Domain > cpe.learnformula.com

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DNS Resolutions

Date	IP Address
2023-04-24	23.21.96.122 (ClassC)
2025-04-09	99.84.66.28 (ClassC)

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href/requirements>Requirements/a>/div>/div>/div>/nav>/div>script>$RSfunction(a,b){adocument.getElementById(a);bdocument.getElementById(b);for(a.parentNode.removeChild(a);a.firstChild;)b.parentNode.insertBefore(a.firstChild,b);b.parentNode.removeChild(b)};$RS(S:1,P:1)/script>script>$RC(B:0,S:0)/script>script>self.__next_f.push(1,26:I10231,\35742\,\static/chunks/9cb54ea0-22f6be343b398ba1.js\,\80642\,\static/chunks/80642-aa72fd518367032c.js\,\6874\,\static/chunks/6874-fd0fab12cd7ec94b.js\,\33063\,\static/chunks/33063-d34bcfc86a89b6cf.js\,\46859\,\static/chunks/46859-82a87ec75ebfe8c8.js\,\8232\,\static/chunks/8232-d8abca3ede28eed9.js\,\93661\,\static/chunks/93661-673ba846d8971935.js\,\47543\,\static/chunks/47543-1b68e508011fb0aa.js\,\55645\,\static/chunks/55645-707c7ba6b3477be7.js\,\97936\,\static/chunks/97936-bfd32259418f356e.js\,\45190\,\static/chunks/45190-a53913d18de1c4ed.js\,\37593\,\static/chunks/37593-f800eebb7c03a5ea.js\,\9688\,\static/chunks/app/(public-layout)/page-2f17c6d9ef151a80.js\,\default\,1\n28:I90353,\35742\,\static/chunks/9cb54ea0-22f6be343b398ba1.js\,\80642\,\static/chunks/80642-aa72fd518367032c.js\,\6874\,\static/chunks/6874-fd0fab12cd7ec94b.js\,\33063\,\static/chunks/33063-d34bcfc86a89b6cf.js\,\46859\,\static/chunks/46859-82a87ec75ebfe8c8.js\,\8232\,\static/chunks/8232-d8abca3ede28eed9.js\,\93661\,\static/chunks/93661-673ba846d8971935.js\,\47543\,\static/chunks/47543-1b68e508011fb0aa.js\,\55645\,\static/chunks/55645-707c7ba6b3477be7.js\,\97936\,\static/chunks/97936-bfd32259418f356e.js\,\45190\,\static/chunks/45190-a53913d18de1c4ed.js\,\37593\,\static/chunks/37593-f800eebb7c03a5ea.js\,\9688\,\static/chunks/app/(public-layout)/page-2f17c6d9ef151a80.js\,\default\\n29:I58493,\35742\,\static/chunks/9cb54ea0-22f6be343b398ba1.js\,\80642\,\static/chunks/80642-aa72fd518367032c.js\,\6874\,\static/chunks/6874-fd0fab12cd7ec94b.js\,\33063\,\static/chunks/33063-d34bcfc86a89b6cf.js\,\46859\,\static/chunks/46859-82a87ec75ebfe8c8.js\,\8232\,\static/chunks/8232-d8abca3ede28eed9.js\,\93661\,\static/chunks/93661-673ba846d8971935.js\,\47543\,\static/chunks/47543-1b68e508011fb0aa.js\,\55645\,\static/chunks/55645-707c7ba6b3477be7.js\,\97936\,\static/chunks/97936-bfd32259418f356e.js\,\45190\,\static/chunks/45190-a53913d18de1c4ed.js\,\37593\,\static/chunks/37593-f800eebb7c03a5ea.js\,\9688\,\static/chunks/app/(public-layout)/page-2f17c6)/script>script>self.__next_f.push(1,d9ef151a80.js\,\default\,1\n2a:I96240,\35742\,\static/chunks/9cb54ea0-22f6be343b398ba1.js\,\80642\,\static/chunks/80642-aa72fd518367032c.js\,\6874\,\static/chunks/6874-fd0fab12cd7ec94b.js\,\33063\,\static/chunks/33063-d34bcfc86a89b6cf.js\,\46859\,\static/chunks/46859-82a87ec75ebfe8c8.js\,\8232\,\static/chunks/8232-d8abca3ede28eed9.js\,\93661\,\static/chunks/93661-673ba846d8971935.js\,\47543\,\static/chunks/47543-1b68e508011fb0aa.js\,\55645\,\static/chunks/55645-707c7ba6b3477be7.js\,\97936\,\static/chunks/97936-bfd32259418f356e.js\,\45190\,\static/chunks/45190-a53913d18de1c4ed.js\,\37593\,\static/chunks/37593-f800eebb7c03a5ea.js\,\9688\,\static/chunks/app/(public-layout)/page-2f17c6d9ef151a80.js\,\TestimonialsSection\\n2b:I46675,\35742\,\static/chunks/9cb54ea0-22f6be343b398ba1.js\,\80642\,\static/chunks/80642-aa72fd518367032c.js\,\6874\,\static/chunks/6874-fd0fab12cd7ec94b.js\,\33063\,\static/chunks/33063-d34bcfc86a89b6cf.js\,\46859\,\static/chunks/46859-82a87ec75ebfe8c8.js\,\8232\,\static/chunks/8232-d8abca3ede28eed9.js\,\93661\,\static/chunks/93661-673ba846d8971935.js\,\47543\,\static/chunks/47543-1b68e508011fb0aa.js\,\55645\,\static/chunks/55645-707c7ba6b3477be7.js\,\97936\,\static/chunks/97936-bfd32259418f356e.js\,\45190\,\static/chunks/45190-a53913d18de1c4ed.js\,\37593\,\static/chunks/37593-f800eebb7c03a5ea.js\,\9688\,\static/chunks/app/(public-layout)/page-2f17c6d9ef151a80.js\,\TopInstructorsSection\\n2c:I61370,\35742\,\static/chunks/9cb54ea0-22f6be343b398ba1.js\,\80642\,\static/chunks/80642-aa72fd518367032c.js\,\6874\,\static/chunks/6874-fd0fab12cd7ec94b.js\,\33063\,\static/chunks/33063-d34bcfc86a89b6cf.js\,\46859\,\static/chunks/46859-82a87ec75ebfe8c8.js\,\8232\,\static/chunks/8232-d8abca3ede28eed9.js\,\93661\,\static/chunks/93661-673ba846d8971935.js\,\47543\,\static/chunks/47543-1b68e508011fb0aa.js\,\55645\,\static/chunks/55645-707c7ba6b3477be7.js\,\97936\,\static/chunks/97936-bfd32259418f356e.js\,\45190\,\static/chunks/45190-a53913d18de1c4ed.js\,\37593\,\static/chunks/37593-f800eebb7c03a5ea.js\,)/script>script>self.__next_f.push(1,\9688\,\static/chunks/app/(public-layout)/page-2f17c6d9ef151a80.js\,\default\,1\n31:I13264,\35742\,\static/chunks/9cb54ea0-22f6be343b398ba1.js\,\80642\,\static/chunks/80642-aa72fd518367032c.js\,\6874\,\static/chunks/6874-fd0fab12cd7ec94b.js\,\33063\,\static/chunks/33063-d34bcfc86a89b6cf.js\,\46859\,\static/chunks/46859-82a87ec75ebfe8c8.js\,\8232\,\static/chunks/8232-d8abca3ede28eed9.js\,\93661\,\static/chunks/93661-673ba846d8971935.js\,\47543\,\static/chunks/47543-1b68e508011fb0aa.js\,\55645\,\static/chunks/5564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a Leadership and Executive Coach, Nancy is a highly skilled professional with a proven track record of success in leadership and management. With extensive experience coaching and training CEOs and executive leaders, she is an expert in creating empathic and goal-oriented workplaces that inspire commitment, motivation, and job satisfaction.