tag:blogger.com,1999:blog-13117255854738887362024-02-19T08:36:07.668-08:00Healthy Mind & Fitnessosperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.comBlogger234125tag:blogger.com,1999:blog-1311725585473888736.post-64413552253563908862017-12-31T11:14:00.001-08:002017-12-31T11:15:09.507-08:00Lifelong exercise keeps the brain working better<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzelZh8ShUmRj5Fei3H5fm2M_jYlsEr31hojvP_LjFm8emZk3X_hMRfYWW_lgSuXUFHPZRr8-t1QJBWAdet5VkWsvNqfpirAGAKANh40Smh4_IZvcG78ohYGNN67iQwt4Gk2vRCJ7rYdO1/s1600/bla.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1026" data-original-width="1368" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzelZh8ShUmRj5Fei3H5fm2M_jYlsEr31hojvP_LjFm8emZk3X_hMRfYWW_lgSuXUFHPZRr8-t1QJBWAdet5VkWsvNqfpirAGAKANh40Smh4_IZvcG78ohYGNN67iQwt4Gk2vRCJ7rYdO1/s400/bla.jpg" width="400" /></a></div>
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Lifelong exercise can lead to improved brain function in later life, a study has shown.<br />
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People perform better in mental tests at the age of 50 if they have engaged in regular intense activity, such as playing sport, running, swimming or working out in the gym, since childhood.<br />
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More than 9,000 individuals took part in the research from the age of 11.<br />
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Interviews were conducted at regular age intervals to monitor levels of exercise. Participants also undertook tests of memory, attention and learning.<br />
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Those who had exercised two to three times per month or more from the age of 11 scored higher in the tests than those who had not.<br />
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Study leader Dr Alex Dregan, from King's College London, said: “As exercise represents a key component of lifestyle interventions to prevent cognitive decline, cardiovascular disease, diabetes and cancer, public health interventions to promote lifelong exercise have the potential to reduce the personal and social burden associated with these conditions in late adult years.”<br />
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The findings are published today in the journal Psychological Medicine.<br />
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Government guidelines say that adults aged 19 to 64 should exercise for at least 150 minutes per week.<br />
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“It's widely acknowledged that a healthy body equals a healthy mind,” said Dr Dregan. “ However, not everyone is willing or able to take part in the recommended 150 minutes of physical activity per week. For these people any level of physical activity may benefit their cognitive well-being in the long-term and this is something that needs to be explored further.<br />
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“ Setting lower exercise targets at the beginning and gradually increasing their frequency and intensity could be a more effective method for improving levels of exercise within the wider population.”<br />
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Intense exercise appeared to provide greater benefit for the brain than regular moderate activity, said Dr Dregan.<br />
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“ Clinical trials are required to further explore the benefits of exercise for cognitive well-being among older adults, whilst examining the effects of exercise with varying levels of frequency and intensity,” he added.osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-38565790265739933352017-10-10T10:11:00.000-07:002017-10-26T12:56:54.374-07:00Take Responsibility and Gain Trust<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnl7hcPwkNBlO2XQUZ0t3dO1fMaQ0x3ef4orPqJv9YIMk979I-hbdb3ksOCcY_qJG6b8gPyuL9rhvtrOeZXm5wtoz9XXlnvTmjpgGDle9MpySsgGMDjYJfrXO794Tl67UeN1LHtEu0c-g/s1600/Accountability..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="1024" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnl7hcPwkNBlO2XQUZ0t3dO1fMaQ0x3ef4orPqJv9YIMk979I-hbdb3ksOCcY_qJG6b8gPyuL9rhvtrOeZXm5wtoz9XXlnvTmjpgGDle9MpySsgGMDjYJfrXO794Tl67UeN1LHtEu0c-g/s400/Accountability..png" width="400" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal">In my last <a href="http://inventinghealth.blogspot.com/2017/09/i-second-that-emotional-intelligence.html" target="_blank">post</a>, I talked at great length about what it means to possess and execute emotional intelligence and ways in which you can strengthen those emotional intelligence muscles to improve your leadership abilities.<span style="mso-spacerun: yes;"> </span>As I previously pointed out, one of the ways to increase your level of emotional intelligence is by practicing accountability. <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">The reality is that accountability, despite being often overlooked as a key leadership skill, is critical to success. A <a href="https://www.weforum.org/agenda/2017/01/4-steps-to-making-leaders-more-accountable/" target="_blank">2016 study</a> by the talent development and transition company, Lee Hecht Harrison, which surveyed 1,900 human resource professionals and business leaders across the globe, found that 71% of respondents believe that leadership accountability is a critical but often overlooked business issue. The data also showed that only 31% were satisfied with the degree of accountability being shown by their leaders.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">But what does it mean to be accountable—to practice accountability? On the most basic level, it means that you take responsibility for your actions and the decisions you make. You own outcomes—good or bad—and you don’t blame others or external factors when things don’t go according to planned.<span style="mso-spacerun: yes;"> </span><o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Yet, there is more to practicing accountability than standing up and owning your own work, your decisions and the results they produce. Practicing accountability is really about developing a deep and mutual trust with those to whom you are accountable—your team. Here are some ways in which you can develop that trust:<o:p></o:p></div><div class="MsoNormal"></div><ul><li>Have honest conversations with team members—be truthful and real in all that you say and do.</li><li>Communicate authentically and clearly at all times—let them know what you want, need and expect.</li><li>Don’t accept excuses or the blame game—from yourself or fellow team members.</li><li>Work together to figure out the problems and road blocks that are limiting performance and develop skills within the group to maximize impact.</li><li>Call the group together as soon as you can to share successes and good news.</li></ul><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal">When you practice real accountability, you are saying to your team: “Trust me. I am honest and clear with you about how I operate, what I care about and my personal and professional expectations of you. I want us to succeed together.” And when you do that, you are then able to ask the same of your team members. They will step up, give their best and be personally accountable because they know that you have their back. In short, where you lead, they will follow. And you will all move forward on a path towards success.</div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><br /></div><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> <o:PixelsPerInch>96</o:PixelsPerInch> </o:OfficeDocumentSettings></xml><![endif]--> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> 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Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal"><br /></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-28227619349085625052017-09-26T13:52:00.000-07:002017-10-26T12:56:54.413-07:00The Psychology of Obesity: Working together to eliminate shame and stigma<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This month's blog post is written by psychologist, Robyn Osborn Pashby, PhD</span><br /><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><br /><a href="http://centerforweightandwellness.com/wp-content/uploads/2012/06/Robyn-Osborn-2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://centerforweightandwellness.com/wp-content/uploads/2012/06/Robyn-Osborn-2.jpg" data-original-height="258" data-original-width="200" height="200" width="155" /></a><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Our healthcare system is failing people with obesity. Yet rather than viewing the obesity epidemic as a failure of the system, failed weight loss interventions are too often attributed to failure of will. Sadly weight bias on the part of society as a whole, and health practitioners specifically, feeds into this stigma and prevents healthy psychological support for weight loss. For patients, this weight bias and stigma fuels a sense of self as a failure, and repeated perceived failures can lead to a belief that something is wrong with oneself as a person – shame. Shame isolates people from one another at a time when support could be beneficial. Depletion of energy from this sense of failure and shame creates a cycle that can interfere with healthy cognitive, emotional, and behavioral changes.</span><br /><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Mired in self-blame, shame, and humiliation, people with obesity often recount failed interventions and list the ways in which they are not strong enough, good enough, or determined enough to lose weight. The same people who run businesses, care for families, serve community organizations, and make our country’s policies, laws, and regulations believe they are failures because of the number on the scale. The belief that obesity is a failure of will can cause or exacerbate eating and mood struggles, interfering with health behavior change. The constant barrage of negative self-talk results in emotional and intellectual exhaustion. This is problematic because energy for behavior change is a finite resource. The more of it that is allocated to negative self-talk criticizing oneself for a “lack of self-control,” or berating oneself for “failing” the latest diet plan, the less energy available for self-care and maintenance of healthy lifestyle changes.</span><br /><br /></div><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Shame also interferes with a person’s likelihood of accessing support. Weight management requires support from numerous disciplines (often medical, psychological, nutrition, and/or movement) as well as from loved ones, friends, families, and coworkers. Thoughts like, “I should lose weight before I go back to my doctor,” is just one example of how shame can interfere with a person accessing the very support that is most helpful. Shame can lead a person with obesity to believe that support is something reserved for others…those who are </span><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">worthy</span><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> of the support. Thus, reducing shame, identifying and disempowering the shame-based beliefs, and building a core sense of worthiness are all critical in helping individuals embrace autonomy and maintain energy for long term health behavior change.</span></div><b style="font-weight: normal;"><br /></b><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: "times new roman"; font-size: 11pt; white-space: pre-wrap;">In our next Twitter chat we will discuss the psychology of obesity. Specifically, we will be addressing the following questions:</span></div><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><br /><div class="separator" style="clear: both; text-align: center;"><span style="background-color: transparent; color: black; font-family: "times new roman"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjjWLf-9eXOz-Guj26QZqiEtw2IyNZVrFUdmxQn1BKEiUXn_yuPE9MqhaeDHT_YDBXB49YZFbB4wGbw7VNubw4080w3QOCFS1aAgxSoDmB1NB3awd-0lKKNi254T220cf306ermeewX2g/s1600/obesity.