{"id":3514,"date":"2018-05-18T16:31:13","date_gmt":"2018-05-18T16:31:13","guid":{"rendered":"https:\/\/www.peeriosity.com\/shared-services\/articles\/?p=3514"},"modified":"2022-09-06T09:44:43","modified_gmt":"2022-09-06T09:44:43","slug":"implementing-an-effective-risk-ranking-process-for-balance-sheet-reconciliations","status":"publish","type":"post","link":"https:\/\/www.peeriosity.com\/shared-services\/articles\/2018\/05\/implementing-an-effective-risk-ranking-process-for-balance-sheet-reconciliations\/","title":{"rendered":"Implementing an Effective Risk Ranking Process for Balance Sheet Reconciliations"},"content":{"rendered":"<p><span style=\"font-size: medium;\"><strong>Introduction<\/strong><\/span><\/p>\n<p><span style=\"font-size: medium;\">Being able to effectively evaluate the reconciliation frequency for <a href=\"https:\/\/www.peeriosity.com\/shared-services\/articles\/category\/general-accounting\/\">balance sheet accounts<\/a> can involve the review of a variety of factors, both quantitative and qualitative.\u00a0 While the ultimate objective of balancing effective controls with process efficiency is the same for all companies, the level of effort and overall approach to designing the appropriate schedule can vary significantly between companies.\u00a0 There are many possible reasons for variation including different structures for the chart of accounts, the type of account reconciliation tools being utilized, and the overall tolerance for <a href=\"https:\/\/www.investopedia.com\/terms\/b\/businessrisk.asp\" target=\"_blank\" rel=\"noopener\">risk<\/a> by senior finance leadership, and internal and external auditors.\u00a0 In many cases, the reasons for differences between companies are difficult to pinpoint, since <a href=\"https:\/\/www.peeriosity.com\/shared-services\/articles\/2018\/12\/consolidating-the-account-reconciliation-process\/\">account reconciliation processes<\/a> are often developed in isolation and evolve over time.\u00a0 As is true for many processes, there can be great value in directly comparing designs between companies, so that all can benefit from the experience of knowledgeable peers. <\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>Company Experience<\/strong><\/span><\/p>\n<p><span style=\"font-size: medium;\">During this Peercast, our feature company, a large global company with over $15 billion in revenue, shared its experiences in developing a structured approach to the risk ranking process for balance sheet accounts, including the steps they took in the creation of the appropriate evaluation criteria for their company. <\/span><\/p>\n<p><span style=\"font-size: medium;\">The company utilizes SAP as its primary financial system and they also use the Blackline account reconciliation solution.\u00a0 They have both captive and outsourced employees carrying out account reconciliations in a variety of locations across the globe.\u00a0 <\/span><\/p>\n<p><span style=\"font-size: medium;\">Some of the challenges the company faced in creating the risk rankings for balance sheet reconciliations included the following:<\/span><\/p>\n<ul>\n<li><span style=\"font-size: medium;\">Obtaining a policy exception to incorporate a risk ranking process<\/span><\/li>\n<li><span style=\"font-size: medium;\">Securing alignment with internal controls and key stakeholders<\/span><\/li>\n<li><span style=\"font-size: medium;\">Developing a risk assessment methodology (internal and external benchmarking)<\/span><\/li>\n<li><span style=\"font-size: medium;\">Learning to mitigate the risk (introduction of quality check\/variance analysis process)<\/span><\/li>\n<li><span style=\"font-size: medium;\">Ensuring system compatibility (Blackline)<\/span><\/li>\n<li><span style=\"font-size: medium;\">Carrying out change management (training, etc., people, process, technology) <\/span><\/li>\n<\/ul>\n<p><span style=\"font-size: medium;\">Their risk ranking is based on the two criteria areas of financial impact (financial risk and average balance) and vulnerability (control effectiveness and internal benchmarking).\u00a0\u00a0 Three risk levels were established, which are as follows:<\/span><\/p>\n<ul>\n<li><span style=\"font-size: medium;\">High-Risk Accounts \u2013 Reconciled monthly (no change to frequency)<\/span><\/li>\n<li><span style=\"font-size: medium;\">Medium Risk Accounts \u2013 Reconciled four times a year on a rolling schedule<\/span><\/li>\n<li><span style=\"font-size: medium;\">Low-Risk Accounts \u2013 Reconciled two times a year on a rolling schedule <\/span><\/li>\n<\/ul>\n<p><span style=\"font-size: medium;\">The results of this risk-ranking initiative include more focused control, improved exposure to training opportunities, increased value analysis, a reduction in the number of accounts reconciled, and a higher level of reconciliation quality.