\n\nNancy is a skilled problem-solver who is experienced in analysing the root cause of problems and developing practical solutions that tackle the issue at its core. She is an expert in developing empathic communication and motivational skills in individuals and teams to help them achieve their goals and improve their performance.\n\nWith experience in technical management and quality assurance, Nancy has a wealth of knowledge in coaching and motivating production staff to work in alignment with company policies and multiple quality standards. She is skilled in finding practical solutions to problems and analysing systems and procedures to identify areas for improvement. Nancy is an excellent trainer who has trained colleagues and production staff to build skills and confidence, improve efficiency, streamline processes, and optimise output.\n\nAs a team leader, Nancy has been responsible for the logistics depart)/script>script>self.__next_f.push(1,ment, the sampling department, and the Eukaryotic Cell Production team. She is a detail-oriented professional with a focus on efficiency who has successfully planned and executed production runs. She is also experienced in collaborating to manage the start-up of an automated process of Eukaryotic Cell Production, leveraging technology and expertise to achieve optimal results.\n\nOverall, Nancy is an exceptional Leadership and Executive Coach who is experienced in coaching and training CEOs and executive leaders. With her excellent communication skills and ability to build strong relationships with clients, Nancy is a valuable asset to any organization looking to improve its leadership and management capabilities.2d:Tc5a,)/script>script>self.__next_f.push(1,\u003cp\u003eBurnout is often seen as a personal shortcoming, but it\u0026rsquo;s actually a response to prolonged workplace stress. The good news is that, because burnout stems from specific conditions, it can be managed and even prevented. Understanding that burnout is linked to external factors rather than internal weakness empowers you to take control of your well-being and make meaningful changes.\u003c/p\u003e\n\u003ch3\u003e\u003cstrong\u003eWhat is Burnout?\u003c/strong\u003e\u003c/h3\u003e\n\u003cp\u003eBurnout occurs when stress builds up over time, leading to emotional exhaustion, detachment from work, and a sense of decreased accomplishment. It\u0026rsquo;s important to recognize that burnout doesn\u0026rsquo;t come from working hard or being incapable\u0026mdash;it\u0026rsquo;s the result of persistent, unmanaged stress.\u003c/p\u003e\n\u003cp\u003eWhy Burnout is Conditional\u003c/p\u003e\n\u003cp\u003eBurnout is triggered by specific factors in your environment, such as overwhelming workloads, a lack of control over your tasks, or an inability to fully disconnect from work. Recognizing this helps you understand that burnout isn\u0026rsquo;t a reflection of your abilities\u0026mdash;it\u0026rsquo;s a product of conditions you can influence.\u003c/p\u003e\n\u003ch3\u003e\u003cstrong\u003ePersonal Strategies for Preventing Burnout\u003c/strong\u003e\u003c/h3\u003e\n\u003cp\u003eYou have the power to reduce your risk of burnout by making adjustments that promote balance and well-being. Here are key strategies you can implement:\u003c/p\u003e\n\u003cul\u003e\n\u003cli\u003eSet Clear Boundaries: Create a separation between work and personal life. Define when work starts and ends, and protect your personal time.\u003c/li\u003e\n\u003cli\u003ePrioritize Self-Care: Incorporate activities into your routine that help you relax and recharge, like exercise, hobbies, or spending time with loved ones.\u003c/li\u003e\n\u003cli\u003eCommunicate Effectively: Don\u0026rsquo;t hesitate to speak up if your workload is unmanageable or you need support. Open communication can help prevent stress from escalating.\u003c/li\u003e\n\u003cli\u003eTake Regular Breaks: Step away from work periodically to refresh your mind and avoid burnout build-up.\u003c/li\u003e\n\u003cli\u003eSeek Support: If burnout symptoms persist, consider professional help from a counselor or therapist to develop stress management techniques.\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch3\u003eBurnout as an Opportunity for Growth\u003c/h3\u003e\n\u003cp\u003eBurnout, though challenging, can be an opportunity to reassess your habits and values. It\u0026rsquo;s a signal that your current approach may be unsustainable, offering a chance to adjust how you work and prioritize your mental health. Viewing burnout prevention as part of your personal development means actively creating a balanced lifestyle, setting boundaries, and ensuring that your well-being comes first.\u003c/p\u003e\n\u003cul\u003e\n\u003cli\u003eTake my course, \u003ca href\https://learnformula.com/course/burnout-prevention-and-brain-health-techniques\ target\_blank\ rel\noopener\\u003eBurnout Prevention and Brain Health Techniques\u003c/a\u003e, to learn proactive research backed strategies to to prevent and control burnout.\u0026nbsp;\u003cbr\u003e\u003cbr\u003e\u003c/li\u003e\n\u003cli\u003e\u003cem\u003eSubscribe to my newsletter, \u003ca href\https://alexia.substack.com/notes\ target\_blank\ rel\noopener\\u003eLife Skills for Leadership, \u003c/a\u003efor more information about burnout prevention, mental health resilience, emotional intelligence, and work-life balance.\u0026nbsp;\u003c/em\u003e\u003c/li\u003e\n\u003c/ul\u003e)/script>script>self.__next_f.push(1,2e:T1676,)/script>script>self.__next_f.push(1,\u003cp id\ember49\ class\ember-view reader-text-block__paragraph\\u003eHave you heard the term \u0026ldquo;Warrior Accountant\u0026rdquo;?\u003c/p\u003e\n\u003cp id\ember50\ class\ember-view reader-text-block__paragraph\\u003eUntil recently, I hadn\u0026rsquo;t either.