<?xml version="1.0" encoding="utf-8"?>
<rss xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:atom="http://www.w3.org/2005/Atom" version="2.0">
  <channel>
    <atom:link href="http://www.iowadermsociety.org/page-7741/EventModule/6344718/RSS" rel="self" type="application/rss+xml" />
    <title>Iowa Dermatological Society upcoming events</title>
    <link>https://www.iowadermsociety.org/events</link>
    <description>Iowa Dermatological Society upcoming events</description>
    <dc:creator>Iowa Dermatological Society</dc:creator>
    <generator>Wild Apricot - membership management software and more</generator>
    <language>en</language>
    <pubDate>Wed, 08 Apr 2026 05:21:33 GMT</pubDate>
    <lastBuildDate>Wed, 08 Apr 2026 05:21:33 GMT</lastBuildDate>
    <item>
      <pubDate>Fri, 10 Apr 2026 13:00:00 GMT</pubDate>
      <title>IDS Spring Meeting 2026 (Fri, April 10, 2026)</title>
      <description>&lt;p&gt;Speakers: Dr. Valencia Thomas, Dr. Kirk Sidey, Dr. Michal Kidacki, and Faith McNicholas&lt;/p&gt;

&lt;p&gt;&lt;a href="https://iowadermsociety.org/resources/Sp26%20Agenda.pdf" target="_blank"&gt;Sp26 Agenda.pdf&lt;/a&gt;&lt;br&gt;&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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" width="162" height="142"&gt;&lt;br&gt;
In support of improving patient care, this activity has been planned and implemented by the University of Iowa Roy J. and Lucille A. Carver College of Medicine and Iowa Dermatological Society The University of Iowa Roy J. and Lucille A. Carver College of Medicine is jointly accredited by the Accreditation Council for Continuing Medical Education (ACCME), the Accreditation Council for Pharmacy Education (ACPE), and the American Nurses Credentialing Center (ANCC), to provide continuing education for the healthcare team.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Physician:&lt;/strong&gt; The University of Iowa Roy J. and Lucille A. Carver College of Medicine designates this live activity for a maximum of 6.25 &lt;em&gt;AMA PRA Category 1 Credit(s)&lt;/em&gt;™. Physicians should claim only the credit commensurate with the extent of their participation in the activity.&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;img src="data:image/png;base64,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" width="111" height="107"&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Physician Associate:&lt;/strong&gt; &lt;span&gt;&lt;span&gt;&lt;font style="font-size: 13px;"&gt;The University of Iowa Roy J. and Lucille A. Carver College of Medicine has been authorized by the American Academy of Physician Associates (AAPA) to award AAPA Category 1 CME credit for activities planned in accordance with AAPA CME Criteria. This activity is designated for 6.25 AAPA Category 1 CME credits. PAs should only claim credit commensurate with the extent of their participation.&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;span&gt;&lt;font color="#3E3E3E"&gt;Other Health Care Providers:&amp;nbsp;&lt;/font&gt;&lt;/span&gt;&lt;/strong&gt;&lt;span&gt;&lt;font color="#3E3E3E"&gt;A certificate of participation will be available after successful completion of the course. (It is the responsibility of licensees to determine if this continuing education activity meets the requirements of their professional licensure board.)&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;span&gt;&lt;font color="#3E3E3E"&gt;&lt;br&gt;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;&lt;font style="font-size: 15px;"&gt;&lt;strong&gt;Learning Objectives:&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;&lt;font style="font-size: 15px;"&gt;&lt;strong&gt;The Diagnosis and Management of Rare Tumors and Tumor Syndromes&lt;br&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;ol&gt;
  &lt;li&gt;&lt;font style="font-size: 15px;"&gt;&lt;span&gt;Identify rare tumor syndromes&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font style="font-size: 15px;"&gt;&lt;span&gt;Develop a framework for the management of rare tumors and tumor syndromes&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font style="font-size: 15px;"&gt;&lt;span&gt;Discuss longitudinal care for patients with rare tumors and tumor syndromes&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;&lt;strong&gt;&lt;span&gt;&lt;font style="font-size: 16px;" face="Gill Sans Nova, sans-serif"&gt;2026 Coding and Updates in Dermatology&lt;/font&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;ol&gt;
  &lt;li&gt;&lt;span&gt;&lt;font style="font-size: 16px;" face="Gill Sans Nova, sans-serif"&gt;Describe current annual payer policies and documentation requirements that support medical necessity for dermatologic services.&lt;/font&gt;&lt;/span&gt;&lt;/li&gt;

