KSCPA News http://www.kscpa.org/about/news News from KSCPA en-us Copyright 2015, KSCPA Amendments to K.S.A. 79-2925b - FY 2016 Budget Preparation http://www.kscpa.org/about/news/833-amendments_to_k_s_a_79-2925b-fy_2016_budget http://www.kscpa.org/about/news/833-amendments_to_k_s_a_79-2925b-fy_2016_budget <p>Recently, the Legislature passed HB 2109 and SB 270, bills which combine to provide funding for the State's 2016 budget.  The bills have been approved by the Governor.  The effective date of each bill is July 1, 2015.</p> <p>Of interest, the bills combined to amend K.S.A. 79-2925b, a section of the Kansas budget law which was amended last year to provide, among other things, for a CPI adjustment to the prior year net levy and the publication of a notice of vote of the governing body should it adopt a budget exceeding a computed tax levy limit.</p> <p>The changes made last year to K.S.A. 79-2925b in regard to the CPI adjustment and the notice of vote publication remain unchanged.  Computation of the levy limit remains unchanged.  What is new is that a governing body which proposes to adopt a budget exceeding the computed levy limit must – in advance of adopting such a budget – adopt a resolution approving a total levy dollar amount in excess of the computed tax levy limit.  Further, that cities and counties required to adopt such a resolution must, unless excepted, obtain approval of the voters before the resolution becomes effective.</p> <h3>FY 2016 Budgets – All Municipalities, Including Cities and Counties</h3> <p>Our interpretation of the changes to K.S.A. 79-2925b as they may relate to the FY 2016 budgets of all municipalities:</p> <p>If a governing body – including a city or county - proposes to adopt a budget with a total tax levy in excess of the computed tax levy limit the governing body must first adopt a resolution approving such.</p> <ul> <li>For municipalities other than cities and counties, subsequent to adopting a budget with a total tax levy in excess of the computed tax levy limit the governing body must publish its notice of vote within a reasonable period of time in the official county newspaper.</li> </ul> <ul> <li>For cities and counties, adoption of a resolution authorizing a total tax levy in excess of the computed tax levy limit “shall not become effective unless such resolution has been . . . approved by . . . the qualified electors . . . .” </li> </ul> <ul> <li>For cities and counties, if adoption of a resolution is required and, ultimately, with or without approval of the voters a budget is adopted with a total tax levy in excess of the computed tax levy limit, the city or county must publish its notice of vote within a reasonable period of time in the official county newspaper.</li> </ul> <p>A sample resolution is <a class="file docx" href="/writable/files/2015/sample_resolution_6_15_15.docx">HERE</a></p> <h3>Cities and Counties – The Election Provision</h3> <p>Also new to this section of the Kansas budget law is subsection (g), which is specific to cities and counties.  Subsection (g) provides that a city or county required to adopt a resolution must hold an election and obtain approval of the qualified voters before it may increase its levy above the computed tax levy limit.  Such an election may be called and held as provided for by the general bond law, or at a regularly scheduled election, or by mail ballot, or at a special election called by the city or county.</p> <p>Subsection (g) also provides that a city or county otherwise required to adopt a resolution due to a proposed levy exceeding that of the computed tax levy limit shall not be required to have its resolution approved at an election if it meets at least one of three tests:</p> <ul> <li>An election would not be required if the increase in the levy that is greater than the CPI change is due to certain factors, <em>including</em> infrastructure costs associated with improvements in support of property exempt from taxation, taxation of previously abated property, increases in road construction costs, legal costs associated with defense of the city or county, etc.</li> </ul> <ul> <li>Or, assessed valuation has declined in at least one of the three preceding calendar years <em>and</em> the average amount of ad valorem property tax support over those three years multiplied by the most recent CPI for all urban consumers equals or exceeds the proposed levy of property tax.</li> </ul> <ul> <li>Or, the increase in the amount of property tax to be levied – compared to the prior year levy - is less than the sum that might be realized from the change in CPI percentage (i.e. last year’s net levy multiplied by the difference in CPI percentages) <em>plus</em> the property tax lost due to assessed valuation decrease resulting from legislative action, judicial action, or a ruling of the board of tax appeals.</li> </ul> <h3>Modifications to the Budget Workbooks</h3> <p>Modification to the budget workbooks will include a resolution-related change of edits on the certificate page and the tax levy fund pages where the edits now provide a “yes/no” as to whether a notice of vote is required.  Also, we will modify the budget workbooks to include a new tab with a sample resolution.</p> <p>In addition, the city and county budget workbooks will be modified to include a new tab for computation of the election exceptions of K.S.A. 79-2925b(g)(2), described above. </p> <p><em>The modifications will take us some time to complete and will not be finished in time for use in your FY 2016 budget preparation.  We recommend that you continue with your budget input, realizing that a trigger of the notice of vote requirement will now require the adoption of an authorizing resolution prior to adoption of the budget, and for cities and counties the possible requirement of an election and approval of the voters.</em> </p> <h3>Temporary Workbook – Exceptions to the Election Requirement</h3> <p>We have completed a temporary workbook that may be used by cities and counties to determine if an election shall not be required despite the requirement that a resolution be adopted.  The workbook will be sent out by listserv message early next week <em>if</em> the Legislature fails during Sine Die on Friday, June 26 to pass legislation restoring the January 1, 2018 effective date of the election requirement.  In that event the temporary workbook will also be made available via the Municipal Services website.</p> <p><a href="http://www.admin.ks.gov/offices/chief-financial-officer/municipal-services">http://www.admin.ks.gov/offices/chief-financial-officer/municipal-services</a></p> <p>Thank you.</p> <p>Municipal Services Team</p> Thu, 02 Jul 2015 12:00:00 EDT The Kansas Budget Conundrum by Gary Allerheiligen http://www.kscpa.org/about/news/832-the_kansas_budget_conundrum_by_gary_allerheiligen http://www.kscpa.org/about/news/832-the_kansas_budget_conundrum_by_gary_allerheiligen <h2 align="center">The Kansas Budget Conundrum </h2> <p>In the spring of 2012, Governor Brownback set forth his plans to reduce the size of Kansas government, lower income taxes, establish a path to zero for the elimination of Kansas income taxes and transition to a tax system tied to consumption.</p> <p>The 2012 Legislature ultimately passed legislation that lowered income tax rates across the board by approximately 20%, and set the stage for the landmark decision to exempt “non-wage business income” from taxation in the state of Kansas. What the Legislature did not provide for in the 2012 legislation was a means to cover any future budget shortfalls that would occur as a result of the reduced income tax collections.</p> <p>As a result of the changes in the Kansas income tax statutes, the individual income taxes collected by the state of Kansas for the fiscal year ending June 30, 2014 was down by $741 million. Most Kansans have been led to believe that this full revenue shortfall is attributable to the exemption of “non-wage business income” from taxation. Nothing can be further from the truth. Based upon statistics provided by the Kansas Department of Revenue, the revenue shortfall can be summarized as follows:</p> <ul> <li>Rate reductions received by all Kansas taxpayers                  $498 million</li> <li>Non-wage business income exemption                                   $209 million</li> <li>Other                                                                                        $34 million</li> </ul> <p>As the 2015 Kansas legislature prepared the budget for fiscal year 2016, they were cognizant of the fact they had less revenue to work with for fiscal 2016 to fund the operations of the state of Kansas. Upon passage of the 2016 budget, there existed a revenue shortfall of approximately $400 million.</p> <p>Hence, the CONUNDRUM: </p> <ul> <li>Whose taxes do they increase?</li> <li>Which taxes do they increase?</li> <li>Should they go back to the budget and reduce spending?</li> </ul> <p>The House and Senate tax committees held weeks of public hearings on the various approaches to increase tax revenues they might recommend to their respective legislative body. Topics included increasing the sales tax rate, reducing the sales tax on groceries, increasing taxes on cigarettes and alcohol, taxing passive investment income, requiring businesses to have at least one employee before being eligible to claim the non-wage business exemption, taxing 70% of business income as earned income, taxing the first $118,000 of business income, repeal of itemized deductions, tax amnesty, and on and on.</p> <p>The House tax committee even prepared a menu card of the various tax options to be considered that included all the above-mentioned options along with the fiscal note tied to each. In this fashion, the committee members could pick from the menu, much as one would do when going through a buffet line, of the concepts that tasted good to them and those that didn’t. To no one’s surprise, some concepts – for example, the repeal of the non-wage business income exemption – tasted like chocolate to some (Democrats) while they tasted like Brussels sprouts to others (conservative Republicans).</p> <p>Ultimately, a far-reaching tax package was passed that closed the budget shortfall. After weeks of passionate and emotional testimony, and debate regarding the unfairness of the non-wage business income exemption versus the importance of the exemption to businesses that are responsible for creating and growing jobs from some other factions, the legislature left the 2012 Act virtually unchanged. What they did provide for is as follows:</p> <ul> <li>Increased the sales tax rate to 6.5% effective July 1, 2015 ($164.2 million)</li> <li>Tax guaranteed payments made by partnership retroactive to January 1, 2015 ($23.7 million)</li> <li>Repeal the medical and miscellaneous itemized deductions retroactive to January 1, 2015 ($97 million)</li> <li>Accelerate the phase-down of mortgage interest and deductible taxes to 50% retroactive to January 1, 2015</li> <li>Increase the cigarette tax by 50 cents a pack ($40.39 million)</li> <li>Exempt certain low income Kansans from income tax</li> <li>Implemented a tax amnesty program for certain delinquent tax filers ($30 million)</li> </ul> <p>As seen from this list, a significant portion of the new revenue raised by the 2015 legislature is in the form of consumption taxes, not income taxes. So, has the debate over Kansas tax policy now ended given this shift to raising revenue via consumption taxes? Many say, “No.”</p> <p>Have the actions of the 2015 Legislature insured that revenues generated in future years will be sufficient to meet future budget expenditures. Again, many say, “No.”</p> <p>As a result of these <em style="font-size: 14px; line-height: 1.5;">NO</em> answers, the tax policy debate is sure to carryforward to future legislative sessions.</p> <p>As Certified Public Accountants, we hold the distinction of being trusted business advisors to our clients and the general population of the state of Kansas. As such, it is imperative that we individually understand the nuances that are present in our Kansas tax system. Are consumption taxes regressive? Is the non-wage business income exemption unfair? Is the repeal of itemized deductions an entitlement above reproach?</p> <p>Individually, we do not have the reach of the Kansas media; who, for the past two years, have had laser focus on the business income exemption being the sole reason for the Kansas revenue shortfall. The media never reported the benefit each of us realized with the 2012 legislation. Telling only part of a story tends to distort an individual’s understanding of an issue. And when we are talking taxes, the combination of partial facts and raw human emotions can lead to misunderstandings, verbal disputes and political divide.</p> <p>If all members of the Kansas Society of CPAs do their part in educating their clients and their communities of the facts, Kansas taxpayers will be better informed. Each of us undoubtedly has his or her own personal views regarding these questions on tax policy. It is our ability, and our responsibility, to be the trusted advisor of each of these concepts so the public gains a proper understanding of the issues. </p> <p>At the end of the day, I hope this education initiative also creates an electorate educated on the facts and electing legislators who understand the issues and concerns of their constituents. While politics will never be removed from the legislative process, an educated public can help drive political decisions.</p> <p> </p> <p> </p> <p>                   </p> <p> </p> <p>                 </p> <p> </p> <p> </p> Fri, 26 Jun 2015 12:00:00 EDT KSCPA Hosts the Business & Industry, A&A and Educators Conference and the Conference on Kansas Taxes http://www.kscpa.org/about/news/831-kscpa_hosts_the_business_industry_a_a_and_educators http://www.kscpa.org/about/news/831-kscpa_hosts_the_business_industry_a_a_and_educators <p>The KSCPA hosted the Business & Industry, A&A and Educators Conference in Wichita for a <strong><em>Tri-Knowledge</em></strong> event at the Hyatt Regency. And the anticipated Conference on Kansas Taxes was a big success in Mayetta at the Prairie Band Casino and Resort. </p> <p>On Monday, June 22, 2015, the KSCPA hosted a <strong><em>Tri-Knowledge</em></strong> event, joining together the Business & Industry, A&A and Educators conference. Participants had the opportunity to sit-in on any session within any conference, allowing for each individual to choose content most benficial to them. </p> <p>Participants were also introduced to the new KSCPA conference engagement technology, <strong>conferences i/o</strong>. This web-based, user friendly app is designed to faciliate audience engagement through live polling, allow for anonymous questioning throughout the session and grant participants the ease of completing evaluations online. The KSCPA was delighted to see a number of participants utilizing this new technology, and look forward to introducing it at future events. <span style="font-size: 14px; line-height: 1.5;"> </span></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/Triknowledge/_dsc0389.jpg" alt="3know" width="583" height="391" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/Triknowledge/_dsc0387.jpg" alt="triknow" width="453" height="307" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/Triknowledge/_dsc0408.jpg" alt="3know" width="449" height="198" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/Triknowledge/_dsc0452.jpg" alt="3know" width="577" height="290" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/Triknowledge/_dsc0458.jpg" alt="3know" width="493" height="259" /></p> <p>The KSCPA returned to the Prairie Band Casino in Mayetta, KS on June 23rd to host the Conference on Kansas Taxes. This year, following the historic Kansas legislative session, participants were eager to hear from Nick Jordan, Secretary of Revenue; Senator Les Donovan; Marlee Carpenter, KSCPA lobbyist; Ken Selzer, Kansas Insurance Commissioner; Kris Kobach, Secretary of State; and Gary Allerheiligen, CPA, KSCPA Legislative Executive Committee Chair.  </p> <p>Technical sessions included economic updates on Kansas Agriculture with Dan Claussen from KCoe Isom; a panel discussion on ACA with Stephanie Bunten, CPA, JD and Andrew Spikes, CPA, Mize Houzer & Co; a call to action for CPAs to join the legislature from Ken Selzer, CPA, Kansas Insurance Commissioner; a concise look into recent developments in state and local taxes with Jerry Capps, JD, Allen Gibbs & Houlik; PwC and Avalara teamed up to present on the digital age for CPAs; and Joe Vining and Lana Nicol, KSDOL, also joined together to advise on how to keep employer unemployment tax rates low.</p> <p>Overall, the KSCPA hosted four successful conferences in two days, with engaging speakers and topics, new audience engagement technology and networking. Thank you to the conferences Chairs and steering committee members for their support of the KSCPA and their fellow members. More details on each conference may be found in the July issue of <strong><em>Skyscapes.</em></strong></p> <p style="text-align: left;"><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/Triknowledge/_dsc0586.jpg" alt="kstax" width="176" height="353" /></p> <p style="text-align: left;"><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/Triknowledge/_dsc0644.jpg" alt="kstax" width="287" height="426" /></p> <p style="text-align: left;"><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/Triknowledge/_dsc0663.jpg" alt="kstax" width="480" height="340" /></p> <p style="text-align: left;"> </p> Fri, 26 Jun 2015 12:00:00 EDT Ken Selzer, CPA, Kansas Insurance Commissioner, Launches Consumer Assistance Hotline http://www.kscpa.org/about/news/830-ken_selzer_cpa_kansas_insurance_commissioner http://www.kscpa.org/about/news/830-ken_selzer_cpa_kansas_insurance_commissioner <h2>Consumer Assistance Hotline: <strong>1-800-432-2484</strong></h2> <p>The Consumer Assistance Division helps monitor compliance with laws and regulations. Representatives can help you understand your policy, answer questions or help resolve issues with an insurance dispute. </p> <p>To file a complaint: Visit <a href="http://www.ksinsurance.org">www.ksinsurance.org</a> and fill out the online complaint form. You can also send a fax to 785-296-5806, or email <a href="mailto:webcomplaints@ksinsurance.org">webcomplaints@ksinsurance.org</a>. You can also write a letter to:</p> <p>Kansas Insurance Department</p> <p><span>420 SW 9th Street</span><br /><span>Topeka, KS 66612</span></p> <p> </p> <p> </p> Fri, 26 Jun 2015 12:00:00 EDT Conference on Kansas Taxes - Q&A Responses http://www.kscpa.org/about/news/829-conference_on_kansas_taxes-q_a_responses http://www.kscpa.org/about/news/829-conference_on_kansas_taxes-q_a_responses <p><strong>From the Kansas Department of Revenue: 2014 Tax Season - How Did it Go?</strong></p> <ol> <li>Is Kansas moving toward an online system similar to transcripts or current status of business tax filings and cases?<br />Response: We are working on a project that would allow the taxpayers to view their accounts online. But, how fast we get there is based on available funding.</li> <li>How much revenue is expected from taxing guaranteed payments?<br />Response:  FY 16--$23.7 million; FY 17--$19.2 million; FY 18--$20.1 million</li> <li>Will Kansas ever exclude gains on sale of business assets?<br />Response:  This would require a legislative change, so that question will be up to the Kansas Legislature.</li> </ol> <p><strong>Update on Legislative Activities During 2015 Session </strong></p> <ol> <li>Outside groups were mentioned. Which ones and why?<br /> Response: AFP and the Kansas Chamber. These groups spent a lot of money in the last election cycle and have much influence over legislators. They did not want changes to business taxes and can hold a large block of votes.</li> <li>Has the legislature considered not taxing business income has an adverse effect on horizontal equity between taxpayers?  <br />Response: The legislature believes that not taxing businesses creates jobs and economic growth. There has been discussion about the inequity issue, but the individual rates have been lowered as well and that affects all taxpayers.</li> <li>Has the wage base changed again for unemployment insurance? <br />Response: Changes to the wage base were enacted in past years and in 2015, it will to $14,000. The changes this year do not affect the wage base.</li> <li>Where is Kansas on the rate of sales tax compare to other states?<br />Response: It is all across the board. Some states have lower state sales tax but higher local taxes. Some states have similar sales tax rates but don’t have other types of taxes. Kansas is near the higher end for a state sales tax, but not at the top.</li> <li>Will Kansas ever exempt gains on sale of business assets?  <br />Response: This is not an issue that has been discussed in recent years.</li> <li>Was gas tax considered instead of sin tax?  <br />Response: Yes, gas tax was considered but it did not gain momentum. </li> <li>Several corporations relocated headquarters across state lines to Kansas. Are continued efforts being made to attract other businesses? <br />Reponse: The Kansas Department of Commerce continues to work to attract businesses and retain businesses. I don’t know what the status of job creation is currently, but it is a top priority for the administration. </li> <li>Is there really proof that income tax cuts actually create jobs or is it like a farmer sawing a hole in his irrigation pipe at the well thinking he will get more water on his corn?  <br />Response: Both sides have numbers that support their argument. I have seen data from the Department of Revenue that states a record number of jobs were created in Kansas. I also know that there are arguments on the other side. The hope is that the new tax policy brings in new jobs and taxpayers. </li> <li>Was legislation introduced or discussed considering exempting gains on sales of business assets?  <br />Response: This is not an issue that has been discussed in recent years.</li> <li>Lower rate on food sales tax. How will that be defined?  <br />Response: The Streamlined Sales Tax Project has a standard definition for food that states must use. Kansas will use this standard definition for food.</li> <li>What was the fiscal note exempting business income – the businesses earning greater than $500K (2000 businesses) vs. the $ amount of business earning less than $50K (330,000 businesses)?  <br />Response: The fiscal note for taxing all non-wage business income at the lowest rate (2.7%) was about $101 million per year. They discussed but did not publish fiscal notes on the other proposals because they were never agreed to by either tax committee or the conference committee.    </li> <li>Why wasn’t the business Kansas income tax exemption tied to each business’ increase in actual W-2’s filed over the prior year? <br />Response: This was not something that the legislature considered. </li> </ol> Wed, 24 Jun 2015 12:00:00 EDT KSCPA Membership Quick Facts - Spring http://www.kscpa.org/about/news/828-kscpa_membership_quick_facts-spring http://www.kscpa.org/about/news/828-kscpa_membership_quick_facts-spring <p>Discover the <span>KSCPA </span>spring membership quick facts. </p> <p>For the full report, click <a class="file pdf" href="/writable/files/2015/kscpa_quick_facts.pdf">HERE</a></p> <p><img src="/writable/images/News/2015NewsImages/untitled_copy2.jpg" alt="quick facts" width="422" height="264" /></p> <p> </p> Fri, 19 Jun 2015 12:00:00 EDT Meet the 2015-2016 "20 up to 40" Leadership Program Participants http://www.kscpa.org/about/news/827-meet_the_2015-2016_20_up_to_40_leadership_program http://www.kscpa.org/about/news/827-meet_the_2015-2016_20_up_to_40_leadership_program <h2>KSCPA <em><strong>"20 up to 40"</strong></em> Leadership Program 2015-2016</h2> <p>The KSCPA is delighted to announce the 2015-2106 <strong><em>"20 up to 40"</em> </strong>Leadership Program Participants. This year, the <strong><em>"20 up to 40"</em></strong> program offers its participants programs on leadership, with nationally-recognized facilitators, <span>Dr. Gerald Graham and Convergence Coaching</span>; opportunities to engage with the KSCPA Leadership and Kansas Legislators; mentorship of future young professionals; and the opportunity to develop a project aimed at taking the KSCPA to the next level. T<span>he July issue of </span><strong><em>Skyscapes</em></strong><span> will spotlight each individual with a photo. Each participant will describe why leadership is important in a professional association. We are pleased to have a group of accomplished professionals with backgrounds ranging from service in the US Army to volunteering in a variety of church and community organizations. We look forward to their leadership in the KSCPA!</span></p> <p><strong>Thank you to our Sponsors for the<em> "20 up to 40" </em>Leadership Program</strong></p> <p><img class="justified_center" style="margin-right: auto; margin-left: auto; display: block;" src="/writable/images/20u40-2015-16/2015_sponsors_updated.jpg" alt="20 up to 40 sponsors" width="569" height="275" /></p> <p><span style="text-decoration: underline;"><strong>Addie Brown, CPA - Grant Thornton, LLP, Wichita, KS</strong></span></p> <p>Addie is a Senior Audit Associate with Grant Thornton, LLP in Wichita, KS. Addie is a member of the KSCPA, AICPA and the Accounting and Financial Women's Alliance. She is an active volunteer with the Kansas Humane Society, Big Brothers Big Sisters and the United Methodist Open Door.</p> <p><span style="text-decoration: underline;"><strong>Andrew Bohme, CPA, CGMA - Swindoll, Janzen, Hawk & Loyd, LLC, McPherson, KS</strong></span></p> <p>Andrew is a Staff Accountant with Swindoll, Janzen, Hawk & Loyd, LLC in McPherson, KS. Andrew graduated with a Bachelor of Science in Accounting from the University of North Carolina at Pembroke and served in the United States Army. He is looking forward to the community opportunities this program will provide. </p> <p><span style="text-decoration: underline;"><strong>Brett R. Henry, CPA, Adams, Brown, Beran & Ball, Chtd, Hays, KS</strong></span></p> <p>Brett is a Senior Manager with ABBB, Chtd in Hays, KS. A graduate of Ft. Hays State University, Brett served in the United States Army Reserves, and has experience in both public practice and government. His interests include softball, baselball, golf, hunting and fishing. </p> <p><span style="text-decoration: underline;"><strong>Brian Lutton, CPA, Hiebert & Decker, CPAs, Chtd, Wichita, KS</strong></span></p> <p>Brian is a Manager with Heibert & Decker, CPAs, Chtd in Wichita, KS. In addition to being an Eagle Scout, Brian served as former Treasurer and member of the Finance Committee for Crossroads Friends Church. He is a member of the AIPCA and the Young Professionals of Wichita. </p> <p><span style="text-decoration: underline;"><strong>Darren Anderson, CPA, Swindoll, Janzen, Hawk & Loyd, LLC, McPherson, KS</strong></span></p> <p>Darren is a Staff Accountant with Swindoll, Janzen, Hawk & Loyd, LLC in McPherson, KS. Darren graduated Summa Cum Laude from Bethany College with a major in Economics Business, concentration in Accounting. His numerous volunteer positions include the Fellowship of Christian Athletes, the Board of Elders at Hesston Mennonite Church, and Treasurer of Hesston Intergenerational Childhood Development Center. </p> <p><strong><span style="text-decoration: underline;">Djigui Traore, CPA, KCoe Isom, LLP, Lenexa, KS</span></strong></p> <p>Djigui is an Associate at KCoe Isom, LLP in Lenexa, KS. A graduate of Wichita State University, Djigui was awarded Senior Honor Man for the Class of 2010. He is a member of NABA, Beta Gamma Sigma Honor Society, and the Guineans Association of Greater Kansas City.</p> <p><span style="text-decoration: underline;"><strong>Emilie Graves, CPA, Grant Thornton, LLP, Wichita, KS</strong></span></p> <p>Emilie is a Tax Manager at Grant Thornton, LLP in Wichita, KS. Emilie serves on the Board of Directors with the Accounting and Financial Women's Alliance and the Kansas Elks Training Center for the Handicapped. She holds a Master of Accounting from Wichita State University. </p> <p><strong><span style="text-decoration: underline;">Emily Keesling, CPA, Allen, Gibbs & Houlik, L.C., Wichita, KS</span></strong></p> <p>Emily is a Senior Associate at Allen, Gibbs & Houlik, L.C. in Wichita, KS. Emily holds a Master of Accounting from Wichita State University. Emily is very active in her community and church - serving as a nursery volunteer and youth mentor - and is a member of the Young Professionals of Wichita. </p> <p><span style="text-decoration: underline;"><strong>Emily Sheldon, CPA, Berberich & Trahan & Co., PA, Topeka, KS</strong></span></p> <p>Emily is a Supervising Senior at Berberich & Trahan & Co., PA in Topeka, KS. Emily holds a Master of Accounting from The University of Kansas, where she received a Letter of Distinction from the School of Business. In 2012, Emily received the Best of the Best Recognition for Services Above and Beyond from Berberich & Trahan. She is a member of the Association of Certified Fraud Examiners and Phi Kappa Phi Honor Society. </p> <p><strong><span style="text-decoration: underline;">Eric Parkhurst, JD, CPA, Bever Dye, LC, Wichita, KS</span></strong></p> <p>Eric is an Attorney at Bever Dye, LC in Wichita, KS. Eric is an AV-rated attorney by Martindale-Hubbell and listed in Best Lawyers as a Super Lawyer Rising Star. Eric is a member of the West Wichita Rotary Club, the American, Kansas and Oklahoma Bar Association, and is the Treasurer of the Boys & Girls Club of South Central Kansas. </p> <p><span style="text-decoration: underline;"><strong>Jacob P. Seitz, CPA, Flint Hills Resources, LP, Wichita, KS</strong></span></p> <p>Jacob is a Tax Manager with Flint Hills Resources, LP in Wichita, KS. Prior to Flint Hills Resources, Jacob worked for Ernst & Young, LLP in Kansas City, MO and Black & Veatch Corporation in Overland Park, KS. Jacob graduated from Doane College in Crete, NE with a Bachelor of Science in Accounting. </p> <p><span style="text-decoration: underline;"><strong>James Alvey, CPA, Ernst & Young, LLP, Wichita, KS</strong></span></p> <p>James is an Audit Manager at Ernst & Young, LLP in Wichita, KS. He holds a Master of Science in Accounting from Oklahoma State University. Jacob holds CPA licenses in both Kansas and Oklahoma. And is a former Staff Sergeant in the United States Army. </p> <p><span style="text-decoration: underline;"><strong>Jeff Stolper, CPA, CBIZ Mayer Hoffman McCann, Kansas City, MO</strong></span></p> <p>Jeff Stolper is a Supervising Senior Asociate with CBIZ MHM in Kansas City, MO. Jeff holds a Master of Accountancy from Kansas State University. He is among the CBIZ K-State Recruiting Team, a member of the B'nai Jehudah Finance Committe, and was the President of the Village Shalom Associate Board. </p> <p><span style="text-decoration: underline;"><strong>Jenna Hauschild, CPA, BKD, LLP, Kansas City, MO</strong></span></p> <p>Jenna is a Manager with BKD, LLP in Kansas City, MO. Jenna holds a Master of Accounting from the University of Kansas. She is a member of the Kansas City Estate Planning Society, the Missouri Society of CPAs, the KSCPA and AICPA. </p> <p><span style="text-decoration: underline;"><strong>Matthew Schulte, CPA, MarksNelson, LLC, Kansas City, MO</strong></span></p> <p>Matthew is an Audit Supervisor with MarksNelson, LLC in Kansas City, MO. Matthew graduated Summa Cum Laude with a Bachelor of Arts in Accounting and Finance. He is a speaker/presenter on Leadership and Networking. </p> <p><span style="text-decoration: underline;"><strong>Michael J. Herber, CPA, MBA, MarksNelson, LLC, Kansas City, MO</strong></span></p> <p>Michael is a Supervisor with MarksNelson, LLC in Kansas City, MO. He holds a Master of Business Administration from Rockhurst University. Michael is a member of the AIPCA, Missouri Society of CPAs, and ABC Young Professionals. </p> <p><span style="text-decoration: underline;"><strong>Scott Klamm, CPA, MBA, Spirit AeroSystems, Inc, Wichita, KS</strong></span></p> <p>Scott is a Tax Specialist at Spirit AeroSystems, Inc. in Wichita, KS. Scott holds a Master of Business Administration from Emporia State University. Scott's experience and expertise range from public practice to business and industry.