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="656" data-original-width="456" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjjWLf-9eXOz-Guj26QZqiEtw2IyNZVrFUdmxQn1BKEiUXn_yuPE9MqhaeDHT_YDBXB49YZFbB4wGbw7VNubw4080w3QOCFS1aAgxSoDmB1NB3awd-0lKKNi254T220cf306ermeewX2g/s200/obesity.jpeg" width="138" /></a></span></div><br /><span style="font-family: "times new roman"; font-size: 11pt; white-space: pre-wrap;">What types and sources of psychological support are most helpful for persons with #obesity?</span><br /><span style="background-color: white; font-family: "times new roman"; font-size: 11pt; white-space: pre-wrap;">How do stigma and shame affect eating, exercise, and even accessing treatments such as #bariatricsurgery?</span><br /><span style="background-color: white; font-family: "times new roman"; font-size: 11pt; white-space: pre-wrap;">In what ways can self-talk be used for making positive changes rather than reinforcing shame and stigma?</span><br /><span style="background-color: white; font-family: "times new roman"; font-size: 11pt; white-space: pre-wrap;">Can a goal of feeling good (rather than # on the scale) have a meaningful impact on weight management?</span><br /><span style="background-color: white; font-family: "times new roman"; font-size: 11pt; white-space: pre-wrap;">In what ways can health practitioners lessen the burden of stigma and shame for patients with #obesity?</span></div><div><span style="font-family: "times new roman";"><span style="font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></div><div><div><span style="font-family: "arial";"><span style="font-family: "times" , "times new roman" , serif; font-size: 14px; white-space: pre-wrap;"><br /></span></span><span style="font-family: "arial";"><span style="font-family: "times" , "times new roman" , serif; font-size: 14px; white-space: pre-wrap;">We hope you will join the discussion 9:00p EST Sunday, October 8!</span></span></div><div><span style="font-family: "arial";"><span style="font-family: "times" , "times new roman" , serif; font-size: 14px; white-space: pre-wrap;"><br /></span></span></div><div><span style="font-family: "times" , "times new roman" , serif;"><span style="font-weight: normal;"><span id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-size: 14.6667px;"><span style="font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">~The #obsm </span></span><span style="font-size: 14.6667px;"><span style="font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">chat leadership</span></span><span style="font-size: 14.6667px;"><b>: </b></span></span><span style="font-family: "arial";"><span style="font-family: "arial";"><span style="font-size: 14.6667px;">Arghavan Salles, MD, PhD</span><span style="font-size: 14.6667px; white-space: pre-wrap;">;</span></span></span><span style="font-size: 14.6667px;"><b> </b></span><span id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-size: 14.6667px;"><span style="font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">Hea</span></span><span style="font-size: 14.6667px;">ther Logghe, MD; Neil Floch, MD; Amir Ghaferi, MD, MS; and Babak Moein, MD</span></span></div></div><div><span style="font-family: "arial"; font-size: 14.6667px;"><br /></span></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-8727820410579390022017-09-25T10:17:00.000-07:002017-10-26T12:56:54.433-07:00How to prescribe a glucometer – or why I can’t support Medicaid-for-All<div style="margin-bottom: .0001pt; margin: 0in;"><i><span style="background: white; font-family: Arial, sans-serif; font-size: 13.5pt;">This is a guest post by Seiji Yamada, MD, MPH.</span></i><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><i><span style="background: white; font-family: Arial, sans-serif; font-size: 13.5pt;">A shorter version recently appeared on the KevinMD blog, </span></i><i><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">http://www.kevinmd.com/blog/2017/09/heres-glucometer-turned-doctor-medicaid.html</span></i><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><br /></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">In a recent <a href="https://www.vox.com/policy-and-politics/2017/8/22/16171160/schatz-health-care-medicaid">Vox interview</a>, Senator Brian Schatz of Hawaii announced his plans to sponsor a bill to allow individuals without insurance to buy Medicaid coverage for themselves. As a family doc who cares for patients on Medicaid in safety net clinics in Senator Schatz’s home state, I cannot support such a plan.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><br /></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">While private insurance companies offer supplemental insurance, Medicare continues to be run largely by the federal government. In contrast, while Medicaid programs receive federal funding, they are largely run by state governments. In a trend known as Medicaid managed care, in recent decades, states have been contracting out Medicaid to private insurance companies.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><br /></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">Prior to 1994, Hawaii’s state Medicaid system was run by HMSA, Hawaii’s Blue Cross/Blue Shield. During the Clinton presidency, the buzzword was managed competition, the idea being that insurance corporations would compete on price to provide publicly funded health insurance. Thus in 1994, the State of Hawaii devolved to managed care Medicaid and started farming out Medicaid to other corporations besides HMSA. In 2009 Medicaid managed care was extended to the aged, blind, and disabled.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">Medicaid also generally reimburses at lower rates than Medicare or private insurance. (Senator Schatz proposes to fix this.) However, low reimbursement is only one reason that physicians in private or group practice take few Medicaid patients today. Another reason is the administrative hassles to care put up by insurance companies as well as the difficulties of dealing with multiple insurance companies. Thus, Medicaid patients have relatively restricted networks of providers from which to choose. Many are therefore seen by safety net providers such as Federally Qualified Health Centers (FQHCs) or training clinics.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">The modern practice of medicine is complicated enough, but the different requirements and different formularies of different insurance companies complicates it to Kafkaesque levels. I believe that the powerlessness and helplessness induced by this nightmarish bureaucracy is a major cause of physician burnout. I want to give just one example. Let us say that one of our patients has newly diagnosed diabetes. Let us say that he has Medicaid. Just to prescribe him a glucometer, I have to go through the following:</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">Patients on Medicaid must enroll with one of the following: HMSA, AlohaCare, Ohana (WellCare), United Healthcare, and Kaiser. I need to go to the insurance section of the patient’s Electronic Health Record (EHR) to find out which insurance corporation is responsible for this patient. Then I go to The Prescribing Guide (<a href="http://prescribingguide.com/">http://prescribingguide.com/</a>), a cheat sheet developed and maintained by my family medicine faculty colleague Chien-Wen Tseng, MD. The prescribing guide tells me which brand of glucometer to prescribe.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">Each insurer contracts with a different glucometer manufacturer, so I can’t just prescribe a generic glucometer. I have to figure out whether to prescribe Freestyle, or OneTouch, or AccuChek. Because the contracts are continually re-negotiated, the preferred brand can change every six months. If you enter the wrong brand, the pharmacy will reject it and tell you to get a prior authorization.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">Next, I have to identify the ICD-10 code that corresponds to the highest complexity of the patient’s diabetes. Does she have nephropathy, or neuropathy, or ophthalmopathy? I often have to review the patient’s labs to see if the creatinine/GFR is abnormal. Am I going to place the patient on long-term insulin? Because if I am, I can justify asking for test strips for more than once a day testing. The number of times per day the glucose is to be measured, the ICD-10 code, and whether or not the patient is on insulin has to be on the prescription. If not, the pharmacy will reject it.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">Now that I have prescribed a glucometer, I can now start working on prescribing a diabetes medication.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">And I’ve yet to address the fatigue, the blood pressure, or the back pain for which his friend’s oxycodone worked real good, Doc.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">. . .</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">“</span><span style="color: #141823; font-family: "Arial",sans-serif; font-size: 13.5pt;">All the world's a stage, And all the men and women merely players</span><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">” -Shakespeare</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">Was this theater of the absurd composed by Alfred Jarry? Samuel Beckett? No, this play was composed by the layers of business administration types that have piled onto the health care system over the past couple of decades to bring corporate-style efficiency to medicine. Insurance companies limit their costs by imposing roadblocks. By making it so time-consuming and so frustrating to get anything done, we physicians throw up our hands and decide, no it’s not worth the hassle to order a different medication or sophisticated tests. Perhaps my patient gaining weight on a sulfonylurea would benefit from a glucagon-like peptide 1 receptor agonists or a sodium glucose transporter 2 inhibitors instead. But the prior authorization form requires me to list the dates that the patient has taken every other diabetes medication she has ever been prescribed . . .</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">For those physicians who are employed by hospitals or other institutions, we are finding that our employers are engaging in an arms race with the insurers by hiring their own army of coders and billers. These coders and billers find our documentation lacking in order to maximize return. So now we are told to write addenda to chart notes entered months ago - in order to justify higher reimbursement. These coders and billers shake their heads sadly and say to themselves, “Dr. Yamada, you are such an idiot.”</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">. . .</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">The new interns started in July. When they were medical students, I taught them about the pathophysiology of diabetes, about the evidence base of what treatments have been shown to improve patient outcomes, about how to discuss lifestyle measures, about the social determinants of the development of diabetes. Now that they’re interns, though – all of that goes out the window. Now that they’re managing real patients, I teach them how to enter billing codes into the electronic health record, and how to get a glucometer covered by insurance.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">They look at me with incredulity. They are dumfounded by how irrational and Byzantine our health system is. They realize that I am no longer teaching them medicine. Because there is no time for that now. There is only throughput. Treat ‘em and street ‘em.