\u003c/p\u003e\n\u003cp id\ember51\ class\ember-view reader-text-block__paragraph\\u003eSo what is a warrior accountant, and why might someone want to become one?\u003c/p\u003e\n\u003cp id\ember52\ class\ember-view reader-text-block__paragraph\\u003eIn todays dynamic business landscape, professional accountants are increasingly called upon to go beyond traditional financial reporting. Shareholders and consumers are increasingly demanding accountability beyond legal requirements, and companies are compelled to report on social metrics and set ambitious targets for social change. This shift emphasizes \purpose over profit,\ urging organizations to consider the welfare of employees, customers, and the broader community. We are transitioning from a shareholder centric business model to a multistakeholder business model.\u003c/p\u003e\n\u003cp id\ember53\ class\ember-view reader-text-block__paragraph\\u003eSo where do accountants fit into this evolving landscape?\u003c/p\u003e\n\u003cp id\ember54\ class\ember-view reader-text-block__paragraph\\u003eTraditionally, accountants have adopted a defensive position regarding environmental, social and governance (ESG) risks, mostly focusing on preventing reputational damage. Now, however, accountants are being called upon to take an offensive position, actively championing organizational ESG performance and transparency.\u003c/p\u003e\n\u003cp id\ember55\ class\ember-view reader-text-block__paragraph\\u003eAs a result, it seems that a new breed of accounting professionals is slowly emerging.\u003c/p\u003e\n\u003cp id\ember56\ class\ember-view reader-text-block__paragraph\\u003e\u003ca id\ember57\ class\ember-view\ href\https://www.linkedin.com/in/carolwilding/\\u003eCarol Wilding, FCPA, FCA\u003c/a\u003e, president and CEO of \u003ca class\app-aware-link \ href\https://www.linkedin.com/school/cpa-ontario/\ data-test-app-aware-link\\\u003eCPA Ontario\u003c/a\u003e, underscored the transformative potential of these \u0026ldquo;Warrior Accountants.\u0026rdquo; By standardizing measurements of social risk reporting, these accountants can provide tangible evidence of corporate pledges, effectively bridging the gap between theory and action.\u003c/p\u003e\n\u003cp id\ember58\ class\ember-view reader-text-block__paragraph\\u003eWhile some folks believe that the accounting profession will become less relevant over time with the rise of AI and technology, I\u0026rsquo;m excited about the potential of these emerging technologies on the accounting profession. They present CPAs with an exciting opportunity to redefine their roles and make a meaningful impact amidst the transformation.\u003c/p\u003e\n\u003cp id\ember59\ class\ember-view reader-text-block__paragraph\\u003eIf you\u0026rsquo;re a CPA, here are three reasons you may want to consider becoming a Warrior Accountant:\u003c/p\u003e\n\u003cp id\ember60\ class\ember-view reader-text-block__paragraph\\u003e\u003c/p\u003e\n\u003col\u003e\n\u003cli\u003eChampioning Purposeful Business: As stakeholders demand greater transparency and accountability, CPAs have a unique opportunity to champion purpose-driven business practices. CPAs can lead the charge in advocating for organizations to prioritize social and environmental impacts alongside financial performance. This shift towards a stakeholder-centric approach not only enhances corporate reputation but also fosters long-term sustainability and resilience.\u003c/li\u003e\n\u003cli\u003eDriving Strategic Decision-Making: CPAs play an important role in guiding strategic decision-making within their organizations. By actively engaging in risk assessment and mitigation, staying on top of evolving reporting standards, and forecasting future trends, CPAs provide valuable insights that go beyond the balance sheet and income statement. Through their strategic foresight, Warrior Accountants can help shape business strategies that align with ESG principles, driving financial success for their organizations today and in the future.\u003c/li\u003e\n\u003cli\u003eLeading Change and Innovation: Embracing the Warrior Accountant mindset empowers CPAs to lead change and foster innovation within our organizations. By developing, implementing, and evaluating ESG measurement metrics, CPAs can spearhead initiatives that drive measurable social and environmental impact. We can leverage our leadership skills to establish performance management systems, collaborate across departments, and communicate the companys ESG narrative effectively. By championing innovation and driving organizational change, CPAs can position themselves as trusted advisors and drivers of progress.\u003c/li\u003e\n\u003c/ol\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp id\ember61\ class\ember-view reader-text-block__paragraph\\u003eSpecializing in this kind of work gives CPAs the opportunity to elevate their roles beyond traditional financial functions. We can make a tangible difference in creating a more sustainable and responsible business world. We have an opportunity to contribute towards solving the climate crisis that the whole world is facing and to leave the world a better place for our children and grandchildren.\u003c/p\u003e\n\u003cp id\ember62\ class\ember-view reader-text-block__paragraph\\u003eI truly believe that accountants can become catalysts for positive change in our evolving world, shaping businesses that prioritize sustainability and social responsibility. This will require courage, the willingness to learn new skills and the ability to collaborate effectively with other disciplines.\u003c/p\u003e\n\u003cp id\ember63\ class\ember-view reader-text-block__paragraph\\u003eAs the guardians of financial integrity, advocates of ethical conduct, and protectors of the public interest, we can embody the ethos of the Warrior Accountant \u0026ndash; not just stewards of wealth, but stewards of a better world.