\u00a0 As an added benefit, this effort was part of an overall project that will result in the creation of a <a href=\"https:\/\/www.peeriosity.com\/shared-services\/articles\/2014\/10\/centralizing-the-account-reconciliation-process\/\">global Center of Excellence for the account reconciliation process. <\/a><\/span><\/p>\n<p><span style=\"font-size: medium;\">Additional specific details regarding the feature companies&#8217; experiences in this area are available for Peeriosity members on the website in the Peercast<sup>TM<\/sup> Results section. <\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>iPolling<sup>TM<\/sup> Results Review<\/strong><\/span><\/p>\n<p><span style=\"font-size: medium;\">A poll utilizing Peeriosity\u2019s iPolling<sup>TM<\/sup> technology was developed in conjunction with this Peercast<sup>TM<\/sup> that provides some excellent exposure to company practices related to balance sheet account reconciliations.\u00a0 The first question looked at the standard reconciliation frequency for low-risk balance sheet accounts, with monthly being the most prevalent response at 36%.\u00a0 This was closely followed by quarterly at 27%, semi-annually at 14%, and \u201cOther\u201d with 18% of the responses.<\/span><\/p>\n<p><span style=\"font-size: medium;\"><img src=\"data:image\/png;base64,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\" alt=\"\" \/> <\/span><\/p>\n<p><span style=\"font-size: medium;\">The second poll then focused on the standard frequency that the risk ranking for high-risk balance sheet accounts is re-assessed, with 32% of the companies doing so on an annual basis.\u00a0 Of the remaining companies in the research, 18% re-assess on a monthly basis and 14% on a quarterly basis, with an additional 18% have chosen to not establish a standard re-assessment frequency.<\/span><\/p>\n<p><span style=\"font-size: medium;\"><img 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\" alt=\"\" \/> <\/span><\/p>\n<p><span style=\"font-size: medium;\">The following are some of the Peeriosity member comments related to this poll: <\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>Real Estate &amp; Construction Member:<\/strong> Looking into developing a more formal policy around risk ratings for the various balance sheet recons. <\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>Other Industry Member:<\/strong> We risk rank based on entity size (Assets and Revenue) to determine reconciliation frequency (monthly, quarterly or semi-annual). Exceptions are Cash, AR, and IC, which are all reconciled monthly. <\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>Manufacturing Member:<\/strong> Non-key (i.e. low-risk) accounts can be reconciled one month prior to quarter end. <\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>Healthcare, Pharmaceuticals, Biotech Member:<\/strong> The exception is bank accounts, which are monthly reconciliations independent of the risk. <\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>Retail Member:<\/strong> The frequency varies by country. Currently on a global project to standardize the frequency as well. <\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>Non-Profit Member:<\/strong> Depends on the nature of the account and the volume of transactions. Every account is reviewed at least annually. <\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>Real Estate &amp; Construction Member:<\/strong> Most low-risk account reconciliations are performed quarterly.<\/span><\/p>\n<p><span style=\"font-size: medium;\"><strong>Closing Summary<\/strong><\/span><\/p>\n<p><span style=\"font-size: medium;\">As was well demonstrated by our feature company, setting up a risk-ranking process for balance sheet accounts is a significant effort that also can deliver a number of substantial benefits, including better controls, increased value analysis, and a higher level of reconciliation quality.\u00a0 <\/span><\/p>\n<p><span style=\"font-size: medium;\">What is the status at your company regarding the reconciliation frequency of balance sheet accounts?\u00a0 Is your current approach meeting your needs or is it time to take another look at this important aspect of your control structure? <\/span><\/p>\n<p><span style=\"font-size: medium;\">Who are <em>your<\/em> peers and how are you collaborating with them?