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;"> “Welcome to the desert of the real,” I say. “Get used to it.”</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">. . .</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">The MBAs who manage us physicians say, “It’s not about throughput. It’s about quality. We’re not going to pay you for throughput any more. We’re going to pay for performance. We don’t care how many times you see the patient. We only care about their A1cs.”</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">OK, then, tell me how you get better outcomes with a patient with diabetes without seeing them every once to talk with the patient about diet and exercise, to prescribe a glucometer so they can learn how diet and exercise affects their glucoses. What is the point of telling the homeless patient to bring down their A1cs by eating more fresh vegetables? What use is the A1c when the patient has cancer? What does the patient dealing with domestic violence care about her A1c? To measure the quality of care provided by a physician through A1cs is like the drunkard searching for his keys under the streetlight because that’s where the light is. The A1c is easily measured. Other aspects of medical care are not so easily assessed.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">. . .</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">Insurance companies and their corporate mind-set have so thoroughly taken over American medicine that we can hardly see the forest for the trees any more. EHRs, essentially designed for reimbursement purposes, define the patient encounter – such that physicians look only at their screens. I can’t afford to make eye contact with my patients, or I’ll fall hopelessly behind. Was there a time that we used to eat lunch? Nowadays, lunchtime is for finishing with charting or dealing with phone calls. Dealing with medication refills, or lab or x-ray results? Planning for the patients on tomorrow’s schedule? We do that in the evenings or weekends by remote access to the electronic health record.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div style="margin: 0in 0in 0.0001pt;"><br /></div><o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <o:p></o:p> <br /><div style="margin-bottom: .0001pt; margin: 0in;"><span style="font-family: Arial, sans-serif; font-size: 13.5pt;">Though Senator Schatz’s proposal would make Medicaid something like the public option that didn’t make it into the Affordable Care Act, it would likely leave intact insurance company-run Medicaid managed care – with its restricted networks and administrative hassles. As a practicing physician, I would like to get corporate profits and the layers upon layers of bureaucrats out of medicine. The American physician is in a predicament like that of Josef K in Kafka’s <i>The Trial</i>. The rules are obscure and seem to be constantly changing. We are never told what crime we committed to justify our being treated the way we are. The sense of a lack of agency and helplessness induced is one major cause of physician burnout. The practice of American medicine needs to be rationalized, so that we health workers can go back to focusing on the medicine. Medicare for All is what we need. Not all the inefficiencies and irrationalities of the modern practice of medicine will be fixed by Medicare for All – but patients and doctors need a way out of this Kafka novel.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-76675453167775506282017-09-22T13:37:00.000-07:002017-10-26T12:56:54.460-07:00I Second That Emotion(al) Intelligence<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7fesainM79innFHgdeCFm7J3GmqRLNJXlrCResy4ml8CYPwMvg_CrbYnm3oRPKFqtpAKik8gtoGrUISfmfX1x8sX9dMFcn_K8tjGCAo6eQmQ1MqLsBLerNxOpDoSwkXvWbKMoc0-TEZc/s1600/Working+on+your+own+emotional+intelligence+can+turn+you+from+a+strong+leader+into+an+exceptional+one..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="1024" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7fesainM79innFHgdeCFm7J3GmqRLNJXlrCResy4ml8CYPwMvg_CrbYnm3oRPKFqtpAKik8gtoGrUISfmfX1x8sX9dMFcn_K8tjGCAo6eQmQ1MqLsBLerNxOpDoSwkXvWbKMoc0-TEZc/s400/Working+on+your+own+emotional+intelligence+can+turn+you+from+a+strong+leader+into+an+exceptional+one..png" width="400" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><br /></div><div class="MsoNormal">I recently posted a <a href="http://inventinghealth.blogspot.com/2017/08/nothing-personal.html" target="_blank">blog</a> advocating putting what is best for your business ahead of your personal feelings. Expanding on that post, I would argue that effective leadership is not only about keeping your emotions in check, but leading your team with emotional intelligence.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Emotional intelligence is the ability to understand and calibrate your own emotions as well as the ability to respond effectively to those of others. It is also being aware of how your words and actions affect your colleagues and team members. Being in tune with your emotions and the emotions of others, as well as having the ability to understand the dynamics of your environment, are key skills to possess when leading a team.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">According to Daniel Coleman, an American psychologist who has written extensively on emotional intelligence, there are five attributes that leaders with high levels of emotional intelligence possess:<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li><b><u>Self-awareness:</u></b>Leaders who are self-aware possess the ability to understand their feelings and how their feelings affect other people.</li><li><b><u>Self-management:</u></b>The best managers are those who are able to keep their feelings in check and remain in control even during trying times.</li><li><b><u>Empathy: </u></b>If you are able to walk in others’ shoes and be compassionate, you will have stronger and more positive relationships with fellow team members. </li><li><b><u>Motivation:</u></b> Working towards the high standards and goals you set for yourself is critical to managerial success.</li><li><b><u>Social skills:</u></b> Managers who can effectively communicate, speak passionately and encourage team members are more likely to motivate performance and drive positive results.</li></ul><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Understanding emotional intelligence is only part of the equation. Let’s face it. Very few of us are born with the behaviors that comprise strong emotional intelligence and like most things, we have to work to develop these soft skills. With that in mind, here are some things we can all do to improve upon our ability to lead with emotional intelligence:<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li>Keep a journal to help you become more self-aware</li><li>Slow down and reflect on how you are feeling and behaving</li><li>Practice being calm and centered</li><li>Hold yourself accountable by making a commitment to admit mistakes and take responsibility</li><li>Be positive, optimistic and hopeful and encourage that in others</li><li>Take stock of your own performance on a regular basis</li><li>Pay attention to other people’s feelings and body language as a way to gauge how you are coming across and affecting others</li><li>Learn conflict resolution</li><li>Focus on encouraging and praising team members</li></ul><o:p></o:p><br /><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">At the end of the day, the better we can relate to and work with others, the more successful we will be. 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Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal"><br /></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-49068896173657577242017-09-13T13:34:00.000-07:002017-10-26T12:56:54.489-07:00#TechnologyRules<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMnzxDjLlpXr7btaL2xQOH88Xc-w9T00eB-2I060rABZYf8msgaPgcSdvln_sJbEFTfogSpmOfKzHC1oNJ-C1C8NFXZYpm58D67cKqd_-pSlt7Gz-zXOPKhG4eXr6aEhde0ja4ScHI8HA/s1600/TGH+Virtual+Care.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="655" data-original-width="1600" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMnzxDjLlpXr7btaL2xQOH88Xc-w9T00eB-2I060rABZYf8msgaPgcSdvln_sJbEFTfogSpmOfKzHC1oNJ-C1C8NFXZYpm58D67cKqd_-pSlt7Gz-zXOPKhG4eXr6aEhde0ja4ScHI8HA/s640/TGH+Virtual+Care.jpg" width="640" /></a></div><br /><div class="MsoNormal">As I have discussed on <a href="http://inventinghealth.blogspot.com/search/label/consumerism" target="_blank">several occasions</a>, there is no doubt that consumerism is a key driver in health care these days. As patients continue to take a more active role in choosing their health care providers, paying for a greater percentage of their health care, and managing their health care spending accounts, they will continue to evolve into more savvy consumers. With this reality, along with the demand for providers to keep cost down by insurance companies, the retail or consumer model of health care delivery will continue to grow. <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">For hospitals and health care providers, an integral component of attracting and retaining consumers is an ongoing and increasing investment in technology. In fact, technology is dramatically redefining the way we manage health care. In an “app” driven world, consumers have come to expect customer friendly technology to help mediate their interaction with health care providers. <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">And so, I read with great enthusiasm this recent article in <a href="https://www.inc.com/avi-savar/3-technology-trends-that-are-dominating-healthcare.html" target="_blank">Inc.</a>, outlining some new technology trends dominating our industry.<span style="mso-spacerun: yes;"> </span>According to author Avi Savar, the top three recent innovations in health care technology, include the following:<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li><b><u>Patient Scheduling Software</u></b> which allows for better patient management and communication. With this type of software, providers can send appointment reminders and patients can schedule appointments on line. Implementation of this software not only saves money and time, but decreases the number of patient no shows and improves customer service.</li></ul><o:p></o:p><br /><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li><b><u>Smartwatches that Detect Heart Attacks</u></b> by monitoring heart rates and notifying users of their vitals. While these watches are no substitute for medical consultation or care, they can serve as an additional safety valve by keeping a constant eye on heart performance. In fact, some products on the market will notify 9-11 if they record what they think to be a cardiac emergency and with a built in GPS, can provide patient location information.</li></ul><o:p></o:p><br /><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li><b><u>Marketing Automation Software</u></b> which grabs patient data from various points of contact and puts it all in one spot. It helps providers deliver targeted communications to patients, improving customer service and patient loyalty. It also offers providers real time patient analytics, allowing for quick problem solving and improved care and medical services.</li></ul><o:p></o:p><br /><div class="MsoNormal"><br /></div><div class="MsoNormal"><br /></div><div class="MsoNormal">While, I think Savar is correct in his assessment of these technology trends and their influence and importance in the market, I would add one other important innovation to this list: <b>tele-health technology. </b><o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Through tele-health technology platforms, like <a href="https://www.tgh.org/services/virtual-care" target="_blank">TGH VirtualCare</a>, patients can engage with medical staff remotely via desktop or a mobile screen app. Here, patients get convenient, cost-effective and immediate medical care anywhere they are as medical staff are able conduct the same interview and diagnosis that occurs in a traditional urgent care office visit. Providers can treat many common conditions or illnesses such as colds, fever, rash, stomach flu, sinus infections, pink eye and headaches, as well as prescribe medications. This technology offers another way for patient to receive access to care when they need it, is cost effective for providers and is becoming increasingly popular.