\u003c/p\u003e)/script>script>self.__next_f.push(1,2f:T3df8f,)/script>script>self.__next_f.push(1,\u003ch2 dir\ltr\\u003e\u003cimg 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\ alt\\ width\1406\ height\791\\u003e\u003c/h2\u003e\n\u003cp dir\ltr\\u003eAs we approach the fourth quarter of 2024, Canadian CPAs are strategizing their career development paths to ensure compliance with professional standards and to remain relevant in a rapidly evolving financial landscape. Continuing Professional Development (CPD) is crucial for CPAs to stay updated with the latest trends, regulations, and best practices. This article identifies key CPD topics that Canadian CPAs should explore to stay ahead in 2024.\u003c/p\u003e\n\u003ch2 dir\ltr\\u003e1. Digital Transformation and AI Technology Integration\u003c/h2\u003e\n\u003cp\u003eArtificial Intelligence (AI) and automation are transforming every industry, including accounting. CPAs need to understand the implications of these technologies on their practices. For example, ChatGPT can simplify various everyday tasks, including enriching Excel files, converting PDF bank statements into Excel, creating formulas within spreadsheets, drafting customer communications, and more; while Robotic Process Automation (RPA) streamlines tasks like data entry and reconciliation. Understanding how to leverage these technologies will help CPAs save time and reduce errors. According to a \u003ca href\https://www.pwc.com/gx/en/issues/data-and-analytics/publications/artificial-intelligence-study.html#:~:textAI%20could%20contribute%20up%20to%20%2415.7%20trillion1%20to%20the%20global%20economy%20in%202030%2C%20more%20than%20the%20current%20output%20of%20China%20and%20India%20combined\\u003ereport by PwC\u003c/a\u003e, AI could contribute up to $15.7 trillion to the global economy by 2030. CPD courses focusing on AI implementation can help CPAs gain practical insights and remain competitive in the job market.\u003c/p\u003e\n\u003ch3\u003e\u003cspan style\font-size: 18.72px;\\u003e\u003cstrong\u003eExplore our CPD courses on AI and Automation for Canadian CPAs:\u003c/strong\u003e\u003c/span\u003e\u003c/h3\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli style\font-weight: bold;\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/chatgpt-for-accountants-and-bookkeepers?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eChatGPT for Accountants and Bookkeepers\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli style\font-weight: bold;\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/chatgpt-accounting-masterclass?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eChatGPT Accounting Masterclass\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003e2. ESG Reporting and Sustainability Accounting\u003c/h2\u003e\n\u003cp\u003eEnvironmental, Social, and Governance (ESG) reporting is gaining traction globally, with investors demanding more transparency around sustainable practices. Canadian companies are increasingly required to disclose their environmental impact and ethical standards. CPAs should deepen their understanding of sustainability accounting frameworks, including the Global Reporting Initiative (GRI) and the Sustainability Accounting Standards Board (SASB).\u0026nbsp;\u003c/p\u003e\n\u003cp\u003eA \u003ca href\https://assets.kpmg.com/content/dam/kpmg/my/pdf/time-has-comes.pdf\\u003e2020 survey by KPMG\u003c/a\u003e found that 80% of companies worldwide now report on sustainability. Courses in these frameworks will enable CPAs to help clients align with global standards and meet investor expectations. Furthermore, ESG reporting can enhance a companys reputation, attract ethical investors, and improve long-term financial performance.\u003c/p\u003e\n\u003ch3\u003e\u003cspan style\font-size: 18.72px;\\u003e\u003cstrong\u003eExplore our CPD courses on ESG \u0026amp; Sustainability for Canadian CPAs:\u003c/strong\u003e\u003c/span\u003e\u003c/h3\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli style\font-weight: bold;\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/esg-performance-measurement?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eESG Performance Measurement\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli style\font-weight: bold;\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/environmental-social-and-governance-for-accountants?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eEnvironmental, Social and Governance for Accountants\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003e3. Cybersecurity and Data Privacy\u003c/h2\u003e\n\u003cp\u003eWith increasing digital threats, safeguarding sensitive financial data is paramount. CPAs who understand cybersecurity best practices and data privacy regulations can better protect their organizations and clients. Learning about cybersecurity frameworks like ISO 27001 or NIST and how to implement them in accounting workflows is a valuable CPD focus area.\u003cstrong\u003e\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003cp dir\ltr\\u003eA \u003ca href\https://cybersecurityventures.com/hackerpocalypse-cybercrime-report-2016/#:~:textCybersecurity%20Ventures%20expects%20global%20cybercrime,%243%20trillion%20USD%20in%202015.\\u003ereport by Cybersecurity Ventures\u003c/a\u003e predicts that cybercrime will cost the world $10.5 trillion annually by 2025. CPAs equipped with cybersecurity knowledge can mitigate risks and ensure compliance with regulations like GDPR and CCPA. Practical CPD courses on implementing cybersecurity measures and responding to data breaches will be particularly beneficial.