</p> <p>For more information about the <em><strong>"20 up to 40,"</strong></em> click <a href="/members/20_up_to_40" target="_blank">HERE</a> </p> <p> </p> <p> </p> <p> </p> Fri, 19 Jun 2015 12:00:00 EDT Jim Boomer, CPA, Serves as Chair of the AICPA 2015 TECH+ & Digital Conference http://www.kscpa.org/about/news/826-jim_boomer_cpa_serves_as_chair_of_the_aicpa_2015 http://www.kscpa.org/about/news/826-jim_boomer_cpa_serves_as_chair_of_the_aicpa_2015 <p><span>The AICPA held its annual Practitioners Symposium and TECH+ & Digital Conference this week at the Dolphin Resort in Orlando, FL. Jim Boomer, CPA.CITP, MBA, CIO Boomer Consulting, Inc., who currently serves as Secretary/Treasurer of the KSCPA, served as Chair of the 2015 TECH+ & Digital Conference Steering Committee. Several KSCPA members attended the conference, which included numerous sessions applicable to small firms, as well as exhibitors who provide products and services to the profession. Mary MacBain, CPA, President/CEO of the KSCPA, attended not only to update her knowledge on the issues important to small firms, but also to identify speakers and vendors for future KSCPA conferences and events.</span></p> <p><span>Randy Johnston, MCS, K2 Enterprises, served as a keynote speaker for the event. Randy will present at the 2015 KSCPA Tax Conference, October 29-30, at the Intercontinental at the Plaza in KCMO. </span></p> <p><span>"This conference is the most comprehensive event - <span>with over 125+ sessions - </span>I have the pleasure of attending. I was proud to see Jim, and I look forward to seeing him lead the KSCPA in a couple of years. I<span>t was an experience any KSCPA member would benefit from. Congratulations, Jim, on a job well done," Mary MacBain, CPA, President/CEO, KSCPA. </span></span></p> Fri, 12 Jun 2015 12:00:00 EDT KSCPA Introduces Conferences i/o - Real Time Conference Audience Engagement http://www.kscpa.org/about/news/825-kscpa_introduces_conferences_i_o-real_time http://www.kscpa.org/about/news/825-kscpa_introduces_conferences_i_o-real_time <p>Beginning June 22, 2015, the KSCPA will launch a new audience engagement technology, <a href="http://www.conferences.io/" target="_blank">Conferences i/o</a>.</p> <p>Attendees will access the KSCPA app like any other website. Simply log on to <a href="http://www.kscpa.cnf.io">www.kscpa.cnf.io</a> on your smartphone, tablet, computer, or laptop, and click on the session you're attending. There's no app to download or software to install!</p> <p><img class="justified_center" style="width: 293px; height: 367px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/ConferencesIO/capture.png" alt="confernces" width="406" height="513" /></p> <p>During the event, attendees may participate in live Q&A and engage in speaker polling questions. For those of you who might be viewing at home via videocast, the app works for you too. Simply log on to <a href="http://www.kscpa.cnf.io">www.kscpa.cnf.io</a> and join in!</p> <p><img class="justified_center" style="width: 283px; height: 360px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/ConferencesIO/captur3e.png" alt="sdf" width="333" height="407" /></p> <p>Immediately following each session, attendees - in person and via videocast - have the opportunity to complete the session survey by simply clicking on the evaluation tab. No more paper and pencil evaluations, the survey is at your fingertips.</p> <p><img class="justified_center" style="width: 362px; height: 310px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/ConferencesIO/captur2e.png" alt="session" width="439" height="400" /></p> <p>In addition to the real time audience engagement, the Conferences i/o app will also provide information for attendees, such as the schedule of events, speaker bios, sponsor information, bathroom and lunch locations, and more!</p> <p>The KSCPA is excited to increase audience engagement at conferences and events. If you have any questions about using Conferences i/o, please contact the staff at 785-272-4366.</p> <p> </p> Thu, 11 Jun 2015 12:00:00 EDT A&A from A to Z: The KSCPA Hosts the 2015 Governmental Nonprofit Accounting and Assurance Conference http://www.kscpa.org/about/news/824-a_a_from_a_to_z_the_kscpa_hosts_the_2015 http://www.kscpa.org/about/news/824-a_a_from_a_to_z_the_kscpa_hosts_the_2015 <p><img class="justified_center" style="width: 485px; height: 306px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/GNPAA/06_steering_committee.jpg" alt="Steering Committee" width="750" height="496" /></p> <p>The KSCPA continued its spring professional development season with the Governmental Nonprofit Accounting and Auditing Conference, June 1-2, 2015, at the Doubletree in Wichita, KS. In person attendance reached 180, with 130 viewing via live videocast.</p> <p><img class="justified_center" style="margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/GNPAA/05_videocast1.jpg" alt="videocast" /></p> <p>Kansas' own technology guru, Randy Johnston of K2 Enterprises, kicked off the conference with a useful and pertinent guide on technology for auditors. Fran McClintock, CPA, AICPA Peer Review Program, provided insight into the Practice Monitoring of the Future (PMOF). Members may read the concept paper and provide their feedback on PMOF <strong><a href="http://community.aicpa.org/future-practice-monitoring/default.aspx?_ga=1.239233539.1069713937.1433168884" target="_blank">HERE</a></strong>. Katherine Girigis, CPA, Senior Accountant, RubinBrown, enthusiastically covered changes in the "Super Circular."</p> <p>Breakouts included the first of three session on <em>Single Audit Basics</em>, with Mark W. Dick, CPA, Executive Vice President, Allen, Gibbs & Houlik, L.C.; a<em> School Finance Law Update</em> with Dale M. Dennis, Deputy Commissioner, KSDOE, and Craig Neuenswander, Director, School Finance, KSDOE; and <em>IRS Hot Topics for Tax-Exempt Organizations</em> presented by Kimberly Temple Schrant, Managing Director, Grant Thornton, LLP.</p> <p>The morning session concluded with keynote speaker, Dr. Timothy Persons, Chief Scientist, GAO, expanding understanding of big data with his presentation <em>The Audit Office of the Future and the Impact of Big Data.</em></p> <p><img class="justified_center" style="margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/GNPAA/10_tim_persons1.jpg" alt="Tim Persons" /></p> <p><img class="justified_center" style="width: 538px; height: 297px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/GNPAA/11_tim_persons_2.jpg.jpg" alt="Tim Persons" width="749" height="370" /></p> <p>Afternoon breakout sessions continued with the second and third installment of <em>Single Audit Basics</em>, with Mark W. Dick being joined by Mike D. Lowry, CPA, CGFM, Vice President, Allen, Gibbs & Houlik, L.C.; Roger Basinger, Office of Chief Financial Officer - Municipal Services Team, State of Kansas, offered legislative changes that impact municipal budgeting and auditing; Katherine Girgis returned to present <em>Single Audit Compliance Perspectives</em>; Toby Groves, CEO, Groves Funding Corporation, offered his version of <em>Shades of Gray: Conquering Complexity and Uncertainty</em>; and D. Scot Loyd, CPA, CGFM, CGMA, Member, Swindoll, Janzen, Hawk & Loyd, LLC, provided attendees with an essential <em>KMAAG Changes for 2015</em> update.</p> <p>Toby Groves concluded the day with a special ethics session, focusing on the psychology of error, in his presentation <em>Beyond the Code: Ethics for the Real World</em>.</p> <p><img class="justified_center" style="margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/GNPAA/14_toby_groves.jpg" alt="Toby Groves" />Following the day's events, attendees enjoyed a networking happy hour, provided by the KSCPA.</p> <p>The second day began with a crowd favorite, Dennis Dycus, CPA, CFE, CGFM. Dennis' southern charm made learning about how people commit fraud less frightening. Al Anderson, CPA, President, ACCOUNT-ability Plus, LLC, provided insight into <em>The Future of Audit in Government and Nonprofits</em>. And Lisa R. Parker, CPA, Project Manager, GASB, livened up the crowd with her GASB update.</p> <p><img class="justified_center" style="width: 276px; height: 393px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/GNPAA/04_lisa_parker.jpg" alt="Lisa Parker" width="346" height="513" /></p> <p>Morning breakout sessions joined together Lisa R. Parker and Shelly Hammond, CPA, CGFM, VP, Allen, Gibbs & Houlik for <em>Pension Reporting Requirements: From GASB & AICPA. </em>Shawn Sullivan, Budget Director for the State of Kansas, could not present at this year's conference due to the extended legislative session; so, Steve Anderson, former Budget Director, stepped in to take questions from attendees. And Al Anderson tackled <em>Revenue Recognition in the Nonprofit World</em>.</p> <p><img class="justified_center" style="width: 259px; height: 368px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/GNPAA/19_stevenson.jpg" alt="Steve Anderson" width="357" height="514" /></p> <p>Breakouts continued with Dennis Dycus' presentations <em>If it Was a Snake it Would'a Bit You! Why Auditors Fail to Detect Fraud</em> and <em>Do You Trust Your Gut? How We Communicate Subconsciously</em>; D. Scot Loyd presented two sessions on <em>KMAAG Nuts & Bolts</em>; and Al Anderson provided an update on FASB and COSO.</p> <p><img class="justified_center" style="width: 537px; height: 363px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/GNPAA/22_dennis_dycus.jpg" alt="Dennis Dycus" width="749" height="489" /></p> <p>Grant L. Simmons, US Government and Accountability Office, traveled to Kansas with the new Green Book - <em>Standards for Internal in the Federal Government</em>. And conference Chair, Shelly Hammond, concluded with an uncovering of issues in peer reviews of singles audits.</p> <p>Harley Schlotterbeck, KSCPA member since 1989, was recognized for his committment and loyalty to the KSCPA. Mr. Schlotterbeck has attended the Governmental Nonprofit Accounting and Assurace Conference continuously for over 20 years.</p> <p><img class="justified_center" style="width: 252px; height: 290px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/GNPAA/24_danielle_and_harley.jpg" alt="Harley" width="459" height="500" /></p> <p>This year's Governmental Nonprofit Accounting and Assurance Conference was a delightful success, with record attendees viewing via videocast. With continued commitment to attracting the nation's best speakers, the KSCPA professional development season is off to a great start.</p> <p> </p> <p> </p> <p> </p> Tue, 09 Jun 2015 12:00:00 EDT Don’t Fight Over Finances! http://www.kscpa.org/about/news/822-dont_fight_over_finances http://www.kscpa.org/about/news/822-dont_fight_over_finances <h2>Don’t Fight Over Finances! </h2> <p>When couples argue, what are they most likely to fight about? You might not be surprised to learn that, <a href="http://journalofaccountancy.com/news/2012/may/20125634.html" target="_blank">according to a Harris Interactive survey on behalf of the American Institute of CPAs</a>, money is the top reason for a marital spat, one that causes disagreements far more frequently than other critical issues. Since dollars and cents are so important to the health of any marriage, the Kansas Society of CPAs offers these do’s and don’ts to help keep couples from falling out over finance.</p> <p><strong>Don’t Keep Financial Secrets</strong></p> <p>An amazing 75% of spouses say they’ve kept a financial secret from their partner, an American Express survey found. When one spouse has a rock-bottom credit score and a maxed out credit card, it’s not just an embarrassing secret, however. It’s also a problem that will have a significant impact on the couple’s ability to get the credit they need to buy a house or car or to make other purchases. If they are offered credit, they will likely pay a higher interest rate because of that credit history. Before they marry, couples should have an honest discussion about their individual financial situations so they can make realistic plans for the future. And those plans should certainly include a strategy for paying down any outstanding debt and building a good credit record, if necessary. If you have any financial skeletons in your closet, speak up early so you and your partner can begin to tackle the problem immediately.</p> <p><strong>Do Set Some Ground Rules</strong></p> <p>One spouse likes to spend first and ask questions later, while the other carefully plans ahead for each expenditure. It’s easy to see how these two could drive each other crazy, but if your approaches to money are very different there are steps you can take to find some common ground.  If you don’t already prepare a monthly budget together, this simple exercise can help you review how much income you have coming in, how much you spend on necessities (such as rent or mortgage, car loan, food, etc.) and the discretionary income that’s left. You can then work together to decide how you’ll spend your spare cash. That discussion should include decisions about long- and short-term savings, as well as indulgence money you can use for vacations, luxuries and impulse purchases. Even when couples have different approaches to money, regular budgeting and an ongoing conversation about finances can help minimize misunderstandings and quarrels. A good general rule: The budget should include a set amount of money for each partner to spend every month however he or she wishes. That gives both spouses some freedom without breaking the budget.