<o:p></o:p></div><div class="MsoNormal"><br /></div><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> <o:PixelsPerInch>96</o:PixelsPerInch> </o:OfficeDocumentSettings></xml><![endif]--> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> 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Name="FollowedHyperlink"/> <w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Document Map"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Plain Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="E-mail Signature"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Top of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Bottom of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Normal (Web)"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Acronym"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Address"/> <w:LsdException Locked="false" SemiHidden="true" 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Name="Table List 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Contemporary"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Elegant"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Professional"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Balloon Text"/> <w:LsdException Locked="false" Priority="39" Name="Table Grid"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Theme"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 9"/> <w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" Name="Light List"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 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Name="Revision"/> <w:LsdException Locked="false" Priority="34" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" 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Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" 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6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal">If health care providers are going to compete for market share, they must recognize that investments in technology are a key component to success. Just as quality and affordability of care have helped drive consumer health care decisions for years, today ease of access and integration—often provided through a technological application—is equally important. The bottom line is that keeping up with technology will keep you in the game.<o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-86568469265955987492017-09-06T17:39:00.000-07:002017-10-26T12:56:54.517-07:00#obsm: Lifestyle Changes Around Obesity: What Are They and How to Make Them Stick<div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 8pt; margin-right: 8pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Obesity is a multifactorial disease. While people commonly assume that gaining weight is a simple calculation between calories eaten and calories expended (eat less, exercise more), this is not an accurate reflection of the complexity of obesity. Other factors that contribute to obesity include genetic and environmental factors. In this month’s chat, we will focus on one factor that individuals have control over: lifestyle.</span></div><div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 8pt; margin-right: 8pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Changing unhealthy habits requires, by definition, a change in lifestyle. Whether that is quitting smoking, exercising more, or making healthier food choices, lifestyle change is hard. Indeed, one of the things often emphasized to patients undergoing bariatric surgery is the need to make significant lifestyle changes after surgery. Part of this is by necessity--the new configuration of their stomach will typically accommodate less food. Thus they will commonly eat smaller, more frequent meals in order to avoid nausea and vomiting. This is part of why caloric intake typically drops significantly after bariatric surgery. Over time, people who have had bariatric surgery can adapt to their new anatomy and potentially increase their caloric intake. To the extent that patients use bariatric surgery as a tool to help them make a more enduring lifestyle change, they are more successful in maintaining weight loss.</span></div><div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 8pt; margin-right: 8pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">For those with obesity who lose weight with medical management, a similar philosophy applies. Losing weight with a diet typically results in later weight regain when one discontinues the diet. This is part of why many people are able to lose weight, even significant weight, without surgery. Unfortunately only about 5% of people are successful in maintaining this type of weight loss long term. However, to the extent that people can make a lifestyle change rather than adopting </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">a short- term diet, they may be successful in maintaining long-term weight loss.</span><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><img border="0" data-original-height="273" data-original-width="612" height="142" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuTdzMdc-u9sQja4o7W_reB_72LEDPFMcmfyA6_4jOO6BXCJinW607PboaaizXp3DZmY1ndmGw0gWsNh8FrySE2lQy0bdGMfFBd4DtanWt0d3xooOrIw0HY8yfCrNLq97zCIhCSlG2sgk/s320/Fruit.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><a href="http://www.istockphoto.com/photos/fruits-and-vegetables?excludenudity=true&mediatype=photography&phrase=fruits%20and%20vegetables&sort=mostpopular&istockcollection=main,value" target="_blank">Photo Credit</a></td></tr></tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuTdzMdc-u9sQja4o7W_reB_72LEDPFMcmfyA6_4jOO6BXCJinW607PboaaizXp3DZmY1ndmGw0gWsNh8FrySE2lQy0bdGMfFBd4DtanWt0d3xooOrIw0HY8yfCrNLq97zCIhCSlG2sgk/s1600/Fruit.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="color: black;"></span></a></div></div><div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 8pt; margin-right: 8pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Whether people have bariatric surgery or not, lifestyle changes are challenging to make and maintain. Establishing routines can help, but when there are logistic transitions (such as children going back to school in the fall or finishing school in the spring) these routines can get thrown off. In this month’s chat, we will discuss how to make and maintain lifestyle changes with the following questions:</span></div><div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 8pt; margin-right: 8pt; margin-top: 0pt; text-indent: 36pt;"><span id="docs-internal-guid-641c62c5-59bd-8e50-0539-0b32341af5d8"></span></div><ol style="margin-bottom: 0pt; margin-top: 0pt;"><li dir="ltr" style="background-color: transparent; font-family: arial; font-size: 10.5pt; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 0pt; margin-right: 8pt; margin-top: 0pt;"><span style="background-color: transparent; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What is meant by "lifestyle changes" in weight management? Do patients and practitioners share the same definitions?</span></div></li><li dir="ltr" style="background-color: transparent; font-family: arial; font-size: 10.5pt; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 0pt; margin-right: 8pt; margin-top: 0pt;"><span style="background-color: transparent; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What stumbling blocks have you (or your patients) encountered in trying to make lifestyle/habit changes? How were they overcome? </span></div></li><li dir="ltr" style="background-color: transparent; font-family: arial; font-size: 10.5pt; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 0pt; margin-right: 8pt; margin-top: 0pt;"><span style="background-color: transparent; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">It is difficult to make lifestyle changes alone. How can one succeed even if friends and family are not making changes? </span></div></li><li dir="ltr" style="background-color: transparent; font-family: arial; font-size: 10.5pt; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 8pt; margin-right: 8pt; margin-top: 0pt;"><span style="background-color: transparent; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Fall is here. How do you (or your patients) maintain lifestyle changes in face of changes to their schedule and routine? </span></div></li><li dir="ltr" style="background-color: transparent; font-family: arial; font-size: 10.5pt; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.7142857142857142; margin-bottom: 8pt; margin-right: 8pt; margin-top: 0pt;"><span style="background-color: transparent; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What motivates you (or your patients) to make lifestyle changes that last? </span></div></li></ol><div><span style="font-family: "arial";"><span style="font-size: 14px; white-space: pre-wrap;">We hope you will join the discussion <b>9:00p EST*</b> Sunday, September 10!</span></span></div><div><span style="font-family: "arial";"><span style="font-size: 14px; white-space: pre-wrap;"><br /></span></span></div><div><span style="font-weight: normal;"><span id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-family: "arial"; font-size: 14.6667px;"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">~The #obsm </span></span><span style="font-family: "arial"; font-size: 14.6667px;"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">chat leadership</span></span><span style="font-family: "arial"; font-size: 14.6667px;"><b>: </b></span></span><span style="font-family: "arial";"><span style="font-family: "arial";"><span style="font-size: 14.6667px;">Arghavan Salles, MD, PhD</span><span style="font-size: 14.6667px; white-space: pre-wrap;">;</span></span></span><span style="font-family: "arial"; font-size: 14.6667px;"><b> </b></span><span id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-family: "arial"; font-size: 14.6667px;"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">Hea</span></span><span style="font-family: "arial"; font-size: 14.6667px;"><span style="font-family: "arial";">ther Logghe, MD; Neil Floch, MD; Amir Ghaferi, MD, MS; and Babak Moein, MD</span></span><br /><span style="font-family: "arial"; font-size: 14.6667px;"><span style="font-family: "arial";"><br /></span></span><span style="font-family: "arial"; font-size: 14.6667px;"><span style="font-family: "arial";">*Please note, an earlier version and incorrectly listed the time as 6 pm. The correct time is 9pm EST.</span></span><br /><div><span style="font-weight: normal;"><span style="font-family: "arial"; font-size: 14.6667px;"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span></span></div><div dir="ltr" style="line-height: 1.2; margin-bottom: 11pt; margin-top: 11pt; padding: 0pt 0pt 0pt 22pt; text-indent: -22pt;"></div></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-52313705089984941742017-08-29T08:50:00.000-07:002017-10-26T12:56:54.534-07:00"Blockbuster" drug or slanted reporting: never forget "cui bono"<div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;"><a href="https://www.nytimes.com/2017/08/27/science/ilaris-heart-disease-cancer-study.html">‘Drug Aimed at Inflammation May Lower Risk of Heart Disease and Cancer’</a>, by Denise Grady in the <i>New York Times, </i>August 27, 2017, reports on a study in the <i>New England Journal of Medicine, </i>‘<a href="http://www.nejm.org/doi/full/10.1056/NEJMoa1707914#t=article">Antiinflammatory Therapy with Canakinumab for Atherosclerotic Disease’</a> by Paul M. Ricker, et al. The study, funded by the drug’s manufacturer, Novartis, examined the impact of the use of canakinumab (brand name: Ilaris) on heart attack survivors. The drug is in a class called “monoclonal antibody inhibitors” (as is almost anything ending in “…mab”); in its case, it inhibits antibodies known as “interleukin 1β”. The main effect is anti-inflammatory, which is why it was originally developed for treatment of juvenile rheumatoid arthritis, an inflammatory disease. However, research showing that inflammation plays a major role in coronary artery disease (the cause of heart attacks) stimulated this large multi-center, drug-company sponsored, trial.