Income Taxes | JD Supra

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" 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This guide contains a list of operations that may be declared elusive by applying the General Anti-Elusiveness Rule. The catalog's...<a href="/legalnews/chile-s-internal-revenue-service-7849635/" class="read_more" >more</a></p> </div> </div> <div class="bb b--black-10 flex pv3 pv4-ns"> <div class="mr3 tc w-10"><a href="/profile/mayer_brown_docs/" class="ba b--black-20 br2 db pa1"><img src="https://jdsupra-static.s3.amazonaws.com/profile-images/16300_1146.jpg" alt="Mayer Brown" /></a></div> <div class="w-80"> <cite class="f6 gray" ></cite> <h2 class="f4 lh-title mv1"><a href="/legalnews/reforme-du-regime-des-gains-de-6386070/">Réforme du régime des gains de Management Packages par le PLF 2025</a></h2> <div class="f7 gray lh-title mb2 mt1">   <a onclick="ga('send', 'event', 'practicecenters', 'publication', 'firm-link');" href="/profile/mayer_brown_docs/">Mayer Brown</a> on <time pubdate>2/13/2025</time> </div> <p class="f6 f5-ns dark-gray georgia lh-copy mv2">Le projet de loi de finances pour 2025 tel que modifié le 31 janvier 2025 en commission mixte paritaire et adopté via la procédure de l’article 49-3 de la Constitution (le « PLF 2025 ») introduit un régime spécifique aux...<a href="/legalnews/reforme-du-regime-des-gains-de-6386070/" class="read_more" >more</a></p> </div> </div> <div class="bb b--black-10 flex pv3 pv4-ns"> <div class="mr3 tc w-10"><a href="/profile/Foster_Garvey_docs/" class="ba b--black-20 br2 db pa1"><img src="https://jdsupra-static.s3.amazonaws.com/profile-images/15560_510.jpg" alt="Foster Garvey PC" /></a></div> <div class="w-80"> <cite class="f6 gray" ></cite> <h2 class="f4 lh-title mv1"><a href="/legalnews/a-journey-through-subchapter-s-a-review-3775454/">A Journey Through Subchapter S / A Review of The Not So Obvious & The Many Traps That Exist For The Unwary: Part XV – Being an...</a></h2> <div class="f7 gray lh-title mb2 mt1">   <a onclick="ga('send', 'event', 'practicecenters', 'publication', 'firm-link');" href="/profile/Foster_Garvey_docs/">Foster Garvey PC</a> on <time pubdate>2/13/2025</time> </div> <p class="f6 f5-ns dark-gray georgia lh-copy mv2">In this Part XV of my multi-part series on some of the not-so-obvious aspects of Subchapter S, I explore a potential advantage that the S corporation has over the C corporation. 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The Carried Interest Debate Continues</a></h2> <div class="f7 gray lh-title mb2 mt1">   <a onclick="ga('send', 'event', 'practicecenters', 'publication', 'firm-link');" href="/profile/arentfox_schiff_docs/">ArentFox Schiff</a> on <time pubdate>2/13/2025</time> </div> <p class="f6 f5-ns dark-gray georgia lh-copy mv2">On February 6, Congressional Republican leaders met with President Donald Trump to address the Trump Administration’s 2025 budget and tax priorities. 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