\u003c/p\u003e\n\u003ch3\u003e\u003cspan style\font-size: 18.72px;\\u003e\u003cstrong\u003eCPD courses on Cybersecurity \u0026amp; Data Privacy for Canadian CPAs:\u003c/strong\u003e\u003c/span\u003e\u003c/h3\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/cpa-small-practitioners-forum-2023-data-and-cybersecurity?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eCPA Small Practitioners Forum 2023 - Data and Cybersecurity\u0026nbsp;\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/data-breach-prevention-and-response?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eData Breach Prevention and Response\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003e4. International Financial Reporting Standards (IFRS) Updates\u003c/h2\u003e\n\u003cp\u003eChanges to IFRS affect financial reporting, particularly for companies with global operations. Understanding new amendments is crucial. CPAs can stay compliant by learning about significant updates like IFRS 16 for leases or IFRS 9 for financial instruments. Training in these standards can help CPAs apply them accurately to financial statements.\u003cstrong\u003e\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003cp dir\ltr\\u003eThe IFRS Foundation regularly updates standards to reflect evolving business practices and financial environments. For instance, IFRS 16, which changes how leases are reported on balance sheets, has significant implications for companies financial statements. CPAs should stay informed about such updates to provide accurate and relevant financial advice.\u003cstrong\u003e\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003ch3 dir\ltr\\u003e\u003cspan style\font-size: 18.72px;\\u003e\u003cstrong\u003eOur CPD courses on IFRS for Canadian CPAs:\u003c/strong\u003e\u003c/span\u003e\u003c/h3\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/ifrs-17-general-measurement-method-gmm?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eIFRS 17: General Measurement Method (GMM)\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/cpd-ifrs-15-revenue-from-contracts-with-customers?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eIFRS 15: Revenue from Contracts with Customers\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003e5. Strategic Financial Leadership\u003c/h2\u003e\n\u003cp\u003eAccountants are no longer just number-crunchers; they are strategic partners in business decision-making. CPAs must hone their leadership skills and understand how to analyze and present financial data to support strategic goals. CPD courses on strategic planning, budgeting, and financial analysis can help accountants guide their organizations effectively.\u003c/p\u003e\n\u003cp dir\ltr\\u003e\u003ca href\https://www.deloitte.com/za/en/services/consulting/about/navigating-the-changing-role-of-the-cfo.html\\u003eA study by Deloitte\u003c/a\u003e highlights the increasing role of CFOs in strategic planning and corporate governance. Developing skills in financial leadership can enable CPAs to contribute to business strategy, drive growth, and improve operational efficiency. Topics such as risk management, mergers and acquisitions, and capital allocation are also critical for strategic leadership.\u003c/p\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/package/package-leadership-skills-for-cpas?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eExplore our Leadership Skills for CPAs package\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/the-essential-competencies?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eExplore our \u0026ldquo;Leadership - The Essential Competencies\u0026rdquo; course for CPAs\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003e6. Taxation Changes and Compliance\u003c/h2\u003e\n\u003cp\u003eTax laws are constantly evolving. CPAs should stay updated on new rules, particularly those affecting small businesses and cross-border transactions. Understanding recent Canadian tax amendments, international tax treaties, and the implications of digital taxation are essential for accurate tax compliance. CPD courses on corporate tax planning and international taxation can help navigate these complexities.\u003c/p\u003e\n\u003cp dir\ltr\\u003eFor example, the OECDs Base Erosion and Profit Shifting (BEPS) initiative has led to significant changes in international tax regulations. CPAs need to understand these changes to advise clients effectively. Staying current with national and international tax laws ensures compliance and helps avoid penalties.\u003c/p\u003e\n\u003ch3 dir\ltr\\u003e\u003cspan style\font-size: 18.72px;\\u003e\u003cstrong\u003eExplore our CPD courses on Taxation:\u003c/strong\u003e\u003c/span\u003e\u003c/h3\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli dir\ltr\ role\presentation\\u003e\u003cstrong\u003eExplore \u0026ldquo;\u003ca href\https://cpdformula.com/course/new-canadian-trust-reporting-requirements?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eNew Canadian Trust Reporting Requirements\u003c/a\u003e\u0026rdquo; course\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ role\presentation\\u003e\u003cstrong\u003eExplore \u0026ldquo;\u003ca href\https://cpdformula.com/course/comprehensive-canadian-tax-review-2025?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003e2025 Comprehensive Canadian Tax Review\u003c/a\u003e\u0026rdquo; course\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003e7. Ethics and Professional Conduct\u003c/h2\u003e\n\u003cp\u003eThe ethical expectations for CPAs are stringent. In an era of financial scandals and regulatory scrutiny, staying grounded in ethical practices is vital. CPD programs addressing ethical decision-making, professional conduct, and independence will empower CPAs to navigate ethical dilemmas confidently.