</p> <p><strong>Do Share the Burden</strong></p> <p>Handling the family finances can feel like a chore, but it’s easier if you split the responsibility. For example, one person can pay the bills as they come in, while the other reconciles the bank statement at the end of the month. That can help make money management less of a burden and help give each spouse a good sense of how the money is being spent and whether financial goals are being achieved. Since every couple’s financial circumstances change over time, it’s a great idea to set aside a regular time, at least monthly, to revisit your situation and determine how it affects your budget and goals.</p> <p><strong>Consult Your Local CPA</strong></p> <p>Sometimes it can help to have a third party opinion when it comes to opposing financial approaches. A CPA can offer objective advice to help clarify your financial situation and give you greater confidence in your decisions. Turn to your local CPA with all your financial questions.</p> <p>Copyright 2015 The American Institute of Certified Public Accountants. </p> Fri, 05 Jun 2015 12:00:00 EDT KSCPA Value Proposition Survey - Results http://www.kscpa.org/about/news/821-kscpa_value_proposition_survey-results http://www.kscpa.org/about/news/821-kscpa_value_proposition_survey-results <p>Last week, the KSCPA sent out a survey to its 2,700 members to ascertain the importance of the various value propositions available through the KSCPA. The demographics collected included size of organization, gender, and type of industry. These variables did not contribute to the differences in responses.</p> <p><a class="file pdf" style="font-size: 14px; line-height: 1.5;" href="/writable/files/2015/value_proposition_survey.pdf">KSCPA Value Proposition Survey Results</a></p> <p><img src="/writable/images/News/2015NewsImages/valueprop.jpg" alt="Value Prop" width="577" height="327" /></p> Fri, 05 Jun 2015 12:00:00 EDT KSCPA A&A Task Force Responds to FAF Request for Comment on PCC http://www.kscpa.org/about/news/820-kscpa_a_a_task_force_responds_to_faf_request_for http://www.kscpa.org/about/news/820-kscpa_a_a_task_force_responds_to_faf_request_for <p>Dear Trustees:</p> <p>We are appreciative of the opportunity to provide feedback to the Financial Accounting Foundation with respect to the Private Company Council (PCC) and its activities over the past several years.  The following comments are presented on behalf of the Accounting and Assurance Task Force of the Kansas Society of CPAs, a 2,700 member strong association.  Our comments are identified by the specific questions in the Request for Comment.</p> <ul> <li><em>A primary responsibility of the PCC has been to review and propose GAAP alternatives that will sufficiently address the needs of users of private company financial statements.  Do you believe that the PCC has been successful in proposing alternatives within GAAP that addresses the needs of users of private company financial statements?  Please elaborate.</em></li> </ul> <p>In general we believe the PCC has been successful is addressing some of the larger issues (and more costly issues) faced by many private company financial statement users (largely owners and banks).  There are likely instances were further progress could have been made but many private company owners have expressed appreciation for some of the cost saving measures now available to them while maintaining an appropriate, relevant and informative financial statement presentation. </p> <p>We encourage the PCC, the FAF, the FASB and other interested parties to continue to develop education tools, implementation guidance and other resources that practitioners and business owners can utilize to better understand the alternatives, the ramifications of any changes and differences between electing the alternatives or not.  When alternative accounting treatments are presented, it can create possible confusion.  Therefore, robust tools and education should continue to be a part of any past and proposed alternatives.</p> <ul> <li><em style="font-size: 14px; line-height: 1.5;">Do you believe the PCC’s review of areas of existing GAAP that require reconsideration for private companies (referred to as the “look-back” phase) is complete or almost complete?  Please elaborate on what will indicate that the look-back phase (for existing GAAP) is complete.</em></li> </ul> <p>It is somewhat difficult to conclude that the “look-back” phase is complete as we are unsure to what extent the PCC has evaluated and deliberated on all existing standards.  The PCC has addressed several of the more “discussed” issues of concern to private company stakeholders, but there are likely others (specifically fair value, compensation issues, and pensions).  There are likely disclosure requirements that could also be evaluated (fair value, pensions, etc.).  Finally, with some of the alternatives only recently being available through the PCC process, we are not completely confident that these alternatives have been properly evaluated via a post implementation review.  There may be a need for the PCC to revisit the current alternatives in a post implementation review to ensure continued appropriateness, usefulness, etc.</p> <ul> <li><em style="font-size: 14px; line-height: 1.5;">Another key responsibility for the PCC is to serve as FASB’s primary advisory body on the appropriate treatment for private companies on issues that the FASB is actively considering.  Do you believe the PCC has been effective in assisting the FASB in its standard setting process for active projects?  Please explain.</em></li> </ul> <p>We understand that the PCC is now much more involved with the standard setting process from the beginning and through the deliberations, etc.  However, it is unclear as to how active the PCC has been with the standard setting process as the transparency of comments, interactions, etc. between the PCC and the FASB could use additional clarity.  We appreciate that the PCC’s involvement in the standard setting process has now injected the private company sector’s prospective on potential standards changes, and we believe the PCC’s “seat at the table” has recently changed the mindset of the FASB somewhat to better incorporate concerns from the private company sector.  This inclusion has likely led to significant cost savings within the private sector and should continue to yield cost savings while maintaining a high level of reporting.</p> <ul> <li><em style="font-size: 14px; line-height: 1.5;">What improvements, if any, are needed to ensure the PCC is an effective advisory body to the FASB on issues that the FASB is actively considering?</em></li> </ul> <p>One of the most important aspects for the PCC to focus on is that its members are right members who are actively engaged in the process on behalf of the private company sector. Continued outreach from the PCC should be a priority to ensure the members are connected to the issues being dealt with by stakeholders.  Further, continued communications and clarity of the PCC’s actions should be encouraged.  Finally, we would encourage the PCC to continue to seek out a member from the smaller strata of the private sector to ensure a representative Council of the private sector.</p> <ul> <li><em style="font-size: 14px; line-height: 1.5;">Since the establishment of the PCC, do you believe that the FASB has been appropriately responsive to the needs of private companies and the recommendations of the PCC?</em></li> </ul> <p>We believe the establishment of the PCC, the accomplishments to date of the PCC and the willingness of the FASB to work with the PCC on past standards as well as future standards demonstrates that there has been an appropriate response to some of the needs of private companies.  We encourage the FASB to continue to closely work with the PCC to ensure continued evaluation of future standards and the impact on private companies.  There is currently a lot of momentum around the different needs for private companies and the loss of that momentum would be disappointing.</p> <ul> <li><em style="font-size: 14px; line-height: 1.5;">Do you believe that future changes to the standard-setting process for private companies are warranted?  Please elaborate.</em></li> </ul> <p>We have mentioned a few suggestions in responses to other questions above.  Specifically, we encourage continued and robust outreach from the PCC.  There are numerous organization and bodies that are specifically working on behalf of private companies that would be good resources (such as IMA, TIC, PCPS, state societies, etc.).  In addition, we believe the PCC should continue to evaluate complex topics on behalf of private companies including, investments (fair value), pensions (and related disclosures), and leases.  Further, there is still a perception that SEC and PCAOB regulation trickle down could continue to be an issue to be addressed in the future.  Therefore, the PCC needs to maintain diligence and stay active in the standard-setting process from a proactive basis to ensure ramifications to private companies are considered.</p> <ul> <li><em style="font-size: 14px; line-height: 1.5;">Do you have any suggestions regarding changes to the size, composition, term length or responsibilities of the PCC?</em></li> </ul> <p>We believe staggered rotation is appropriate to ensure fresh ideas and perspectives without losing any built up institutional knowledge and experience.  We also feel the current size of the PCC is adequate and likely should not decrease.  However, if the work load goes up with additional involvement from PCC members in the standard setting process, it may be necessary to increase the number of members; but at this time, there isn’t a clear need for change.  We continue to encourage the PCC to engagement members from all “strata” of the private company sector including representation from various types of users (regional banks, private company owners or governance, internal and external auditors, etc.).</p> <ul> <li><em style="font-size: 14px; line-height: 1.5;">When the Trustees established the PCC in 2012, the Trustees envisioned that their existing Standard-Setting Process Oversight Committee would assume the oversight responsibilities for the PCC after three years.  Is there a reason that the Standard-Setting Process Oversight Committee should not assume the responsibilities in 2016?</em></li> </ul> <p>This transition should not be a problem as long as the oversight committee consists of members with a high level of experience within the private sector.  The lack of private sector experience within the oversight committee would be counter to the intent of the current process.  Further, we feel it is important for the oversight committee to maintain some level of transparency so that stakeholders can maintain confidence in the continued processes of the PCC.</p> <ul> <li><em style="font-size: 14px; line-height: 1.5;">What is your reaction to the possible improvements included in the prior section?</em> </li> </ul> <p>We agree with the possible improvements mentioned in conjunction with our comments mentioned above.</p> <ul> <li><em style="font-size: 14px; line-height: 1.5;">What other improvements to the PCC or its process would you suggest?</em></li> </ul> <p>We would continue to encourage the PCC and FASB to work expeditiously in the standard setting process to ensure timely standards.  We have no further comments other than those noted above.</p> <p>Again, thank you for the opportunity to comment on the activities of the PCC and its interactions with the FASB.  We welcome any questions or feedback from the FAF or the PCC as they continue to refine the standard setting process for private company financial statement users.</p> <p>Sincerely,</p> <p>M. Aron Dunn, Chair</p> <p>KSCPA A&A Task Force </p> Thu, 14 May 2015 12:00:00 EDT Techniques to Improve Learning by Randy Johnston, K2 Enterprises http://www.kscpa.org/about/news/819-techniques_to_improve_learning_by_randy_johnston_k2 http://www.kscpa.org/about/news/819-techniques_to_improve_learning_by_randy_johnston_k2 <p><img class="justified_left" style="float: left;" src="/writable/images/News/2015NewsImages/1694c53.jpg" alt="Randy Johnston" />As accountants, one of the privileges we have is to be a continuous learner. We take classes and read articles to keep our skills current, all to put us in the best position to help our firm and/or our clients. While there is debate if 40 hours of CPE is enough educational exposure with more profitable organizations requiring 60 to 80 or more CPE hours, it is clear that the right type of learning on the right type of topic is helpful. While selecting the right topics are important, the method of delivery also affects the amount of learning that will take place.</p> <h3>Randy Johnston, CPA</h3> <p> </p> <p>This year’s recently completed 2015 Accounting Firm Operations and Technology Survey by Network Management Group, Inc. and Insight Research continued to highlight the need for training for accountants. A number of our state Society members participated in this national survey. Survey question 15 asked about the amount of time spent on training staff, and 63.2% of all firms spent <strong>zero</strong> time! The amount of training at the firm level in 2015 dropped to 3.2% from 6.0% in 2014. Notably, firms of 11 people and more spent around 5% of their time in training, where smaller organizations spent 4%. In question 19 of the survey, training was the <strong>top</strong> technology challenge in 5.6% of all firms responding. As a possible explanation of this top challenge, 17% of all respondents named training as their most annoying technology challenge. So how can we train effectively without getting annoyed about training? Understanding that people learn in different ways is a great place to start.</p> <p><strong>What Are The Main Learning Models?</strong></p> <p>There are currently many models on the types of learning styles, but two similar models are the most popular. First, a learning modality model from Barbe, Swassing, and Milone (1979) claims there are three main types of learning styles: auditory, visual, and kinesthetic. Most people learn best through a combination of the three types of learning styles, but everybody is different. Although most people use a combination of the three learning styles, they usually have a clear preference for one. Knowing and understanding the types of learning styles is important for learners of any age. The three types of learning styles include:</p> <ul> <li>Auditory Learners: Hear</li> <li>Visual Learners: See</li> <li>Kinesthetic Learners: Touch</li> </ul> <p>Auditory learners would rather listen to things being explained than read about them. Reciting information out loud and having music in the background is common. Other noises may become a distraction resulting in a need for a relatively quiet place. Visual learners learn best by looking at graphics, watching a demonstration, or reading. For them, it’s easy to look at charts and graphs, but they may have difficulty focusing while listening to an explanation. Kinesthetic learners process information best through a “hands-on” experience. Actually doing an activity can be the easiest way for them to learn. Sitting still while learning may be difficult, but writing things down makes it easier to understand. By the way, most accountants are kinesthetic learners.