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">So what did the study show? Of the over 10,000 people in the study, those who were treated with canakinumab had lower rates of what the study designers defined as the “primary end point”, the main thing that they were looking for, “nonfatal myocardial infarction, nonfatal stroke, or cardiovascular death.” That is, did patients have another heart attack or stroke, whether they lived or died. The lower rates in the canakinumab groups were statistically significant, with the group that did the best, the middle-dose (they tested 3 different dosages), having 3.86 “events” per 100 person-years, compared to 4.50 for the placebo group. In absolute terms, there were, thus, 0.64 fewer “events” for each 100 person-years (which is a valid concept, one person taking a drug for 100 years, or 100 people for one year, or any combination in between).<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">There was, however, no significant difference in “all cause” mortality between the treated and untreated groups, mainly because of the increase in deaths from infections in those treated. This is not surprising because the anti-inflammatory effect of canakinumab also decreases the body’s immune response. It is also not surprising that the people most likely to die of infection were those who were oldest and sickest in the first place. Six people developed tuberculosis.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Given that the cost of the drug is about $200,000 a year (think about that!), 100 person-years of treatment would cost $20,000,000. And for this price, 0.64 fewer people have a cardiac “event”, and no fewer people die. And some untold number suffering serious side effects from canakinumab, including the infections that occurred that didn’t kill them (not reported). These could be really serious – long hospitalizations for sepsis or pneumonia or cellulitis, non-fatal but significant events like amputations, etc. No wonder the <i>Times </i>article quotes Dr. David J. Maron, the director of preventive cardiology at Stanford University School of Medicine, as saying “This is fantastic”! Dr. Maron, I imagine, has terrific insurance.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Of course, it didn’t cost Novartis $200,000 a year for the drug for the study; that is the retail price that it plans to charge hospitals, insurers, and patients. We have no idea what the drug actually costs Novartis to manufacture; the price they will charge is based on the highly scientific formula called “what the market will bear”. For their own bizarre reasons (see Elizabeth Rosenthal’s <a href="https://www.amazon.com/American-Sickness-Healthcare-Became-Business/dp/1594206759">“An American Sickness”</a> and <a href="https://www.nytimes.com/2017/04/04/books/review/an-american-sickness-elisabeth-rosenthal.html?mcubz=3&_r=0">this commentary by Jacob Hacker</a>) insurers may gladly pay for this drug (they get to keep a percent, and a higher price means a higher percent, and they just raise rates). Or they may get a discounted charge. Certainly, many poor and uninsured people are not likely to get it. Maybe – probably – Novartis will have a program for giving the drug for little or no money to poor people. But, given how common coronary heart disease (CHD) is, they are incredibly unlikely to give it for free to every uninsured person who has CHD. Maybe they’ll give them a discount, say 90%. Then the poor person would only have to pay $20,000 a year out of pocket. To reduce their risk of another coronary event by 0.0064 per year. And have no lower likelihood of dying. And a greater likelihood of severe infection. Maybe this is, after all, a boon to the poor and uninsured, as they are unlikely to get this terrific opportunity.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">The other amazing thing is the actual story in the <i>Times, </i>and what that says about health journalism. As noted by the insightful Howard A. Rodman, the<o:p></o:p></span></div><div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: "verdana" , sans-serif;">·<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>Headline says: "Drug... May Lower Risk of Heart Disease and Cancer"<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: "verdana" , sans-serif;">·<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>The 2<sup>nd</sup> paragraph tells us it is a "major milestone"<o:p></o:p></span></div><div class="MsoListParagraphCxSpLast" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;"><span style="font-family: "verdana" , sans-serif;">·<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>The 3<sup>rd</sup> paragraph quotes Dr. Maron saying "This is fantastic."<o:p></o:p></span></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">But then you have to scroll down to find<o:p></o:p></span></div><div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -.25in;"><span style="font-family: "verdana" , sans-serif;">·<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>In the 5<sup>th</sup> paragraph, that the drug costs $200,000 per year. It's available only from Novartis, and that Novartis paid for the study.<o:p></o:p></span></div><div class="MsoListParagraphCxSpLast" style="margin-left: .25in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-indent: -.25in;"><span style="font-family: "verdana" , sans-serif;">·<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span>And in the 7<sup>th</sup> paragraph, that the drug suppresses immune response. In the study, the number of deaths from drug-caused infections equaled the number of lives saved.<o:p></o:p></span></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Lead with the positives, and then let us down later, maybe after those of us scanning the article have stopped reading.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Is the <i>Times</i> trying to mislead us? I don’t think so. I think that they want, however, to get our attention, get us reading, show us blockbusters. Blockbusters are good for getting attention. It is a big article for the <i>New England Journal of Medicine </i>also. This is why there is a built-in prejudice in medical journals for publishing articles with positive results, and why the authors do their best to “spin” results to positive. As if the incredible amount of work they have put in to the study, not to mention the interest of the sponsor, in this case, a pharmaceutical company that makes the drug in question, was not sufficient impetus. After all, getting our attention is what it is all about; it is why reality TV is so big, and why a reality TV star is now POTUS; see Matt Taibbi’s piece <a href="http://www.rollingstone.com/politics/news/taibbi-blame-media-for-creating-world-dumb-enough-for-trump-w499649">“The Media Is the Villain – for Creating a World Dumb Enough for Trump”</a>. He notes that “If a meteor crashes into jello night at the Playboy mansion, it doesn't matter if you send Edward R. Murrow to do the standup. Some things sell themselves.” Maybe a drug that treats a disease that treats heart disease isn’t <i>that </i>big, but it is big; after all, as Grady notes, “Cardiovascular disease is the leading cause of death worldwide and in the United States, where it killed nearly 634,000 people in 2015. Globally, it killed 15 million,” (paragraph 4, if you’re tracking it).<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Neither does this mean that published scientific research is unreliable. Some of it is very good science (even this study is generally good science, despite the published report in <i>NEJM </i>and the coverage in the <i>Times</i> being unconscionably skewed to the positive). Some of it actually reports on drugs or other interventions that make a difference. Sadly, however, in addition to the “blockbuster” effect that the media (including medical journals) want to cover, those interventions that will make a lot of money for a company get more publicity. Especially when the company funds the research. Aspirin, by the way, is still cheap, and it is more effective than this drug, <a href="https://www.uspreventiveservicestaskforce.org/Page/Document/RecommendationStatementFinal/aspirin-to-prevent-cardiovascular-disease-and-cancer">recommended by the US Preventive Services Task Force (USPSTF) for prevention of CHD in adults with greater than a 10% 10-year risk</a>.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">I tell medical and other health professions students (at all levels) that, although the Introduction and Discussion sections of the article may seem most interesting, the important parts to read are the Methods and Results, which have the meat (or soy, if you’re vegan) and from which you should draw your own conclusions, without the authors’ spin. If you’re not a health professional, and depend on the mass media for coverage, then you better read the whole article and not stop after the fanfare. It is the reporter’s job to provide the necessary information, but your job to read it wisely.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Certainly, health professional or reporter or consumer, look at who is funding the study. It is important information. And think about conflict of interest. And think, of course, about <i>cui bono.</i> It is likely to be the manufacturers, and maybe the researchers, and sometimes those who are wealthy or well-insured enough to get the drug or intervention (when it is of benefit).<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">And, surprise, it is never likely to be the poor, uninsured, or those most in need.</span></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-75688289836440961662017-08-28T10:20:00.000-07:002017-10-26T12:56:54.551-07:00Podcast 006: Dr. Matteo Rosselli — Anti-aging TherapiesDr. Matteo Rosselli is the Medical Director of Anesthesiology at Jupiter Medical Center, and a board-certified Anesthesiologist. He is the principle physician at Revitalogy, a private practice that provides innovative treatments to slow the ageing process, and is board-certified in both Manipulative Medicine and Manipulation under Anesthesia, and is a member of the American Academy of Anti-Aging Medicine. He is known for his integration of revolutionary medical research with his patients’ individual health profiles, for a synthesis of hormone replacement, cosmetic medicine, vitamin supplementation, and IV hydration therapies.<br /><br /> Tune in to this episode to find out more about Dr. Rosselli’s innovations in individual patient care, and the anti-aging benefits of IV hydration therapies.