<\/span><\/p>\n<div>\n<p><span style=\"font-size: medium;\">_________________________________________________________________________________\u00a0 <\/span><\/p>\n<\/div>\n<p><span style=\"font-size: medium;\">\u201cPeercasts<sup>TM<\/sup>\u201d are private, professionally facilitated webcasts that feature leading member company experiences on specific topics as a catalyst for broader discussion.\u00a0 Access is available exclusively to Peeriosity member company employees, with consultants or vendors prohibited from attending or accessing discussion content.\u00a0 Members can see who is registered to attend in advance, with discussion recordings, supporting polls, and presentation materials online and available whenever convenient for the member.\u00a0 Using Peeriosity\u2019s integrated email system, Peer Mail<sup>TM<\/sup>, attendees can easily communicate at any time with other attending peers by selecting them from the list of registered attendees.\u00a0 <\/span><\/p>\n<p><span style=\"font-size: medium;\">\u201ciPolling<sup>TM<\/sup>\u201d is available exclusively to Peeriosity member company employees, with consultants or vendors prohibited from participating or accessing content. Members have full visibility of all respondents and their comments. Using Peeriosity\u2019s integrated email system, Peer Mail<sup>TM<\/sup>, members can easily communicate at any time with others who participated in iPolling<sup>TM<\/sup>. <\/span><\/p>\n<div>\n<p><span style=\"font-size: medium;\">Peeriosity members are invited to log into <a href=\"http:\/\/www.peeriosity.com\/shared-services\/\">www.peeriosity.com<\/a> to join the discussion and connect with Peers.\u00a0\u00a0 Membership is for practitioners only, with no consultants or vendors permitted.\u00a0 To learn more about Peeriosity, <a href=\"https:\/\/www.peeriosity.com\/shared-services\/\">click here<\/a>.<\/span><\/p>\n<\/div>\n<p><span class='st_linkedin_large' st_title='Implementing an Effective Risk Ranking Process for Balance Sheet Reconciliations' st_url='https%3A%2F%2Fwww.peeriosity.com%2Fshared-services%2Farticles%2F2018%2F05%2Fimplementing-an-effective-risk-ranking-process-for-balance-sheet-reconciliations%2F' displayText='linkedin'><\/span><span class='st_twitter_large' st_title='Implementing an Effective Risk Ranking Process for Balance Sheet Reconciliations' st_url='https%3A%2F%2Fwww.peeriosity.com%2Fshared-services%2Farticles%2F2018%2F05%2Fimplementing-an-effective-risk-ranking-process-for-balance-sheet-reconciliations%2F' displayText='twitter'><\/span><span class='st_email_large' st_title='Implementing an Effective Risk Ranking Process for Balance Sheet Reconciliations' st_url='https%3A%2F%2Fwww.peeriosity.com%2Fshared-services%2Farticles%2F2018%2F05%2Fimplementing-an-effective-risk-ranking-process-for-balance-sheet-reconciliations%2F' displayText='email'><\/span><\/p>","protected":false},"excerpt":{"rendered":"<p>Introduction Being able to effectively evaluate the reconciliation frequency for balance sheet accounts can involve the review of a variety of factors, both quantitative and qualitative.\u00a0 While the ultimate objective of balancing effective controls with process efficiency is the same for all companies, the level of effort and overall approach to designing the appropriate schedule [&hellip;]<\/p>\n<p><span class='st_linkedin_large' st_title='Implementing an Effective Risk Ranking Process for Balance Sheet Reconciliations' st_url='https%3A%2F%2Fwww.peeriosity.com%2Fshared-services%2Farticles%2F2018%2F05%2Fimplementing-an-effective-risk-ranking-process-for-balance-sheet-reconciliations%2F' displayText='linkedin'><\/span><span class='st_twitter_large' st_title='Implementing an Effective Risk Ranking Process for Balance Sheet Reconciliations' st_url='https%3A%2F%2Fwww.peeriosity.com%2Fshared-services%2Farticles%2F2018%2F05%2Fimplementing-an-effective-risk-ranking-process-for-balance-sheet-reconciliations%2F' displayText='twitter'><\/span><span class='st_email_large' st_title='Implementing an Effective Risk Ranking Process for Balance Sheet Reconciliations' st_url='https%3A%2F%2Fwww.peeriosity.com%2Fshared-services%2Farticles%2F2018%2F05%2Fimplementing-an-effective-risk-ranking-process-for-balance-sheet-reconciliations%2F' displayText='email'><\/span><\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[6],"tags":[],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v19.2 (Yoast SEO v19.13) - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Effective Risk Ranking Process for Balance Sheet | Peeriosity, LLC<\/title>\n<meta name=\"description\" content=\"Setting up an effective risk-ranking process for balance sheet accounts is a significant effort that also can deliver substantial benefits.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" 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