\u003c/p\u003e\n\u003cp\u003eAccording to a survey by the International Ethics Standards Board for Accountants (IESBA), maintaining public trust is a top priority for accounting professionals. Ethical CPD courses can cover topics such as conflicts of interest, confidentiality, and professional behavior. Upholding ethical standards ensures the integrity of the profession and protects the public interest.\u003c/p\u003e\n\u003ch3\u003e\u003cspan style\font-size: 18.72px;\\u003e\u003cstrong\u003eExplore our Ethics CPD courses:\u003c/strong\u003e\u003c/span\u003e\u003c/h3\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli dir\ltr\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/ethics-due-care-generative-artificial-intelligence?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eEthics \u0026amp; Due Care: Generative Artificial Intelligence\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/ethics-and-the-cpa?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eEthics and the CPA\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003e8. Financial Modelling and Analytics\u003c/h2\u003e\n\u003cp\u003eFinancial modeling skills are essential for CPAs involved in budgeting, valuation, or scenario analysis. Proficiency in tools like Excel and advanced modeling techniques can enhance data-driven decision-making. Courses focused on financial modeling best practices and data analytics will be particularly useful for professionals seeking to add value through detailed financial projections. \u003cstrong\u003e\u0026nbsp;\u003c/strong\u003e\u003c/p\u003e\n\u003cp dir\ltr\\u003eCPAs can use financial models to forecast future performance, evaluate investment opportunities, and support strategic decisions. Advanced analytics tools like Python and R are also becoming increasingly important in financial modeling.\u003c/p\u003e\n\u003ch3 dir\ltr\\u003e\u003cspan style\font-size: 18.72px;\\u003e\u003cstrong\u003eExplore our Financial Modelling and Analytics CPD courses:\u003c/strong\u003e\u003c/span\u003e\u003c/h3\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli dir\ltr\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/financial-modelling?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eFinancial Modelling\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/building-a-financial-modeling-using-excel?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eBuilding a Financial Modeling Using Excel\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/marginal-profitability-analysis?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eMarginal Profitability Analysis\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003e9. Mergers \u0026amp; Acquisitions: Valuation and Integration Challenges\u003c/h2\u003e\n\u003cp dir\ltr\\u003eMergers and acquisitions (M\u0026amp;A) present complex challenges for CPAs, particularly in the areas of valuation and post-merger integration. Accurately valuing a target company requires a deep understanding of financial statements, market conditions, and the strategic objectives of the acquiring firm. CPD courses focused on advanced valuation techniques, including discounted cash flow analysis, comparable company analysis, and precedent transactions, can enhance a CPAs ability to assess a companys worth.\u003c/p\u003e\n\u003cp dir\ltr\\u003ePost-merger integration is another critical aspect of M\u0026amp;A, where the real work begins after the deal is signed. Integrating financial systems, aligning corporate cultures, and managing stakeholder expectations are just a few of the challenges CPAs may face. Understanding the financial, operational, and cultural aspects of integration is essential to ensure the success of the merger or acquisition. CPD programs on post-merger integration strategies can equip CPAs with the tools needed to manage these complex processes effectively.\u003c/p\u003e\n\u003ch3 dir\ltr\\u003e\u003cspan style\font-size: 18.72px;\\u003e\u003cstrong\u003eExplore our CPD courses on Mergers and Acquisitions:\u003c/strong\u003e\u003c/span\u003e\u003c/h3\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/mergers-and-acquisitions?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eMergers and Acquisitions\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/advanced-topics-in-mergers-and-acquisitions-for-cpas?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eAdvanced Topics in Mergers and Acquisitions for CPAs\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/ethics-and-compliance-in-mergers-and-acquisitions-2?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eEthics and Compliance in Mergers and Acquisitions\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003e10. Blockchain and Cryptocurrencies\u003c/h2\u003e\n\u003cp dir\ltr\\u003eBlockchain is revolutionizing how data is shared and verified. Cryptocurrencies pose new challenges and opportunities for financial reporting and compliance. Canadian CPAs should consider courses on cryptocurrency accounting and the tax implications of crypto transactions. \u003ca href\https://www.forbes.com/advisor/au/investing/cryptocurrency/cryptocurrency-statistics/#:~:textCrypto%E2%80%99s%20worldwide%20market%20capitalisation%20was%20estimated%20at%20%24US1.09%20trillion%20as%20of%20August%202023%20(CoinMarketCap).\\u003eAccording to Forbes\u003c/a\u003e, the global market capitalization of cryptocurrencies was estimated to be $1.09 trillion as of August 2023. Understanding blockchain technology and its applications can position CPAs as leaders in financial innovation, especially in the times when more people are adding cryptocurrencies to their investment portfolios.