<br /><br /> <iframe allowfullscreen="" height="360" mozallowfullscreen="" msallowfullscreen="" oallowfullscreen="" scrolling="no" src="//html5-player.libsyn.com/embed/episode/id/5669281/height/360/width/640/theme/legacy/autonext/no/thumbnail/yes/autoplay/no/preload/no/no_addthis/no/direction/backward/" style="border: none;" webkitallowfullscreen="" width="640"></iframe><br /><span style="font-size: x-small;"><i><br /></i></span><span style="font-size: x-small;"><i> <b>Key Takeaways: </b>[:27] John introduces his guest for this episode — Dr. Matteo Rosselli. [2:30] Why did Dr. Rosselli get into this side of medicine? [4:04] How do the various therapies that Dr. Rosselli promotes work? Dr. Rosselli takes us through a day in the life of one of his patients. [5:33] John shares an example from his personal experience about how Dr. Rosselli's therapies have benefited him. [6:24] Why is IV therapy better than some of the other conventional methods of taking vitamins and minerals? [7:25] What does Dr. Rosselli see for the future of the anti-aging industry? What plans does his organization have for the future, and what can consumers expect to see over the next few years? [8:35] What is Dr. Rosselli’s response to those who think that this is just ‘hocus-pocus’? [10:05] Visit Dr. Rosselli’s website for more information, or call to make an appointment with Dr. Rosselli. </i></span>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-57219274081737597622017-08-22T12:18:00.000-07:002017-10-26T12:56:54.566-07:00Nothing Personal<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1hGmWA2joW1hqONSlsRduJSQWoeDVcGPDirzdpvdTAWtAxEB66_yqImsLQRaG0XiocSh3ic2hKU-4t9KyfcVt32E_k2n-g2EdfdAow92lqQT_jfM9Xl0K633SmBuZJHLqZZUzOwE6WKY/s1600/%2522Never+put+your+personal+feelings+ahead+of+what+is+best+for+your+organization..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="1024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1hGmWA2joW1hqONSlsRduJSQWoeDVcGPDirzdpvdTAWtAxEB66_yqImsLQRaG0XiocSh3ic2hKU-4t9KyfcVt32E_k2n-g2EdfdAow92lqQT_jfM9Xl0K633SmBuZJHLqZZUzOwE6WKY/s640/%2522Never+put+your+personal+feelings+ahead+of+what+is+best+for+your+organization..png" width="640" /></a></div><br /><div class="MsoNormal">One of the best pieces of professional advice I ever received was from a supervisor early on in my professional career who reminded me to “never put your personal feelings ahead of what is best for your organization. If you always do the right thing for the company, everything will work out.”<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">I realize this is easier said than done, but keeping emotions in check is not only critical to success but is also a stress reducer. Excellent leaders are passionate people and it certainly can be a challenge to not let your feelings rule the day. But emotions—whether it is anger or enthusiasm—can have a negative impact on decisions that need to be made for your organization.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">So, what is a team leader to do? <o:p></o:p></div><div class="MsoNormal"></div><ul><li>First and foremost, before you make any decision, take inventory of what you are really thinking and feeling about the decision that needs to be made.</li><li>Then, put that aside and move to spending time identifying the real issue that you need to address.</li><li>Tease out all of tangential factors that are irrelevant to the discussion or the decision. Remove personal biases, disconnect this decision from your own personal agenda, excitement or plans, etc.</li><li>Come up with a list of questions that need to be answered and all the factors that truly need to be considered when making a decision. Your final question should always be “is this decision the best for my team and the organization?”</li><li>Finally, once you have come to a decision, prepare how you will deliver it. If you are dealing one-on-one with team members, think about your best approach. 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Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal">At the end of the day, don’t let your emotions become a detriment to your team or your organization. Keep your emotions in check when making a big decision and keep your eye on the real prize—doing what is best for your organization.<o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-18793859756320361372017-08-18T12:55:00.000-07:002017-10-26T12:56:54.589-07:00Peer-to-Peer: The role of online support for patients with obesity<div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span id="docs-internal-guid-d49765a8-f6e8-c26e-2da3-8b797cedafa5"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">Support group attendance and perceived levels of social support are associated with greater post-bariatric surgery weight loss.</span><a href="https://paperpile.com/c/IY22eH/yXnJ+JK56" style="text-decoration-line: none;"><span style="color: black; font-family: "arial"; font-size: 6.6pt; vertical-align: super; white-space: pre-wrap;">1,2</span></a><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"> Unfortunately, geography and time constraints can limit participation. Therefore, online forums, Facebook groups, and tweetchats can serve to provide a sense of community while overcoming these limitations. Studies show online forums can be a useful resource for information and emotional support in obesity and bariatric surgery.</span><a href="https://paperpile.com/c/IY22eH/exuS+hLCS" style="text-decoration-line: none;"><span style="color: black; font-family: "arial"; font-size: 6.6pt; vertical-align: super; white-space: pre-wrap;">3,4</span></a><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"> The formats of online support have evolved over time from listservs to established communities such as Bariatric Pal and more recently Facebook groups and tweetchats. Some users choose to post anonymously while others share their identity and blog publicly about their experiences. While these forms of online support are shown to be beneficial, physicians may not regularly endorse their use. </span></span></div><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody><tr><td style="text-align: center;"><a href="https://www.nationalbariatriclink.org/bariatric-blog/wp-content/uploads/2015/05/socialmediaweightloss.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="735" data-original-width="757" height="310" src="https://www.nationalbariatriclink.org/bariatric-blog/wp-content/uploads/2015/05/socialmediaweightloss.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><a href="https://www.nationalbariatriclink.org/bariatric-blog/top-tweeters-weight-loss-surgery/" target="_blank">Photo Credit</a></td></tr></tbody></table><b style="font-weight: normal;"><br /></b><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In our next #obsm chat, we will provide a forum for patients and health care practitioners to learn from patients and their loved ones on their personal online support experiences. Our goal is to help patients and physicians understand how online support groups can complement the care of patients with obesity, those considering bariatric surgery, and post-surgical patients. We will explore the utility, benefit, and potential pitfalls of online peer-to-peer support. </span></div><b style="font-weight: normal;"><br /></b><br /><ol style="margin-bottom: 0pt; margin-top: 0pt;"><li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What is the utility of online support for patients with #obesity and those considering #bariatricsurgery?</span></div></li><li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What are the cons of online support in #obesity and #BariatricSurgery? Are there pitfalls to be aware of?</span></div></li><li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What are the strengths and weaknesses of the different online platforms for people with #obesity and pre- and post- #bariatricsurgery support?</span></div></li><li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Should physicians recommend online support to their patients? If so, which platforms are most useful?</span></div></li><li dir="ltr" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">How do you predict (or hope) online support for those with #obesity and those undergoing #bariatricsurgery will evolve?</span></div></li></ol><div><span style="font-family: arial;"><span style="font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></div><b style="font-weight: normal;"><span id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-family: Arial; font-size: 14.6667px;"><span style="font-family: arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">~The #obsm </span></span><span style="font-family: Arial; font-size: 14.6667px;"><span style="font-family: arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">chat leadership</span></span><span style="font-family: arial; font-size: 14.6667px;"><b>: </b></span><span id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-family: Arial; font-size: 14.6667px;"><span style="font-family: arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">Hea</span></span><span style="font-family: Arial; font-size: 14.6667px;"><span style="font-family: arial;">ther Logghe, MD, Neil Floch, MD, Amir Ghaferi, MD, MS, Babak Moein, MD, and Arghavan Salles, MD, PhD</span></span><span id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-family: Arial; font-size: 14.6667px;"><span style="font-family: arial; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"> </span></span></b><br /><div dir="ltr" style="line-height: 1.2; margin-bottom: 11pt; margin-top: 11pt; padding: 0pt 0pt 0pt 22pt; text-indent: -22pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div><div dir="ltr" style="line-height: 1.2; margin-bottom: 11pt; margin-top: 11pt; padding: 0pt 0pt 0pt 22pt; text-indent: -22pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">References:</span></div><div dir="ltr" style="line-height: 1.2; margin-bottom: 11pt; margin-top: 11pt; padding: 0pt 0pt 0pt 22pt; text-indent: -22pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">1. </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><a href="http://paperpile.com/b/IY22eH/yXnJ" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Livhits M, Mercado C, Yermilov I, et al. Is social support associated with greater weight loss after bariatric surgery?: a systematic review. </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Obes Rev</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. 2011;12(2):142-148.</span></a></div><div dir="ltr" style="line-height: 1.2; margin-bottom: 11pt; margin-top: 0pt; padding: 0pt 0pt 0pt 22pt; text-indent: -22pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">2. </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><a href="http://paperpile.com/b/IY22eH/JK56" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Ter Braak UBJM, Hinnen C, de Jong MMC, van de Laar A. Perceived Postoperative Support Differentiates Responders from Non-Responders 3 Years After Laparoscopic Roux-en-Y Gastric Bypass. </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Obes Surg</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. August 2017. doi:</span></a><a href="http://dx.doi.org/10.1007/s11695-017-2852-x" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">10.1007/s11695-017-2852-x</span></a><a href="http://paperpile.com/b/IY22eH/JK56" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">.</span></a></div><div dir="ltr" style="line-height: 1.2; margin-bottom: 11pt; margin-top: 0pt; padding: 0pt 0pt 0pt 22pt; text-indent: -22pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">3. </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><a href="http://paperpile.com/b/IY22eH/exuS" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Atwood ME, Friedman A, Meisner BA, Cassin SE. The Exchange of Social Support on Online Bariatric Surgery Discussion Forums: A Mixed-Methods Content Analysis. </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Health Commun</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. March 2017:1-8.</span></a></div><div dir="ltr" style="line-height: 1.2; margin-bottom: 11pt; margin-top: 0pt; padding: 0pt 0pt 0pt 22pt; text-indent: -22pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">4. </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><a href="http://paperpile.com/b/IY22eH/hLCS" style="text-decoration: none;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Pappa GL, Cunha TO, Bicalho PV, et al. Factors Associated With Weight Change in Online Weight Management Communities: A Case Study in the LoseIt Reddit Community. </span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">J Med Internet Res</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. 