code of Conduct * About the Community * About Venminder RISK ASSESSMENTS View Only * * Community Home * Discussion 385 * Library 38 * Members 2.7K Back to discussions Expand all | Collapse all sort by most recent sort by thread ASSESSMENTS ANONYMOUS MEMBER3 HOURS AGO This message was posted by a user wishing to remain anonymous Basic Question When you do assessment ... ELIZABETH BLOSH-MYERS3 HOURS AGO Typically, we are looking at things like financials and insurance from an enterprise lens but looking ... * 1. ASSESSMENTS 0 Like This message was posted by a user wishing to remain anonymous Posted 3 hours ago Options Dropdown This message was posted by a user wishing to remain anonymous Basic Question When you do assessment for any of the 3rd party – are you doing assessment for the Product/Service rendered or for the complete 3rd party ? * 2. RE: ASSESSMENTS 0 Like Elizabeth Blosh-Myers Posted 3 hours ago Options Dropdown Typically, we are looking at things like financials and insurance from an enterprise lens but looking at Information Security/Cyber and BCP/DR from a product/ service lens. For example, we are going to look at the company's financial statements, but we want to see the product specifically called out in SOC 2. ------------------------------ Elizabeth Blosh-Myers Third Party Risk Manager ------------------------------ Original Message Original Message: Sent: 10-05-2023 01:40 AM From: Anonymous Member Subject: Assessments This message was posted by a user wishing to remain anonymous Basic Question When you do assessment for any of the 3rd party – are you doing assessment for the Product/Service rendered or for the complete 3rd party ? × NEW BEST ANSWER This thread already has a best answer. Would you like to mark this message as the new best answer? No * Home * Discussions * Latest * Unanswered * Communities * All Communities * My Communities * View All Communities * Education * Education Home * Live Webinars * Interviews * Videos * Podcasts * Glossary * Blog * Industry Conferences * Help * Getting Started * Code of Conduct * About the Community * About Venminder Privacy Policy | Contact Us | Code of Conduct Copyright© 2023 Third Party ThinkTank. All rights reserved. -------------------------------------------------------------------------------- Powered by Higher Logic