\u003c/p\u003e\n\u003ch3 dir\ltr\\u003e\u003cspan style\font-size: 18.72px;\\u003e\u003cstrong\u003eExplore our CPD courses on Cryptocurrency for Canadian CPAs:\u003c/strong\u003e\u003c/span\u003e\u003c/h3\u003e\n\u003cul style\list-style-type: square;\\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/tax-for-crypto-holdings?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eTaxation for Cryptocurrency\u003c/a\u003e\u0026nbsp;\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/crypto-investing-masterclass?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eCryptocurrency Investing Masterclass\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003cli dir\ltr\ style\font-weight: bold;\ role\presentation\\u003e\u003cstrong\u003e\u003ca href\https://cpdformula.com/course/cryptocurrency-and-bitcoin-basics?utm_sourceseo-blog\u0026amp;utm_mediumcontent-text\u0026amp;utm_campaign10%2BCPD%2BTopics%2BCanadian%2BCPAs%2BMust%2BExplore%2Bin%2B2024\\u003eCryptocurrency and Bitcoin Basics\u003c/a\u003e\u003c/strong\u003e\u003c/li\u003e\n\u003c/ul\u003e\n\u003ch2 dir\ltr\\u003eConclusion\u003c/h2\u003e\n\u003cp dir\ltr\\u003eCanadian CPAs must prioritize continuous learning to maintain their professional credentials and deliver exceptional service in 2024. Embracing emerging technologies, understanding global standards, and fostering strategic thinking will be key to thriving in the evolving financial landscape. Interested in learning more about any of these topics? Check out LearnFormulas comprehensive CPD courses for Canadian CPAs here.\u003c/p\u003e\n\u003cp dir\ltr\\u003eBy focusing on these critical areas, CPAs can ensure they remain valuable advisors in their organizations and to their clients. Continuous professional development in areas like digital transformation, ESG reporting, cybersecurity, and strategic leadership will equip CPAs with the skills and knowledge needed to navigate the complexities of the modern financial world. Explore CPDFormula for a wide range of CPD courses covering a broad number of topics.\u003c/p\u003e)/script>script>self.__next_f.push(1,30:T16bc,)/script>script>self.__next_f.push(1,\u003cp\u003e\u003cstrong\u003eIntroduction\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eEvery organization has a set of core values that define its culture and guide its operations. These values often represent the companys mission, vision, and principles. Integrating these values into the employee review process is a powerful way to ensure that your organizations culture is not just a poster on the wall but a living, breathing part of your workplace. By rewarding employees for living your organizations values, you can foster a more engaged, aligned, and motivated workforce. In this article, we will explore how to effectively tie your organizational values into the employee review process.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eDefine Clear and Meaningful Values\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eTo begin, your organization should have a well-defined set of values. These values should be clear, concise, and meaningful to both leadership and employees. They should reflect what your company stands for and the behaviors that are expected from everyone within the organization. Some common organizational values include integrity, innovation, teamwork, customer focus, and diversity and inclusion.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAlign Performance Expectations\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eOnce your values are established, its essential to align performance expectations with them. This means that your review process should evaluate employees not only on their job-specific tasks but also on how well they embody the organizations values in their day-to-day work. For example, if one of your values is customer focus, employees should be assessed on their ability to provide excellent customer service and build strong customer relationships.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eIncorporate Values into Competency Frameworks\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eMany organizations use competency frameworks to assess employee performance. To tie in values, integrate them into these frameworks as essential competencies. Create behavioral indicators for each value to help assess how well employees are living these values in their roles. This allows for a more comprehensive evaluation of performance.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eEncourage Self-Assessment\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eEncourage employees to conduct self-assessments related to your organizational values. Ask them to reflect on their contributions in alignment with the values and provide examples of how theyve demonstrated these values in their work. Self-assessments can be valuable tools for fostering self-awareness and promoting personal accountability for living the values.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eSeek Input from Peers and Managers\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eIncorporate peer and manager feedback into the review process. Peers and managers often have valuable insights into how an employees behavior aligns with the organizations values. Incorporating 360-degree feedback can provide a more holistic view of an employees performance in relation to the values.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eRecognize and Reward Values-Driven Behaviors\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eTo reward employees for living the organizations values, consider implementing a system of recognition and rewards. Recognize values-driven behaviors during the review process by highlighting specific examples of employees who have excelled in this regard. Provide praise, certificates, or small tokens of appreciation to acknowledge their efforts.