</p> <p>A second popular model says we learn through different techniques according to the model of multiple intelligences from Howard Gardner of Harvard (1991). When content is provided to your team members, you should recognize that accountants have different learning styles according to the multiple intelligence model. Your methodology should include one or more of the learning styles to achieve maximum effectiveness. This includes:</p> <ul> <li>Visual (spatial): You prefer using pictures, images, and spatial understanding.</li> <li>Aural (auditory-musical): You prefer using sound and music.</li> <li>Verbal (linguistic): You prefer using words, both in speech and writing.</li> <li>Physical (kinesthetic): You prefer using your body, hands and sense of touch.</li> <li>Logical (mathematical): You prefer using logic, reasoning and systems.</li> <li>Social (interpersonal): You prefer to learn in groups or with other people.</li> <li>Solitary (intrapersonal): You prefer to work alone and use self-study.</li> </ul> <p>Gardner says that these differences "challenge an educational system that assumes that everyone can learn the same materials in the same way and that a uniform, universal measure suffices to test student learning. Indeed, as currently constituted, our educational system is heavily biased toward linguistic modes of instruction and assessment and, to a somewhat lesser degree, toward logical-quantitative modes as well." How can you provide the learning content needed in an interesting way that satisfies the multiple intelligences model? One statistic of note about the most preferred ways to learn from Question 85 of the 2nd Annual Accounting Firm Operations and Technology Survey is that the top sources of learning include: educational webinars (36.1%), from my peers (31.3%), and Industry Events I attend in person (29.8%). There are assessment tools that measure learning styles as well as one from K2 Enterprises and this state society that measures technical competencies in tools like Microsoft Excel.</p> <p><strong>So What Do We Do About Learning?</strong></p> <p>Choose content that is relative to the tasks that need completed and a delivery method that fits the learning style. Consider the needs of the organization and the individual and make a learning plan that includes a career ladder. Provide the course work during a time that the individual is most effective at learning. Consider one on one coaching for the busiest of your team members, particularly for tactical “how-to” tasks. Ask them to simply keep a list of questions and structure the learning on how to resolve these specific problems. Always have orientation learning for any new product such as Windows or Microsoft Office, or an upgrade to your core application. Ask your team questions about where time is wasted, which processes are time consuming, about areas of confusion or topics that need clarity. Put yourself and your team in the habit of asking how can you do something the best and what is the most effective way to do it? When you gain the habit of using the Kipling questions of asking:</p> <ul> <li>Who is it about?</li> <li>What happened?</li> <li>When did it take place?</li> <li>Where did it take place?</li> <li>Why did it happen?</li> <li>How did it happen?</li> </ul> <p>You will have a much stronger view of what is needed to improve your learning process.</p> Fri, 08 May 2015 12:00:00 EDT KSCPA Spring Leadership Summit with Special Guest Tommye Barie, CPA, AICPA Chair http://www.kscpa.org/about/news/818-kscpa_spring_leadership_summit_with_special_guest http://www.kscpa.org/about/news/818-kscpa_spring_leadership_summit_with_special_guest <p><br /><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0187.jpg" alt="7" width="399" height="393" /></p> <p>On May 6, 2015, Tommye Barie, CPA, AICPA Chair visited the KSCPA offices in Topeka, KS to present a Professional Issues Update. Members were invited to view Tommye's update via videocast, and over 150 registered to learn about issues related to the future of learning, diversity and inclusion, and audit and regulations, among others. </p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0086.jpg" alt="1" width="230" height="342" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0095.jpg" alt="2" width="262" height="289" /></p> <p>Following the Professional Issues Update, the KSCPA Board of Directors hosted Tommye at the Kansas Statehouse for a Legislative Update with Marlee Carpenter. Jim Clark, Kansas Secretary of Administration and past President of the KSCPA, visited to discuss the history and current renovations of the Statehouse. </p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0100.jpg" alt="3" width="525" height="333" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0104.jpg" alt="4" width="207" height="327" /></p> <p style="text-align: center;"><img class="justified_center" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0112.jpg" alt="5" width="293" height="441" /></p> <p style="text-align: left;">KSCPA member and newly-elected Kansas Insurance Commissioner, Ken Selzer, provided a tour and brief history of his office - the former Women's Club of Topeka - and explained the role he plays in protecting the people of Kansas as it pertains to personal or professional insurance services received.</p> <p style="text-align: left;"><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0198.jpg" alt="6" width="482" height="323" /></p> <p style="text-align: left;">The day concluded with the KSCPA Board of Directors meeting, led by Chair Michelle Schneider, CPA, Principal with Adams, Brown, Beran & Ball, Chtd. in Great Bend. </p> <p style="text-align: left;"><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0203.jpg" alt="8" width="504" height="233" /></p> <p style="text-align: left;"><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0217.jpg" alt="8" width="263" height="391" /></p> <p style="text-align: left;"><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0227.jpg" alt="9" width="262" height="380" /></p> <p style="text-align: left;"><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/TommyeBarieSpringLeadership/dsc_0213.jpg" alt="10" width="523" height="295" /></p> <p style="text-align: left;"> </p> <p style="text-align: center;"> </p> Fri, 08 May 2015 12:00:00 EDT KSCPA Members Wild About Andy Biebl at the Agricultural Taxation Workshop http://www.kscpa.org/about/news/817-kscpa_members_wild_about_andy_biebl_at_the http://www.kscpa.org/about/news/817-kscpa_members_wild_about_andy_biebl_at_the <p>On May 5, 2015, Andy Biebl, CPA, Partner, CliftonLarsonAllen, LLP, returned to Salina, KS and led the KSCPA Agricultural Taxation Workshop. This year, in-person attendance was sold-out, and a record number of attendees participated via videocast. </p> <p>The Agricultural Taxation Workshop informed practitioners how to recognize unique opportunities and pitfalls impacting taxpayers in the agriculture industry. And provided tax professionals a forum to discuss current issues affecting their farm and ranch clients.</p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/AgTaxWorkshop/dsc_0016.jpg" alt="2" width="528" height="358" /></p> <p style="text-align: center;"><strong style="font-size: 14px; line-height: 1.5;">"They don't get any better than ANDY BIEBL! He is excellent! </strong><strong style="font-size: 14px; line-height: 1.5;">It was a privilege to be in his session."</strong></p> <p style="text-align: center;"><strong>"Rolling Hills is a nice facility, and the location is extremely convenient. Andy is a professional and great presenter. Overall, a very positive experience!"</strong></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/AgTaxWorkshop/dsc_0030.jpg" alt="3" width="533" height="267" /><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/AgTaxWorkshop/dsc_0062.jpg" alt="4" width="534" height="308" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/AgTaxWorkshop/dsc_0056_copy1.jpg" alt="4" width="533" height="312" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/AgTaxWorkshop/dsc_0054.jpg" alt="5" width="537" height="364" /></p> <p> </p> Fri, 08 May 2015 12:00:00 EDT Tips for Couples on Managing Social Security Benefits http://www.kscpa.org/about/news/816-tips_for_couples_on_managing_social_security http://www.kscpa.org/about/news/816-tips_for_couples_on_managing_social_security <h2>Tips for Couples on Managing Social Security Benefits</h2> <p><strong>Get the Timing Right<br /></strong></p> <p>Whether you’re planning as a couple or an individual, it’s important to understand how the timing of your retirement will affect how much you receive. Anyone who qualifies can begin to collect Social Security as early as age 62, but you will only receive your full benefit if you postpone taking it until your full retirement age, which will vary based on when you were born. If, like anyone born in 1960 or later, your full retirement age is 67, then your benefit would be reduced by about 30% throughout your lifetime if you begin collecting benefits at age 62, for example. If you were born in 1943 or later, you can also increase the size of your benefit by 8% for every year you delay receiving benefits past full retirement age, up to age 70. As a result, your current financial situation and your health may have an impact on when it’s best to start taking benefits. And for married couples, there may be even more factors to consider.</p> <p><strong>Use the Spousal Benefit Wisely</strong></p> <p>Whether you have worked or not, you may qualify to receive benefits based on your spouse’s earnings. The amount you might receive will be based on whether you’ve hit full retirement age and whether you’re eligible for any benefits based on your own work history. Keep in mind that each member of a couple will have a different income history and will hit full retirement age at different times. As a result, couples can use some careful planning to maximize the benefits they receive. For example, one spouse can apply for retirement benefits when he or she hits full retirement age and then request to have payments suspended. In the meantime, the other one can begin taking spouse’s benefits, enhancing the couple’s income. This enables one spouse to receive benefits while the other spouse continues to earn delayed retirement credits. Your CPA can help fully explain your options for making the most of your benefits. </p> <p><strong>Understand the Rules on Divorce</strong></p> <p>Are you divorced but your marriage lasted at least 10 years? You may be surprised to hear that you can receive benefits on your ex-spouse’s record. (There will be no impact on your ex’s benefits if you do.) If the union lasts any less time than that, however, you’re not eligible for any benefits as an ex. For those who do qualify, it’s possible to receive one-half of your ex-spouse’s full retirement benefit, as long as you start receiving benefits at your full retirement age and your own Social Security benefit is less than what you would receive based on your ex-spouse’s record. If you have reached full retirement age, you can begin taking benefits as an ex-spouse first, though, and delay your own benefits until a later date.  Did you get hitched a second time? Then you’re no longer eligible for the first spouse’s benefits, unless you’re no longer married when you make your claim.</p> <p><strong>Consult Your CPA</strong></p> <p>You’ve worked hard to earn your Social Security benefits and you want to use them to ensure a secure retirement. Your local CPA can help. Be sure to turn to him or her with all your financial concerns.</p> <div> <div> <p>Copyright 2015 The American Institute of Certified Public Accountants. </p> </div> <div> </div> </div> Fri, 01 May 2015 12:00:00 EDT KSCPA Metro Chapter Celebrates the End of Busy Season http://www.kscpa.org/about/news/815-kscpa_metro_chapter_celebrates_the_end_of_busy http://www.kscpa.org/about/news/815-kscpa_metro_chapter_celebrates_the_end_of_busy <p>Members of the KSCPA Metro Chapter joined together to celebrate the end of busy season. Attendees enjoyed cocktails and a generous spread of appetizers on the breezy patio of Talk of the Town in Leawood, KS. </p> <p>This yearly event allows the Metro Chapter members the opportunity to unwind and network after months of hard work. Conversations included both business and play, as many discussed family vacations and new business ventures. </p> <p>Metro Chapter members are looking forward to their annual Royals game social in September. This year's festivities will include the new KSCPA <em><strong>"20 up to 40"</strong></em> Leadership Program participants. </p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0566.jpg" alt="MCHH" width="523" height="393" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0539.jpg" alt="MCHH" width="516" height="288" /></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0543.jpg" alt="MCHH" width="239" height="414" /></p> <p style="text-align: center;"><img class="justified_center" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0542.jpg" alt="MCHH" width="504" height="342" /></p> <p style="text-align: center;"><img class="justified_center" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0563.jpg" alt="MCHH" width="267" height="401" /></p> <p style="text-align: center;"><img class="justified_center" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0556.jpg" alt="MCHH" width="338" height="327" /></p> <p style="text-align: center;"><img class="justified_center" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0549.jpg" alt="MCHH" width="398" height="393" /></p> <p style="text-align: center;"><img class="justified_center" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0569.jpg" alt="MCHH" width="264" height="388" /></p> <p style="text-align: center;"><img class="justified_center" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0529.jpg" alt="MCHH" width="492" height="411" /><img class="justified_center" src="/writable/images/News/2015NewsImages/MetroChapterHappyHour/dsc_0552.jpg" alt="MCHH" width="509" height="341" /></p> Fri, 01 May 2015 12:00:00 EDT Skyscapes Snapshot for the Week of April 20th http://www.kscpa.org/about/news/814-skyscapes_snapshot_for_the_week_of_april_20th http://www.kscpa.org/about/news/814-skyscapes_snapshot_for_the_week_of_april_20th <p>Full interactive <a class="file pdf" href="/writable/files/2015/Skyscapessnapshot/skyscapes_snapshot_04_24_15.pdf">Skyscapes Snapshot</a></p> <p><img class="justified_center" style="width: 410px; height: 504px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/SkyscapesSnapshot/skyscapes_snapshot_04_24_15.jpg" alt="Skyscapes Snapshot" width="403" height="515" /></p> Fri, 24 Apr 2015 12:00:00 EDT KSCPA Announces New Format for Member Value Days - October 27-28, 2015 http://www.kscpa.org/about/news/813-kscpa_announces_new_format_for_member_value http://www.kscpa.org/about/news/813-kscpa_announces_new_format_for_member_value <p>The KSCPA is pleased to announce the traditional fall professional issues update, annual meeting, and leadership summit is taking on a new form for 2015. It's exciting, it's fun, and it connects CPAs with those who want to be CPAs.