  &lt;li&gt;&lt;span&gt;&lt;font style="font-size: 16px;" face="Gill Sans Nova, sans-serif"&gt;Apply payer policies and documentation guidelines to dermatology services to promote accurate coding and minimize denials.&lt;/font&gt;&lt;/span&gt;&lt;/li&gt;

  &lt;li&gt;&lt;span&gt;&lt;font style="font-size: 16px;" face="Gill Sans Nova, sans-serif"&gt;Identify and select appropriate codes for common dermatologic procedures and diagnoses.&lt;/font&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;&lt;font style="font-size: 15px;"&gt;&lt;strong&gt;&lt;span&gt;&lt;font&gt;High-Risk Squamous Cell Carcinoma&lt;/font&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;ol&gt;
  &lt;li style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;&lt;font style="font-size: 15px;"&gt;&lt;span&gt;&lt;font&gt;Utilize appropriate tools to predict clinical outcomes for cutaneous squamous cell carcinoma.&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font style="font-size: 15px;"&gt;&lt;span&gt;&lt;font&gt;Describe the utility of neoadjuvant and adjuvant immunotherapy for high-risk cutaneous squamous cell carcinoma.&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font style="font-size: 15px;"&gt;&lt;span&gt;&lt;font&gt;Recognize when adjuvant radiation therapy should be considered for high-risk cutaneous squamous cell carcinoma.&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;&lt;font style="font-size: 15px;"&gt;&lt;span&gt;&lt;font&gt;&lt;br&gt;&lt;/font&gt;&lt;/span&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin-top: 0px !important; margin-bottom: 0px !important;"&gt;&lt;font style="font-size: 15px;"&gt;&lt;strong&gt;Hidradenitis Suppurativa:&amp;nbsp;&lt;/strong&gt;&lt;/font&gt;&lt;/p&gt;

&lt;ol style="margin-top: 0px !important;"&gt;
  &lt;li&gt;&lt;font color="#000000"&gt;&lt;span&gt;Identify clinical indications and patient selection criteria for deroofing in the management of hidradenitis suppurativa.&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font color="#000000"&gt;&lt;span&gt;Describe the procedural steps of deroofing, including operative technique, peri-procedural management, and wound care.&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font color="#000000"&gt;&lt;span&gt;Discuss expected recovery timelines, wound healing, and typical outpatient logistics associated with deroofing procedures.&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;

  &lt;li&gt;&lt;font color="#000000"&gt;&lt;span&gt;Compare deroofing with alternative surgical approaches for hidradenitis suppurativa.&lt;/span&gt;&lt;/font&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;&lt;strong&gt;Getting There from Here: Surgical and Pathology Pearls&lt;/strong&gt;&lt;br&gt;&lt;/p&gt;

&lt;ol&gt;
  &lt;li&gt;Optimize techniques for special site biopsies.&lt;/li&gt;

  &lt;li&gt;Utilize uncommon suture and closure techniques in difficult situations.&amp;nbsp;&lt;/li&gt;

  &lt;li&gt;Better understand and decipher cutting-edge pathology reports.&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;&lt;br&gt;&lt;/p&gt;

&lt;ol style="margin-top: 0px !important;"&gt;&lt;/ol&gt;</description>
      <link>https://iowadermsociety.org/event-6556579</link>
      <guid>https://iowadermsociety.org/event-6556579</guid>
      <dc:creator />
    </item>
  </channel>
</rss>