Coverage and Nondiscrimination Answer Book, 2001 Amy L. Cavanaugh - quixoticals.com
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Coverage and Nondiscrimination Answer Book, 2001Amy L.

Jun 01, 2001 · Coverage and Nondiscrimination Answer Book, 2001 [Amy L. Cavanaugh] on. FREE shipping on qualifying offers. Cavanaugh, Amy L. Coverage And Nondiscrimination Answer Book book. Read reviews from world’s largest community for readers. This single-volume guide provides detailed anal. Coverage and Nondiscrimination Answer Book [Amy L. Cavanaugh] on. FREE shipping on qualifying offers. Coverage And Nondiscrimination Answer Book by Cavanaugh, Amy L. This single-volume guide provides detailed analysis and a complete overview of the various rules and testing procedures regarding participation requirements IRC 401 a26, coverage IRC 410, and nondiscrimination. Buy Coverage and Nondiscrimination Answer Book, Fourth Edition by Amy L Cavanaugh, Thomas E Poje, Frank J Bitzer online at Alibris. We have new and used copies available, in 0 edition

401k answer book: Special supplement, coverage and nondiscrimination Pension answer book series [Amy L Cavanaugh] on. FREE shipping on qualifying offers. Book by Cavanaugh, Amy L. Jul 26, 2007 · Coverage and Nondiscrimination Answer Book, Third Edition by Amy Cavanaugh, 9780735566224, available at Book Depository with free delivery worldwide.

Coverage and Nondiscrimination Answer Book, 2001: Amy L. Cavanaugh: 9780735523500: Books - Amazon.ca. May 01, 2016 · Primarily purchased in order to see how much she learned from what I taught her. Apparently, not a whole lot, but at least enough to fool Panel Publishers into putting this book out. Those who rely on it, do so at your peril. Take it from the one who really wrote the book on it.

Buy Coverage and Nondiscrimination Answer Book, 2001 Supplement by Amy L. Cavanaugh ISBN: 9780735523500 from Amazon's Book Store. Everyday low prices and free delivery on eligible orders.</plaintext> Jun 22, 2010 · 83. AMY L. CAVANAUGH & THOMAS E. POJE, COVERAGE AND NONDISCRIMINATION ANSWER BOOK Q11:7 2002 explaining that cross testing converts the benefit using certain actuarial assumptions. The actuarial assumptions are used to "normalize" the benefit for the test. Id at Q11:8. 84. Id. at Q11:5. 85.. Coverage and Nondiscrimination Answer Book 2004 Cumulative Supplement [Amy L. Cavanaugh, Thomas E. Poje] on. 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" 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