</p> <p><a class="file pdf" href="/writable/files/2015/ProfessionalDevelopmentFiles/member_value_day_schedule_of_events_october_2015.pdf">Click here for Member Value Days 2015 Schedule</a></p> <p><img class="justified_center" style="width: 493px; height: 272px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/graphic_for_website_member_value_day.jpg" alt="Member Value Days 2015" width="750" height="431" /></p> Thu, 23 Apr 2015 12:00:00 EDT New Book on Equity Analysis and Portfolio Management by Washburn Professor Dr. Robert A. Weigand http://www.kscpa.org/about/news/812-new_book_on_equity_analysis_and_portfolio http://www.kscpa.org/about/news/812-new_book_on_equity_analysis_and_portfolio <h4>Courtesy of Wiley Publications:</h4> <p><img class="justified_center" style="width: 211px; height: 236px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/untitled_copy3.png" alt="Wiley" width="298" height="428" /></p> <p style="text-align: center;">Order your copy <a href="http://www.wiley.com/WileyCDA/WileyTitle/productCd-1118630912.html" target="_blank">HERE</a></p> <p>From asset allocation to modeling the intrinsic value of a stock, <em>Applied Equity Analysis and Portfolio Management + Online Video Course</em> offers readers a solid foundation in the practice of fundamental analysis using the same tools and techniques as professional investors. Filled with real-world illustrations and hands-on applications, Professor Weigand's learning system takes a rigorous, empirical approach to topics such as analyzing the macro-finance environment, sector rotation, financial analysis and valuation, assessing a company's competitive position, and reporting the performance of a stock portfolio.</p> <p>Unlike typical books on this subject—which feature chapters to read and exercises to complete—this resource allows readers to actively participate in the learning experience by completing writing exercises and manipulating interactive spreadsheets that illustrate the principles being taught. The learning system also features instructional videos that demonstrate how to use the spreadsheet models and excerpts from the author's blog, which are used to depict additional examples of the analysis process. Along the way, it skillfully outlines an effective approach to creating and interpreting outputs typically associated with a top-down money management shop — including a macroeconomic forecasting newsletter, detailed stock research reports, and a portfolio performance attribution analysis.</p> <ul> <li>Covers topics including active and passive money management, fundamental analysis and portfolio attribution analysis</li> <li>Companion streaming videos show how to use free online data to create yourown analyses of key economic indicators, individual stocks, and stock portfolios</li> <li>A valuable resource for universities who have applied equity analysis and portfolio management courses</li> </ul> <p>Practical and up-to-date, the book is an excellent resource for those with a need for practical investment expertise.</p> Wed, 22 Apr 2015 12:00:00 EDT The Case for Emotional Intelligence http://www.kscpa.org/about/news/811-the_case_for_emotional_intelligence http://www.kscpa.org/about/news/811-the_case_for_emotional_intelligence <h2 dir="ltr">The Case for Emotional Intelligence</h2> <h3 dir="ltr">By Gary Hunt, OSCPA communications manager</h3> <p dir="ltr">The importance of emotional intelligence crystallized in Tony Gay’s mind several years ago when he was working with a national hardware chain.</p> <p dir="ltr">As a part of the consulting project, Gay was brought aboard to help the company consolidate its spreadsheet. The company at the same time was looking to improve the culture of its IT department.</p> <p dir="ltr"><img class="justified_center" style="width: 163px; height: 204px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/untitled.png" alt="Tony Gay" width="223" height="326" /></p> <p style="text-align: center;" dir="ltr"><strong>Tony Gay, President and CEO of Business Leadership Solutions, Inc</strong></p> <p dir="ltr">“The environment was very top down,” Gay said. “It was an older factory style, where managers were in charge, and there was very little interaction up and down the chain.”</p> <p dir="ltr">The consultants made a case to that company for how emotional intelligence could impact the bottom line. They laid out a plan and put employees through a training program.</p> <p dir="ltr">“Based on the data, we had 22% improvement in that business unit,” Gay said. The improvement was manifested in fewer work days lost to illness, fewer help desk tickets and quicker resolution of ones that were submitted.</p> <p dir="ltr">“There was definitely much better employee engagement.” Gay said. “The employees really felt the company was interested in them as individuals, that the company was concerned about their growth both personally and professionally.</p> <p dir="ltr">“To me, that really set off a light bulb, and from that point forward, I really started to learn more about emotional intelligence.”</p> <p dir="ltr">Continue reading article<a href="http://www.ohiocpa.com/news-interests/news/2015/03/24/the-case-for-emotional-intelligence" target="_blank"> HERE.</a></p> <p dir="ltr">If you are interested in learning more about how IQ and EQ connect, attend the<strong> <a href="/professional_development/course/BUSIND15/business_industry_conference">KSCPA Business & Industry Conference on June 22, 2015</a></strong> at the Hyatt Regency in Wichita, KS. This year’s theme, <strong><em>“Connecting Intuition to Intelligence,”</em></strong> is recognition that the ability to think critically with both an IQ and an EQ is essential to success in today’s business world. Management relies on the finance area to solve diverse problems, from finance and human resources to information systems and change management. Dotty Harpool’s session on <em>“Emotional Intelligence in the Workplace”</em> expands participants awareness beyond the usual technical knowledge, and Toby Groves continues later in the day with “<em>Dynamic Thinking: Brain Power for CPAs and Accountants.”</em></p> <p dir="ltr"> </p> Wed, 22 Apr 2015 12:00:00 EDT FAF/FASB/GASB Strategic Plan http://www.kscpa.org/about/news/809-faf_fasb_gasb_strategic_plan http://www.kscpa.org/about/news/809-faf_fasb_gasb_strategic_plan <p><span>The Financial Accounting Foundation (FAF), the Financial Accounting Standards Board (FASB), and the Governmental Accounting Standards Board (GASB), working jointly, have developed a strategic plan to articulate the long-range vision and mission of each of the groups and the organization collectively. </span><br /><span>This plan represents an evolution and a refinement of previous plans and mission statements developed by the groups. The language and content will be familiar to those who have followed the work of the FAF, the FASB, and the GASB.</span></p> <p><span>The FAF is the independent, private-sector, not-for-profit organization responsible for establishing and improving financial accounting and reporting standards for companies—both public and private, not-for-profit organizations, and state and local governments. The FAF comprises the FAF Board of Trustees, two standard-setting Boards (the FASB and the GASB), and the FAF management team.</span></p> <p><span>The strategic plan affirms the discrete, individual roles of the groups comprising the FAF, while describing the overarching vision and mission that we share. The plan recognizes that the FASB and the GASB are solely responsible for developing and establishing financial accounting and reporting standards. The plan also recognizes that the role of the FAF management team is to provide strategic counsel and services that support the mission, activities, and independence of the FASB and the GASB. The FAF Trustees are responsible for overall governance of the FAF, oversight of the FASB and the GASB, and for protecting the independence of the standard-setting process, while also respecting that independence.</span><br /><br /><span>Together, the FASB, the GASB, and the FAF management, according to their specific roles, work to achieve their collective objective of developing the highest-quality financial accounting standards—standards that promote financial reporting that provides investors, lenders, taxpayers, public officials, and other users of financial statements with a clear understanding of the financial performance and position of companies—both public and private; not-for-profit organizations; and state and local governments. The plan recognizes that a second critical element of our collective mission is to foster better understanding among stakeholders—those who use, prepare, and audit financial statements—as to how those standards should be applied and implemented. </span><br /><br /><span>The strategic plan also describes four goals that, if achieved, will enable the FASB, the GASB, the FAF Trustees, and the FAF management to realize our collective vision and fulfill our collective mission:</span></p> <ul> <li>Practicing and promoting continued excellence in standard setting</li> <li>Demonstrating a commitment to leadership in standard setting</li> <li>Building and maintaining trust with stakeholders</li> <li>Promoting public discourse on current and future financial reporting issues</li> </ul> <p><span>A full discussion of the vision, the mission, and the supporting goals can be found </span><a href="http://www.accountingfoundation.org/cs/ContentServer?c=Document_C&pagename=Foundation%2FDocument_C%2FFAFDocumentPage&cid=1176165920376" target="_blank">within the final Plan</a><span>.</span></p> Fri, 10 Apr 2015 12:00:00 EDT Want to Verify a CPA Certificate or License? Check CPAverify.org http://www.kscpa.org/about/news/808-want_to_verify_a_cpa_certificate_or_license_check http://www.kscpa.org/about/news/808-want_to_verify_a_cpa_certificate_or_license_check <p><span style="color: #000000; font-family: Times New Roman; font-size: medium;"> <img src="/writable/images/Logos/nasba-logo.gif" alt="NASBA" /><br /></span></p> <p>National Association of State Boards of Accountancy</p> <p><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;"><span style="color: #000000;">NASHVILLE, Tenn., April 9, 2015 – In January, Certified Public Accounting reached a milestone among regulated professions. CPAverify.org—a national registry of CPAs—integrated data from the 50th State Board of Accountancy. As a result, the public database now houses CPA license information for over 97% of the world’s CPAs, marking an unprecedented degree of data sharing between state regulatory boards. </span></span></p> <p> </p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;"><span style="color: #000000;">CPAverify.org is a free service available to the public for quickly searching one website to determine if a person or firm is licensed to practice public accounting. License issue dates, license status and other details are included for all records. CPAverify.org is the public-facing version of the Accountancy Licensee Database (ALD), which is the original database formed for internal use by Board regulators. </span></span></p> <p> </p> <p><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;"><span style="color: #000000;">The ALD and CPAverify.org are managed by the National Association of State Boards of Accountancy (NASBA). Out of 55 total Boards of Accountancy, integrating data from 50 of those boards distinguishes the accounting regulators as having one of the most accelerated data-sharing programs among state-regulated professions. </span></span></p> <p> </p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;"><span style="color: #000000;">Since 2004, NASBA has worked directly with its member Boards of Accountancy to build the national database, navigating the needs and interests of each board’s budget, individual data formats, technical constraints, policies, and security concerns. But the impetus for building the registry, according to Elizabeth Stanton, NASBA’s Manager of the ALD and CPAverify.org, has been the progressive thinking of Accountancy Board members and staff. “They saw the potential public benefit in sharing their data at a time before ‘the cloud’ was even a thing people talked about,” she said.  </span></span></p> <p> </p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;"><span style="color: #000000;">“The ALD is our one-stop resource to verify whether out-of-state licensees applying for CPA licensure in California have had any disciplinary action against their license. This information is critical in determining whether to authorize a CPA to offer services to California consumers,” said Patti Bowers, Executive Officer of the California Board of Accountancy. </span></span></p> <p> </p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;"><span style="color: #000000;">Three of the remaining five Boards of Accountancy not currently sharing data with the ALD are actively working on implementations and NASBA is working with the final two boards to overcome remaining obstacles to participation.  </span></span></p> <p style="margin: 0in 0in 0pt;"> </p> <p><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;"><span style="color: #000000;">“With every board that volunteers data, we’re that much closer to providing better information and protection within the accounting profession,” said Caldwell. “It’s a testament to both the power of modern technology and the capacity of government agencies to collaborate for the greater good.” </span></span></p> <p> </p> <p style="margin: 0in 0in 0pt;"><strong><span style="color: #005f99; font-family: 'Helvetica','sans-serif'; font-size: 9pt;">About NASBA </span></strong></p> <p> </p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;"><span style="color: #000000;">Celebrating more than 100 years of service, the National Association of State Boards of Accountancy (NASBA) serves as a forum for the nation’s Boards of Accountancy, which administer the Uniform CPA Examination, regulate more than 700,000 certified public accountants and oversee the practice of public accountancy in the United States.  </span></span></p> <p> </p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;"><span style="color: #000000;">NASBA’s mission is to enhance the effectiveness and advance the common interests of the Boards of Accountancy in meeting their regulatory responsibilities. The Association promotes the exchange of information among accountancy boards, serving the needs of the 55 U.S. jurisdictions.  </span></span></p> <p><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;"><span style="color: #000000;">NASBA is headquartered in Nashville, TN, with satellite offices in New York, NY, and San Juan, PR, and an International Computer Testing and Call Center in Guam. To learn more about NASBA, visit </span><a href="https://t.e2ma.net/click/37een/jkndbg/j0f2lf"><span style="text-decoration: underline;"><span style="color: #0000ff;">www.nasba.org</span></span></a><span style="color: #000000;">. </span></span></p> <p> </p> <table style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="padding: 0in 3.75pt 3.75pt; border: #000000; border-image: none; background-color: transparent;" valign="top"> <table style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="padding: 0in; border: #000000; border-image: none; background-color: transparent;" valign="top"> <table style="margin: auto 4.5pt auto -2.25pt; width: 1%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in; mso-table-rspace: 6.75pt; mso-table-anchor-vertical: paragraph; mso-table-anchor-horizontal: column; mso-table-left: right; mso-table-top: middle;" border="0" cellspacing="0" cellpadding="0" align="right"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="padding: 7.5pt; border: #000000; border-image: none; width: 1%; background-color: transparent;" valign="top" width="1%"> <p style="margin: 0in 0in 0pt; text-align: center;" align="center"><span style="font-family: Times New Roman; font-size: medium;"><img id="_x0000_i1025" style="display: block;" src="http://d31hzlhk6di2h5.cloudfront.net/20150409/51/e4/a7/f1/0c4dd90c73ca3af205d941b8_216x157.jpg" alt="" width="216" height="157" border="0" /></span></p> </td> </tr> </tbody> </table> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">NASHVILLE, Tenn., April 9, 2015 – In January, Certified Public Accounting reached a milestone among regulated professions. CPAverify.org—a national registry of CPAs—integrated data from the 50th State Board of Accountancy. As a result, the public database now houses CPA license information for over 97% of the world’s CPAs, marking an unprecedented degree of data sharing between state regulatory boards. </span></p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">CPAverify.org is a free service available to the public for quickly searching one website to determine if a person or firm is licensed to practice public accounting. License issue dates, license status and other details are included for all records. CPAverify.org is the public-facing version of the Accountancy Licensee Database (ALD), which is the original database formed for internal use by Board regulators. </span></p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">The ALD and CPAverify.org are managed by the National Association of State Boards of Accountancy (NASBA). Out of 55 total Boards of Accountancy, integrating data from 50 of those boards distinguishes the accounting regulators as having one of the most accelerated data-sharing programs among state-regulated professions.  </span></p> </td> </tr> </tbody> </table> </td> </tr> </tbody> </table> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt; display: none; mso-hide: all;"><span style="color: #000000;"> </span></span></p> <table id="block_igucpkpn" style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="padding: 0in; border: #000000; border-image: none; background-color: transparent;" valign="top"> <table style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="background: #ebebeb; padding: 7.5pt; border: #000000; border-image: none;" valign="top"> <table style="margin: auto 4.5pt auto -2.25pt; width: 1%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in; mso-table-rspace: 6.75pt; mso-table-anchor-vertical: paragraph; mso-table-anchor-horizontal: column; mso-table-left: left;" border="0" cellspacing="0" cellpadding="0" align="left"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="padding: 7.5pt; border: #000000; border-image: none; width: 1%; background-color: transparent;" valign="top" width="1%"> <p style="margin: 0in 0in 0pt; text-align: center;" align="center"><span style="font-family: Times New Roman; font-size: medium;"><img id="_x0000_i1026" style="display: block;" src="http://d31hzlhk6di2h5.cloudfront.net/20150409/e4/bd/56/12/1226131d0404d722c438b14f_87x120.jpg" alt="" width="87" height="120" border="0" /></span></p> </td> </tr> </tbody> </table> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">“In a time when the public is talking about how the government should become more streamlined, we’re proud to see the accounting boards ahead of the curve,” said Maria Caldwell, NASBA’s Chief Legal Officer and Director of Compliance Services. “Sharing data through the ALD and CPAverify.org makes the Boards of Accountancy more efficient—saving taxpayer dollars while enhancing their public protection efforts.” </span></p> </td> </tr> </tbody> </table> </td> </tr> </tbody> </table> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt; display: none; mso-hide: all;"><span style="color: #000000;"> </span></span></p> <table id="block_ujnwmmgk" style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;"> <td style="padding: 0in 0in 3.75pt; border: #000000; border-image: none; background-color: transparent;"> </td> </tr> <tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"> <td style="padding: 0in 3.75pt 3.75pt; border: #000000; border-image: none; background-color: transparent;" valign="top"> <table style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="padding: 0in; border: #000000; border-image: none; background-color: transparent;" valign="top"> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">Since 2004, NASBA has worked directly with its member Boards of Accountancy to build the national database, navigating the needs and interests of each board’s budget, individual data formats, technical constraints, policies, and security concerns. But the impetus for building the registry, according to Elizabeth Stanton, NASBA’s Manager of the ALD and CPAverify.org, has been the progressive thinking of Accountancy Board members and staff. “They saw the potential public benefit in sharing their data at a time before ‘the cloud’ was even a thing people talked about,” she said.  </span></p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">“The ALD is our one-stop resource to verify whether out-of-state licensees applying for CPA licensure in California have had any disciplinary action against their license. This information is critical in determining whether to authorize a CPA to offer services to California consumers,” said Patti Bowers, Executive Officer of the California Board of Accountancy. </span></p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">Three of the remaining five Boards of Accountancy not currently sharing data with the ALD are actively working on implementations and NASBA is working with the final two boards to overcome remaining obstacles to participation.  </span></p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">“With every board that volunteers data, we’re that much closer to providing better information and protection within the accounting profession,” said Caldwell. “It’s a testament to both the power of modern technology and the capacity of government agencies to collaborate for the greater good.” </span></p> </td> </tr> </tbody> </table> </td> </tr> </tbody> </table> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt; display: none; mso-hide: all;"><span style="color: #000000;"> </span></span></p> <table id="block_tjtaeurp" style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;"> <td style="padding: 0in 0in 7.5pt; border: #000000; border-image: none; background-color: transparent;"> </td> </tr> <tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"> <td style="padding: 0in 7.5pt 7.5pt; border: #000000; border-image: none; background-color: transparent;" valign="top"> <table style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="padding: 0in; border: #000000; border-image: none; background-color: transparent;"> <p style="margin: 0in 0in 0pt;"><span style="font-family: Times New Roman; font-size: medium;"><img id="_x0000_i1027" style="display: block;" src="http://cdn.e2ma.net/userdata/images/spacer.gif" alt="" width="1" height="1" border="0" /></span></p> </td> </tr> </tbody> </table> </td> </tr> </tbody> </table> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt; display: none; mso-hide: all;"><span style="color: #000000;"> </span></span></p> <table id="block_kdvdsvbp" style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;"> <td style="padding: 0in 0in 3.75pt; border: #000000; border-image: none; background-color: transparent;"> </td> </tr> <tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"> <td style="padding: 0in 3.75pt 3.75pt; border: #000000; border-image: none; background-color: transparent;" valign="top"> <table style="width: 100%; mso-cellspacing: 0in; mso-yfti-tbllook: 1184; mso-padding-alt: 0in 0in 0in 0in;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes; mso-yfti-lastrow: yes;"> <td style="padding: 0in; border: #000000; border-image: none; background-color: transparent;" valign="top"> <p style="margin: 0in 0in 0pt;"><strong><span style="color: #005f99; font-family: 'Helvetica','sans-serif'; font-size: 9pt;">About NASBA </span></strong></p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">Celebrating more than 100 years of service, the National Association of State Boards of Accountancy (NASBA) serves as a forum for the nation’s Boards of Accountancy, which administer the Uniform CPA Examination, regulate more than 700,000 certified public accountants and oversee the practice of public accountancy in the United States.  </span></p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">NASBA’s mission is to enhance the effectiveness and advance the common interests of the Boards of Accountancy in meeting their regulatory responsibilities. The Association promotes the exchange of information among accountancy boards, serving the needs of the 55 U.S. jurisdictions.  </span></p> <p style="margin: 0in 0in 0pt;"><span style="font-family: 'Helvetica','sans-serif'; font-size: 9pt;">NASBA is headquartered in Nashville, TN, with satellite offices in New York, NY, and San Juan, PR, and an International Computer Testing and Call Center in Guam. To learn more about NASBA, visit <a href="https://t.e2ma.net/click/37een/jkndbg/j0f2lf"><span style="text-decoration: underline;"><span style="color: #0000ff;">www.nasba.org</span></span></a>. </span></p> </td> </tr> </tbody> </table> </td> </tr> </tbody> </table> Fri, 10 Apr 2015 12:00:00 EDT Breaking Barriers: MarksNelson Pushes its Female Staff to Shatter the Glass Ceiling http://www.kscpa.org/about/news/806-breaking_barriers_marksnelson_pushes_its_female http://www.kscpa.org/about/news/806-breaking_barriers_marksnelson_pushes_its_female <h2>Breaking Barriers: MarksNelson Pushes its Female Staff to Shatter the Glass Ceiling</h2> <h3>By Tamika Cody</h3> <h3>Accounting Today</h3> <p><img class="justified_center" style="width: 439px; height: 293px; margin-right: auto; margin-left: auto; display: block;" src="/writable/images/News/2015NewsImages/marksnelson_in_accounting_today.jpg" alt="MarksNelson" width="668" height="499" /></p> <p>According to the most recent Rosenberg MAP Survey, at firms that generate between $10 and $20 million in revenue, women account for 17.8 percent of partners. At Kansas City, Mo.-based MarksNelson, they make up 36 percent — more than twice the average.</p> <p>So what is MarksNelson doing right?</p> <p>“I think the word is out that women see that MarksNelson has put together a culture where everyone learns to adjust,” explained the firm’s managing member, Mark Radetic. “We make it clear to everyone, if you’re a partner, whether male or female, you’ve got to live our mission, you got to live our vision and you’ve got to adapt to the culture that we’ve put together.”</p> <p>When it comes to preparing women for leadership, the firm starts the moment female employees walk through their doors. “Mark has been my mentor for 15 years,” shared Angie McElhaney, a partner and the assurance and business advisory department chair at MarksNelson. “Over the years, Mark talked to me about my career path and direction. As a result of those countless meetings and discussions, becoming partner was a specific goal that came out of it.”</p> <p>Radetic describes McElhaney as MarksNelson’s “first home-grown female partner.” She became a partner one month shy of her 40th birthday, which was an affirmation that she holds in high regard. “I started out as a receptionist at a CPA firm and I had mentors all along the way who encouraged me to get involved in accounting and go back to school,” McElhaney recalled. “That evolution from receptionist to becoming a partner at a CPA firm was one of the biggest events of my life.”</p> <p><strong>PLENTY OF WOMEN</strong></p> <p>MarksNelson doesn’t set a number of how many women should be recruited to the firm, because there are a high number of women already working in the accounting profession. “What you’re finding in the industry is that 62 percent of all accountants are women,” Radetic noted. “You’re going to find the opportunity to recruit more women because right now there are more out there.”</p> <p>Once women join the firm, MarksNelson tries its best to retain them by honoring work-life balance. “Women have unique situations that we have to look at. Flextime is important,” said Radetic, who pointed to Sara Stubler, a manager at the firm who took the initiative to develop the international tax practice for the firm while she was part-time. “Even though Stubler was on a flex part-time schedule, it did not inhibit us from pushing forward with her,” he noted.</p> <p>“I wouldn’t have been successful in taking that lead role to develop the international practice without the firmwide support,” said Stubler. With two sons ages 14 and 12, working on a flexible schedule is a win-win for her. “The nature of our business just tells us that we need more hands on deck during the busy season. That gives me the flexibility to work fewer hours in the summer when my kids are out of school,” she said. “The biggest thing for me is that I’ve always wanted to exceed expectations in both places. Sometimes that’s the biggest challenge of all. In the workplace, I always wanted to make sure clients know how to reach me because my schedule shouldn’t impact their ability to get answers. I think that is the big part of being able to be successful.”</p> <p>MarksNelson implemented its flextime policy nearly 10 years ago.“It was something that we wanted to benefit the whole firm and not just women. It is something that started with women’s issues that turned into something that we needed to address,” McElhaney explained.</p> <p>“Women are no different than men; they are some of the best and the brightest out there and why would we not want to take the opportunity to embrace that and retain them here?” asked Radetic.