2017;19(1):e17.</span></a></div><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">4. </span><span style="font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"><span class="Apple-tab-span" style="white-space: pre;"> </span></span><a href="http://paperpile.com/b/c1lB0W/fmxQ" style="text-decoration-line: none;"><span style="color: black; font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">Story Of Obesity Surgery - American Society for Metabolic and Bariatric Surgery. American Society for Metabolic and Bariatric Surgery. </span></a><a href="https://asmbs.org/resources/story-of-obesity-surgery." style="text-decoration-line: none;"><span style="color: black; font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;">https://asmbs.org/resources/story-of-obesity-surgery.</span></a><a href="http://paperpile.com/b/c1lB0W/fmxQ" style="text-decoration-line: none;"><span style="color: black; font-family: "arial"; font-size: 11pt; vertical-align: baseline; white-space: pre-wrap;"> Accessed June 5, 2017.</span></a>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-89005968096714609182017-08-14T08:12:00.000-07:002017-10-26T12:56:54.608-07:00Just Say Yes<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia0OzG1TiIdUOZWmNClLg97fshvMo_6vBIPyA6tFGP1b4mQr2bQYpXoHamxbvUPSFKo3sqhfl__LJ0IdI69oUPk9MRsMAlS0GTm_-Lx-NepK32i8ZSuMaM8TMbAt-bJiTD8hathQC03Ds/s1600/467651062_1280x720.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia0OzG1TiIdUOZWmNClLg97fshvMo_6vBIPyA6tFGP1b4mQr2bQYpXoHamxbvUPSFKo3sqhfl__LJ0IdI69oUPk9MRsMAlS0GTm_-Lx-NepK32i8ZSuMaM8TMbAt-bJiTD8hathQC03Ds/s640/467651062_1280x720.jpg" width="640" /></a></div><br /><div class="MsoNormal">It is often said, “it’s so hard to say no.”<span style="mso-spacerun: yes;"> </span>Then why are so many organizations inclined to say no at every turn? <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Whether it’s “that’s not my department” or “there is no way we can do that for you,” time and time again, people immediately shut down a customer with a negative response, even when, and without much effort, they could easily accommodate the request. However, it is not the individual team member’s fault that they are being short sighted and leading with “no.” They are simply modeling their organizational culture of prioritizing rules and regulations over providing excellent customer service—saying no over saying yes.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">It is important to clarify that when we talk about getting to “yes,” we are not talking about total agreement. It means hearing and understanding the request and agreeing to explore all possible solutions and work towards a reasonable outcome.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">And like any organizational practice, it all starts at the top. As a leader, you must work to cultivate and nurture a culture of yes and empower your team to do the same. Here are a few tips on how to make that happen:<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li><b>You say yes.</b>If your team members observe you leading with yes when dealing with customers, vendors, or other team members, they will follow suit.</li><li><b>Tell stories of yes. </b>When speaking to team members, stakeholders or other folks involved in the organization, tell stories of how saying yes was effective and resulted in positive feedback.</li><li><b>Celebrate and reward yes.</b> Find ways to celebrate and reward those team members who were able to satisfy customer requests, who went above and beyond to say yes to customers, or who went that extra mile.</li></ul><o:p></o:p><br /><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Finally, being able to say yes to that initial customer is not its only reward. Of course, saying yes and satisfying requests feels great for you and leads to happy customers, but there are other positives to saying yes as well. It can at times force you to find new solutions, discover new opportunities or unlock new modes of creativity. You also learn to take risks which can be incredibly productive. <o:p></o:p></div><div class="MsoNormal"><br /></div><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> <o:PixelsPerInch>96</o:PixelsPerInch> </o:OfficeDocumentSettings></xml><![endif]--> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> 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Name="Strong"/> <w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Document Map"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Plain Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="E-mail Signature"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Top of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Bottom of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Normal (Web)"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Acronym"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Address"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Cite"/> <w:LsdException Locked="false" SemiHidden="true" 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 1"/> <w:LsdException Locked="false" 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Name="Table Grid 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 6"/> <w:LsdException Locked="false" SemiHidden="true" 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 9"/> <w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" Name="Light List"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/> <w:LsdException 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Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal">While you might have to work a little bit harder to get to yes, in the end there is nothing like it. There are so many times we are met with no, that we need all the yeses we can get. <o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-28231806215056466512017-08-07T10:14:00.000-07:002017-10-26T12:56:54.627-07:00The frustration of actually trying to get health care: the other meaning of access<div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">I have written about the quality of care that people in the US receive, and about access to and the cost of care, but another very important issue is the actual process of obtaining appropriate care. This is a major source of frustration for patients and their families, and can drive anger against the system, against doctors, against insurers, against the government. People who experience this frustration and anger want it to change, and sometimes want to lash out, offering an opportunity to be intentionally misled by influential others for their political ends. The demonization of the Affordable Care Act (“Obamacare”) is a good example. Obamacare actually did lots of good things, starting with insuring tens of millions who did not previously have coverage; it also forbid insurers from charging more to those with pre-existing conditions, and allowed children to stay on their parents’ plans until they are 26. Actually, it did little or nothing bad, if the criterion is access to care. A few people saw increased premiums, mainly the healthy young and those who previously had such terrible policies that they were both cheap and essentially worthless. While the Republican congress tried to repeal it, it turned out that, surprise, people would be worse off without it.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">On the other hand, frustration with the obstacles to obtaining appropriate care are real, every day, and in-your-face for patients and their families. I have recently been experiencing these from the perspective of the patient (or family) rather than that of the provider, as I work at getting care for my 92-year-old father. My experience with the provider perspective helps me to understand the situation from both sides, and hopefully to try to figure out which obstacles are rational and which are simply unnecessary.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Let me start by largely absolving any of my father’s individual providers; all those involved with him – physicians both general and specialist, physical therapists, and more recently the nurses, social workers, and nurse practitioners through the palliative care agency – are committed, caring and hard-working. They do their best to help him, to be available, to respond when a problem, minor or urgent, arises. However, there are obstacles in the way. Many services require a referral from a physician, from calling in prescriptions, to ordering lab tests or x-rays (and getting the results), to getting physical or occupational therapy, to enrolling in palliative care. While none of these individually may seem to be burdensome for the doctor, there can be many for any individual patient, multiplied by the number of patients a physician sees who need these services. While it is sometimes the specialist who makes such a referral or fills out such a form, it most often “rolls downhill” to the primary care provider. That provider has to have a very large number of patients to get by and make a living, so the phone messages and faxes and lab results pile up while s/he is spending all day actually seeing his/her patients. Rationalizing the delivery of care means trying to get nurses or other staff to deal with as many as possible, but lots of these require a doctor (or other licensed provider, such as a nurse practitioner) to interpret, approve, or sign off on. And having more staff costs more money, and means (particularly for the primary care provider, whose reimbursement is much lower than for many specialists) having more patients. Thus, a vicious circle, often compared (from the provider’s point of view) to running on a hamster wheel; for patients, this often seems like obstructionism.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Of course, it often is obstructionism, but rarely on the part of the individual provider. The reason is, unsurprisingly, money. For the providers of care, or more usually the companies for which they work (whether for-profit or not), the issue is reimbursement by insurers, including Medicare and Medicaid. There are rules that must be followed, forms that must be filled out, referrals that must be signed, and procedures to go through, or payment will not be forthcoming. And then the provider, whether physician, nurse practitioner, physical therapist, pharmacist, or social worker, whether self-employed or working for a company, doesn’t get paid. And, depending on how often this occurs, will make less, fire staff, or go broke. In addition, insurance companies themselves often create obstacles to payment (such as the time-honored one of just refusing to pay the first time or two, because maybe the provider will give up), but this is more often true for costly surgeries than lower-cost preventive and treatment services. <o:p></o:p><span style="font-size: 11pt;">And sometimes the practices seem almost incomprehensible as in insurers requiring patients to use brand-name rather than generic drugs and thus have to pay more out of pocket (</span><a href="https://www.nytimes.com/2017/08/06/health/prescription-drugs-brand-name-generic.htm" style="font-size: 11pt;">“Take the generic, patients are told. Until they are not”</a><span style="font-size: 11pt;">, </span><i style="font-size: 11pt;">NY Times, </i><span style="font-size: 11pt;">August 6, 2017); one word, not used in the article but clearly described: kickback.