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConnect Values to Professional Development\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eLink values to professional development opportunities. If an employee consistently demonstrates a commitment to innovation, offer them opportunities to attend innovation workshops or take on more challenging, creative projects. This not only rewards values-driven behaviors but also encourages employees to further develop those skills and qualities.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eContinuous Feedback and Coaching\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eRather than making values a one-time focus during annual reviews, integrate them into continuous feedback and coaching sessions. Regular discussions about how employees are embodying the organizations values can help reinforce the importance of these principles and provide guidance for improvement.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eMonitor and Adjust\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eFinally, regularly assess the effectiveness of your values-based review process. Collect feedback from employees and managers to identify any areas that may need improvement. Be open to making adjustments to ensure that your approach remains relevant and impactful.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConclusion\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eTying your organizational values into the employee review process is a strategic move that can lead to a more values-driven workplace culture. When employees see that living these values is not only encouraged but also rewarded, they are more likely to actively embrace and promote them in their daily work. By aligning performance expectations, incorporating values into competency frameworks, seeking input from peers and managers, and recognizing and rewarding values-driven behaviors, you can create a workplace where living the organizations values becomes second nature, resulting in a more engaged and motivated workforce that drives your organization towards its mission and vision.\u003c/p\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cul\u003e\n\u003cli\u003eTake my well rated course, \u003ca href\https://cpe.learnformula.com/course/strategic-leadership\\u003eStrategic Leadership\u003c/a\u003e for more guidance with organizational culture development.\u0026nbsp;\u003cbr\u003e\u003cbr\u003e\u0026nbsp;\u003c/li\u003e\n\u003cli\u003e\u003cem\u003eSubscribe to my newsletter, \u003ca href\https://alexia.substack.com/notes\ target\_blank\ rel\noopener\\u003eLife Skills for Leadership, \u003c/a\u003efor more information about burnout prevention, mental health resilience, emotional intelligence, and work-life balance.\u0026nbsp;\u003c/em\u003e\u003c/li\u003e\n\u003cli\u003e\u0026nbsp;\u003c/li\u003e\n\u003c/ul\u003e\n\u003cp\u003e\u0026nbsp;\u003c/p\u003e\n\u003cp\u003e\u003cbr\u003e\u0026nbsp;\u003c/p\u003e)/script>script>self.__next_f.push(1,4:\$\,\div\,null,{\children\:\$\,\$L26\,null,{\market\:{\id\:4,\brand\:\CPE QAS \,\name\:\CPE for Accountants in the US\,\title\:\CPE for Accountants - Largest CPE QAS Self-Study Marketplace\,\subtitle\:\NASBA Approved. 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I liked that there were examples of what can questions can be provided to an auditee prior to the planning meeting and report wording.  However, some of the slides covered did not appear to be attached to the recording.  \,\instructor_reply\:null,\reply_at\:null,\created_at\:\2025-01-01T23:59:22.000Z\,\updated_at\:\2025-01-01T23:59:22.000Z\,\deleted_at\:null,\title\:\Internal Audit 201: Keys to be an Effective Audit Senior 1/2\,\first_name\:\Christopher\,\last_initial\:\G\,\avatar\:null},{\id\:439550,\course_id\:11905,\user_id\:93918,\market_id\:4,\status\:1,\rating\:5,\rating_q1\:5,\rating_q2\:5,\rating_q3\:5,\rating_q4\:5,\rating_q5\:5,\rating_q6\:5,\rating_q7\:5,\opinion\:\EXCELLENT\,\instructor_reply\:null,\reply_at\:null,\created_at\:\2025-01-30T04:16:58.000Z\,\updated_at\:\2025-01-30T04:16:58.000Z\,\deleted_at\:null,\title\:\Audit Smarter, not Harder: Data Analytics for All!\,\first_name\:\Fatai\,\last_initial\:\P\,\avatar\:null},{\id\:440877,\course_id\:7306,\user_id\:90609,\market_id\:4,\status\:1,\rating\:5,\rating_q1\:5,\rating_q2\:5,\rating_q3\:5,\rating_q4\:4,\rating_q5\:5,\rating_q6\:5,\rating_q7\:5,\opinion\:\Presentation well done.  Lots of food for thought.\,\instructor_reply\:\Thank you Patti for your excellent rating and review for the course. It is very much appreciated. I am very pleased that you liked the presentation and have lots of food for thought from the course.\,\reply_at\:\2025-02-11T01:03:50.000Z\,\created_at\:\2025-02-09T21:08:01.000Z\,\updated_at\:\2025-02-09T21:08:01.000Z\,\deleted_at\:null,\title\:\Soft Skills for Life \u0026 Work: Develop Yourself for Success\,\first_name\:\Patti\,\last_initial\:\K\,\avatar\:null},{\id\:441569,\course_id\:5314,\user_id\:90609,\market_id\:4,\status\:1,\rating\:5,\rating_q1\:5,\rating_q2\:5,\rating_q3\:5,\rating_q4\:3,\rating_q5\:5,\rating_q6\:2,\rating_q7\:5,\opinion\:\Many slides were blurry\,\instructor_reply\:null,\reply_at\:null,\created_at\:\2025-02-16T06:00:39.000Z\,\updated_at\:\2025-02-16T06:00:39.000Z\,\deleted_at\:null,\title\:\A Focus on Fraud in the Current 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barracuda.learnformula.com	2024-08-24	99.84.66.76
accounting-cpd-ie.learnformula.com	2024-03-06	99.84.66.28
cpe.learnformula.com	2025-04-09	99.84.66.28
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