</p> <p>The firm also gives audit managers like Brandi DiGiorgio reasons to stick around by giving her the opportunity to hold several leadership positions. After the firm started to take a deeper look into marketing, they tapped DiGiorgio to become a member of the marketing committee. “That really gave me a lot of exposure to the inner workings of the firm,” shared DiGiorgio. “It was a combination of me reaching out, being interested, and inserting myself into those leadership positions, as well as the firm being open to allowing me to be a manager, a working mother, and being able to handle client responsibilities and leadership responsibilities.”</p> <p>DiGiorgio was then tapped to head the firm’s manufacturing niche. She leads partners and managers across MarksNelson’s various services offerings. “This helped me to get in front of partners and managers who I typically don’t work with,” she explained. “I allowed myself to become more involved in the community, organizations, and speaking opportunities, which opened those leadership doors and more just by allowing me to be in that position internally and externally where I am seen as a leader.”</p> <p><strong>MENTORING TO LEADERSHIP</strong></p> <p>When McElhaney was a fledgling manager, Radetic went out of his way to make sure she networked with the right people. “He was investing time and making sure that people knew who I was,” said McElhaney. “There were several industry events that I attended and it was very intimidating to walk into a room dominated by men with only two or three women in there. Mark nonchalantly introduced me to his associates and contacts. I later became a mentee to the president of the Builders Association of Kansas City.” In due course, McElhaney became a member of the board of the Associated General Contractors of America, which is in partnership with the Builders Association of Contractors. “It was very intentional with a lot of handholding and it took a lot of time.”</p> <p>This kind of engagement not only helped McElhaney advance — it also set a good example. “I’ve taken a more of a pay-it-forward type of approach,” she explained. “This is the way someone helped mentor me. Male or female, this is the model I use to help mentor other people.”</p> <p>Radetic recently took notes from firm administration thought leader and consultant Rita Keller, who was a keynote at a conference where she talked about the change that has taken place between men and women in the workforce. “This is not our mom and dad’s world anymore, where women stay home and men go out and work,” Radetic recalled. “Keller suggested, ‘If you have aspirations of becoming a partner, get sponsorship from a man, if you can.’”</p> <p>Radetic clarified that Keller’s comment should not be misunderstood to mean that women should be excluded as mentors. “I think from a male point of view of what it used to be and what it is now, I think if that man is open and is a true leader, he will be able to teach, mentor and coach a person as to what the barriers are, what they are going to face, and the things you need to do to become a partner and a leader at a firm.”</p> <p><strong style="font-size: 14px; line-height: 1.5;">LEADERSHIP ACCOLADE</strong></p> <p>In 2014, MarksNelson made the list of Best Accounting Firms for Leadership Equity, which is an award presented by the Accounting Move Project. The project first launched in 2010 through a joint venture with the American Society of Women Accountants and the American Woman’s Society of CPAs. Last year was the first time MarksNelson made the list; it is one of nine firms throughout the United States that received the award, and the only firm in the Midwest region that is on the list.</p> <p>“I am a little bit surprised that more firms like us weren’t on the list,” McElhaney said, explaining that MarksNelson is open to evolving and willing to adapt to change as the new generation comes in. “As we are growing, we adapted the flextime schedule which kept everybody on an even pace because we are trying not to burn people out. There are things that we are doing for our business and we are benefiting women.”</p> <p>Radetic concurred and emphasized the importance of letting prospective female candidates know about what MarksNelson can do for them. Being an award recipient helps the firm explain their objectives when talking to recruits: Instead of fielding questions about GPAs, outside activities and asking about their most challenging courses, the firm prefers to answer questions about the barriers female candidates might face while pursuing a career in public accounting. “When you look at what women are looking for in terms of their career, you better talk about how you can make this a good experience for them.”</p> <p>As it moves into the future, Marks- Nelson plans to keep up with the never-ending cycle of change. It redrafted its succession plan when it tackled its operating agreement five years ago and reconsidered its no-retirement-age policy. “What we saw was a group of younger people who were talented who we did not want to block,” shared Radetic. “We set a mandatory retirement age. And from that we were able to present to our managers a 10-year plan which showed them growth that we expect to have.”</p> <p>The plan included potential acquisitions and an increase in partners at the firm. “We presented to our managers the opportunities that they have. It was all within the confines of a nice work-life balance. It’s not going to take 3,000 hours for you to become a partner,” Radetic explained. “We are ready to help men and women. It just so happens that we do have a high percentage of women in our firm. ... We think it’s great, because they are some of the best and brightest here at the office.”</p> <p><strong>AT A GLANCE</strong></p> <p><strong>Firm:</strong> MarksNelson LLC</p> <p><strong>Headquarters:</strong> Kansas City, Mo.</p> <p><strong>Managing partner:</strong> Mark Radetic</p> <p><strong>No. of partners/staff:</strong> 15/101</p> <p><strong>Year founded:</strong> 1968</p> <p><strong>Services:</strong> Assurance, accounting services and business advisory, business valuation, consulting, cost segregation, employee benefit plan audits, litigation support, forensic accounting, international tax, state and local tax services</p> <p><strong>Industry specialties:</strong> Automotive dealerships, construction, insurance, manufacturing, distribution and real estate sectors</p> <p> </p> Fri, 10 Apr 2015 12:00:00 EDT Skyscapes Snapshot for the Week of April 6th http://www.kscpa.org/about/news/805-skyscapes_snapshot_for_the_week_of_april_6th http://www.kscpa.org/about/news/805-skyscapes_snapshot_for_the_week_of_april_6th <p>Full interactive <a class="file pdf" href="/writable/files/2015/Skyscapessnapshot/skyscapes_snapshot_04_10_15.pdf">Skyscapes Snapshot</a></p> <p><img class="justified_center" style="display: block; margin-left: auto; margin-right: auto;" src="/writable/images/News/2015NewsImages/SkyscapesSnapshot/04_10_15.jpg" alt="04 10 15" /></p> Fri, 10 Apr 2015 12:00:00 EDT Focus On Revenue Recognition: FASB Votes To Propose Deferring Effective Date Of ASU 2014-09 http://www.kscpa.org/about/news/803-focus_on_revenue_recognition_fasb_votes_to_propose http://www.kscpa.org/about/news/803-focus_on_revenue_recognition_fasb_votes_to_propose <h2>Focus On Revenue Recognition:  FASB Votes To Propose Deferring Effective Date Of ASU 2014-09</h2> <h3>Courtesy of RubinBrown</h3> <p>The Financial Accounting Standards Board (FASB) has voted to propose deferring the effective date for the new revenue recognition standard established by Accounting Standards Update (ASU) 2014-09. This deferral would apply to both public and nonpublic entities.<br /><br />Based on input from various stakeholders, the FASB determined that a deferral of the implementation date was needed in order to provide sufficient time to implement the new revenue recognition standard. This vote does not represent a final decision of the FASB. The FASB will issue an Exposure Draft and provide a 30-day comment period. <br /><br />If this deferral is issued in final form, ASU 2014-09 would be effective for a public entity for annual periods beginning after December 15, 2017, including interim periods within that reporting period.<br />   <br />For all other entities (nonpublic entities), ASU 2014-09 would be effective for annual periods beginning after December 15, 2018 and interim periods within annual periods beginning after December 15, 2019. <br /><br />The proposal indicates that early adoption would be permitted but not earlier than the original effective date for public entities.</p> <p> </p> Wed, 08 Apr 2015 12:00:00 EDT KSCPA/AICPA "Women to Watch" Adds "Men Who Get It" - Nominate Both Today! http://www.kscpa.org/about/news/802-kscpa_aicpa_women_to_watch_adds_men_who_get http://www.kscpa.org/about/news/802-kscpa_aicpa_women_to_watch_adds_men_who_get <p>Now in its sixth year, the <strong>KSCPA/AICPA <em>"Women to Watch"</em></strong> award program is expanding to add an award for <em><strong>"Men Who Get It." </strong></em>Both the <em><strong>"Women to Watch"</strong></em> and <em><strong>"Men Who Get It"</strong></em> award winners will be honored on October 28 at the <em><strong>"Member Value Day"</strong> </em>luncheon. The luncheon is held in conjunction with the professional issues update, annual meeting, leadership summit, and student activities.</p> <p><img class="justified_center" style="width: 393px; height: 155px; margin-right: auto; margin-left: auto; display: block;" src="data:image/png;base64,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" 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" alt="" width="563" height="169" /></p> <p><em><strong>NEW THIS YEAR! </strong> In addition to recognition at the luncheon and crystal award,</em> the experienced and emerging <em><strong>"Women to Watch"</strong></em> award winners will receive registration, airfare, and lodging to the AICPA annual <em><strong>AICPA Women's Global Leadership Summit</strong> </em>to be held in San Francisco November 12-13, 2015.</p> <h3>Nominations are now open for the three awards on the KSCPA website. <a href="/members/women_to_watch" target="_blank">Click here for more information and nomination forms.</a></h3> <p>More about <em><strong>"Men Who Get It":</strong> </em>The term “men who get it” is commonly used to describe men who actively support women in the workplace. A “man who gets it” knows that business works better when men and women cooperate. It takes courage and confidence for a man to be a “feminist.” That’s why the AICPA and the KSCPA, in conjunction with the Women to Watch Awards, want to honor those men who “get it.” They raise awareness of the importance of a diverse and inclusive profession.</p> Tue, 07 Apr 2015 12:00:00 EDT 2015 KSCPA Professional Development Schedule Spreadsheet http://www.kscpa.org/about/news/801-2015_kscpa_professional_development_schedule http://www.kscpa.org/about/news/801-2015_kscpa_professional_development_schedule <p><strong><a class="file xlsx" href="/writable/files/2015/ProfessionalDevelopmentFiles/spreadsheet_for_members_2015.xlsx">Click Here to Download the 2015 KSCPA Professional Development Schedule Spreadsheet</a></strong></p> Tue, 07 Apr 2015 12:00:00 EDT AICPA Advises CPA Firms to Review State Registration and Compliance http://www.kscpa.org/about/news/799-aicpa_advises_cpa_firms_to_review_state http://www.kscpa.org/about/news/799-aicpa_advises_cpa_firms_to_review_state <h2>AICPA Advises CPA Firms to Review State Registration and Compliance</h2> <h3>BY KEN TYSIAC    </h3> <p>CPA firms are being urged by the AICPA State Regulation and Legislation team to review their registration compliance procedures to ensure that they are complying with out-of-state registration requirements when performing attest engagements.</p> <p>The <a href="http://www.aicpa.org/advocacy/state/pages/cpafirmsregistrationcomplianceadvisory.aspx" target="_blank"><span style="text-decoration: underline;"><span style="color: #0066cc;">AICPA advisory</span></span></a> was issued after recent activity by some state boards of accountancy to ensure that out-of-state firms operating in their states have met their registration obligations.</p> <p>Several state boards have examined recent information on employee benefit plan audits provided by the National Association of State Boards of Accountancy (NASBA) and the U.S. Department of Labor and compared it to the list of licensed firms in their respective states, according to the AICPA alert.</p> <p>Some of those state boards have begun to send letters to CPA firms included in the Department of Labor data that appear not to be appropriately licensed. The individual boards’ actions and requests of CPA firms have varied. For example, according to the AICPA alert:</p> <ul> <li>Texas sent 120 letters to firms requesting that they sign a cease-and-desist order to close the investigation with no administrative penalty or costs.</li> <li>Arkansas sent firms a license application form and a short questionnaire.</li> </ul> <p>Some state boards may opt for more punitive actions, including monetary penalties.</p> <p>The AICPA is urging CPA firms performing any attest engagement to review their registrations in any state in which they perform these services.</p> <p>This issue originally arose as a result of a heightened focus by regulators on CPA firms performing employee benefit plan audits. The Department of Labor several months ago identified a number of firms that failed to properly include an employee benefit plan audit in their peer reviews, according to the AICPA alert.</p> <p>The AICPA Peer Review team has been working collaboratively with state boards’ peer review administrators to investigate and address that matter. Some state boards examined data provided to them by the Department of Labor and NASBA and decided to also assess whether firms performing employee benefit plan audits in their state are also complying with state registration requirements.</p> <p>Under most state accountancy statutes, out-of-state CPA firms must register when performing most attest engagements in a state that is not their home state. They do not need to register, however, when providing nonattest services such as tax or consulting advice.</p> <p>Approximately one-third of the states have “CPA firm mobility” laws, allowing out-of-state firms performing audits to perform any service, including attest services, as long as they are registered in their home state and meet the peer review and firm ownership requirements of the mobility state. Those firms remain subject to the regulatory oversight of both their home state and the mobility state.</p> <p>To navigate state-by-state requirements, CPA firm representatives can visit <a href="https://www.cpamobility.org/" target="_blank"><span style="text-decoration: underline;"><span style="color: #0066cc;">cpamobility.org</span></span></a>, a joint AICPA/NASBA website. The site explains state registration requirements for the performance of various attest services.</p> <p>For more information, contact AICPA Vice President–State Regulatory & Legislative Affairs Mat Young at <a href="mailto:myoung@aicpa.org"><span style="text-decoration: underline;"><span style="color: #0066cc;">myoung@aicpa.org</span></span></a>.</p> Thu, 02 Apr 2015 12:00:00 EDT