</span></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">To be fair, many of the rules that seem to be obstructions are not <i>only</i> about saving money; they are about both preventing fraud and even patient safety. There absolutely <i>are </i>major fraudsters out there, doctors and home-health companies and nursing homes and every sort of medical support provider (even hospitals), who try to and often succeed in bilking Medicare (and other insurers) out of millions of dollars in inappropriate (“do you want a scooter at <i>no cost to you</i>?” – but someone else is paying!) or truly fraudulent (there is <i>no </i>patient) care. In fact, some care, even if you want it, even if someone is willing to provide it (<i>if </i>they get paid), is not appropriate for you, or your family member. Medicare and other insurers do set criteria, and require that it be documented. This can actually be good, not only for all of us as taxpayers but for our health and safety.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">But often it isn’t good. It sometimes makes care that is appropriate, evidence-based, and desired, hard to get. It takes a long time. It takes lots of phone calls, and hours on hold or waiting for calls back. It has messages lost in piles, or over the weekend. It should not happen, but it does. And it is frustrating. The “Triple Aim” guiding progressive health care has received a lot of attention. It is to deliver high-quality care in a cost effective manner that is satisfying to patients. To document the last, many hospitals, provider groups, and companies send out “patient satisfaction” surveys, which are at best cosmetic and at worst destructive. People don’t fill them out “right”; they tend to reflect an overall impression that leads people to mark each of the ostensibly-separate questions “great” or “terrible”. Also, in forming this global impression, folks understandably often overvalue the things that they can assess (like the quality of food or attractiveness of the facility) compared to things that they cannot (such as the actual quality of care). This is, by the way, where providing good customer service makes a big difference, and while some places are getting better, the medical care industry is generally weak in this critical area.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">As in almost everything, those with the least get the least. The uninsured, the poorly insured, and the just poor, provide the least incentive to providers (getting paid) to meet their needs. Government regulations that require certain services for Medicare or Medicaid without paying for them result in greater strain on those providers who provide care to people in these groups. Many providers, especially in some fields or medical specialties or geographic areas, try to avoid them. They locate in wealthier neighborhood, don’t take folks who are uninsured (or on Medicaid, and sometimes even Medicare), or offer indulgent, wonderful “concierge” services for those who can pay a significant retainer. Thus works the “market” in health care. A terrible way to go. <o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">A universal health insurance system won’t make all these problems go away; even with it, systems can still be poor, providers can be uncaring. But it will help a lot. Because everyone is covered, there is no “vendor lock”; the market can function well because people choose their providers based on service, not because they are forced to because they are locked in to a limited pool. Information flows between primary care and specialists and therapists and labs and imaging because if it doesn’t folks are free to take their business elsewhere. The way competition should work; competition on providing the best product and service.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><br /><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">And, because we would all be in it together, in the same system, the most empowered will make sure it works for them, and thus, hopefully, for us all.</span><o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-27026407492741255722017-08-07T06:29:00.000-07:002017-10-26T12:56:54.645-07:00Know Thy Self<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUn4wXmetm-3I1WUBlVtVxorhyphenhyphenrRnib9TUyilyD7-5aoFbOKrC60hQxdmMBYQxCnnw_7mUjuEcucIWp9zy0UpMsBqWY870xeHPQURpCVDf5nuL-ijcU5eVfi-IAeH2MNfYYNR9puKMHI4/s1600/Certificate+of+Completion.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="1024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUn4wXmetm-3I1WUBlVtVxorhyphenhyphenrRnib9TUyilyD7-5aoFbOKrC60hQxdmMBYQxCnnw_7mUjuEcucIWp9zy0UpMsBqWY870xeHPQURpCVDf5nuL-ijcU5eVfi-IAeH2MNfYYNR9puKMHI4/s640/Certificate+of+Completion.png" width="640" /></a></div><div class="MsoNormal"><span style="font-family: inherit;"><br /></span></div><div class="MsoNormal"><span style="font-family: inherit;"><br /></span></div><div class="MsoNormal"><span style="font-family: inherit;">I</span><span style="font-family: inherit;">t seems like the health care space gets more and more crowded every day. The reality is that new medical retail centers are popping up on every corner and providers are expanding their portfolio of services at a rapid pace. The good news is that consumers have more options than ever for quality, non-emergency care that’s also convenient and affordable.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: inherit;">Additionally, this means that providers have to up their game in order to continue to grow and thrive in this new landscape. The question then becomes, how do you break through the noise in order to differentiate yourself and ultimately attract consumers?<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: inherit;">I often refer to back to the groundbreaking book, <a href="https://www.blueoceanstrategy.com/" target="_blank">Blue Ocean Strategy</a>. In this book, authors Kim and Mauborgne look at how organizations tend to remain in the crowded, bloody red waters of competition, when they should be swimming in the oceans of uncontested market space. In other words, ignore the competition and focus on your own organization to create new and innovative programs and service lines.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: inherit;">Building on the Blue Ocean Strategy model, these are the steps that I and the team at Jupiter Medical Center have taken to create a truly unique and innovative system of care over the last several years:<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li><span style="font-family: inherit;"><b>Don’t worry about others. Focus on yourself. </b>Don’t spend your time obsessing about the competition. While you should have a clear understanding of the landscape in which you operate, don’t get bogged down in tracking the movements of others. Instead, find the open lane and take off running.</span></li></ul><span style="font-family: inherit;"><o:p></o:p></span><br /><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li><span style="font-family: inherit;"><b>Act don’t react. </b>Position yourself to take on new challenges, setting the pace for your own development and growth as opposed to catching up to others and reacting to their successes.</span></li></ul><span style="font-family: inherit;"><o:p></o:p></span><br /><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li><span style="font-family: inherit;"><b>Be willing to operate in the unknown. </b>True innovation comes with risk. 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="FollowedHyperlink"/> <w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Document Map"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Plain Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="E-mail Signature"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Top of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Bottom of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Normal (Web)"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Acronym"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Contemporary"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Elegant"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Professional"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Balloon Text"/> <w:LsdException Locked="false" Priority="39" Name="Table Grid"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Theme"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 9"/> <w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="0" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" Name="Light List"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1"/> 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Locked="false" Priority="51" Name="List Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal"><span style="font-family: inherit;">Whether it is health care, technology or any other growing sector, in order to stay at the forefront of your field, you must stand out from the crowd. The best way to do that is understand who you are and where you are going. If you can do this, you’re ahead of the game.</span><o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-45669846643731933622017-08-02T08:11:00.000-07:002017-10-26T12:56:54.669-07:00Try Us. You’ll Like Us.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJ3syLVXecqhdP9rXeL_1HYLRjMWCliZTEVDdWr4snUy1Y053gYAmC44xTDym5RuVj1JKbLijHeZJ-t4Fx2CoHycjEoeAlez-zpwWRnCp6HAsdHMWccTkN7-PlYlfJGHdJKrPmksggVE/s1600/Hiring-Millennials-478x300.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="478" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJ3syLVXecqhdP9rXeL_1HYLRjMWCliZTEVDdWr4snUy1Y053gYAmC44xTDym5RuVj1JKbLijHeZJ-t4Fx2CoHycjEoeAlez-zpwWRnCp6HAsdHMWccTkN7-PlYlfJGHdJKrPmksggVE/s640/Hiring-Millennials-478x300.jpg" width="640" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b>Guest Author: </b></div><div class="MsoNormal"><i>Jennifer Crabtree<o:p></o:p></i></div><div class="MsoNormal"><i>Manager, Digital Marketing and Consumerism<o:p></o:p></i></div><div class="MsoNormal"> <!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> <o:PixelsPerInch>96</o:PixelsPerInch> </o:OfficeDocumentSettings></xml><![endif]--> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont 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<!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--></div><div class="MsoNormal"><i>Jupiter Medical Center</i><o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Job hoppers. Lazy. Entitled. Narcissistic. Addicted to technology. These are all common perceptions people have of Millennials. As a Millennial, rather than take this stone throwing personally, I want to provide a different lens for you to view us through.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">And if that isn’t enough to keep you reading, did you know that Millennials are now the largest share of the American workforce? With that said, attracting and retaining this group of talent is becoming a burning issue for leaders. Here are a few things to keep in mind when recruiting us:<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;"><!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><b>Millennials CAN be loyal, hard-working team members. </b>To gain our trust, loyalty and productivity, we need a workplace environment that is different from previous generations. While Baby Boomers or Gen Xers have conformed much more quickly to the traditional workplace, Millennials want employers to find a middle ground. <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;"><!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span><span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant-caps: normal; line-height: normal;"><b></b></span></span></span><!--[endif]--><b>Talk to me about how we can make a difference, not just how to drive your bottom line. </b>Money alone will no longer retain us. We want to have a purpose and make an impact from the very beginning. We are happy to answer phones and fetch coffee – as long as it means we are contributing to the larger efforts.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;"><!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><b>We champion diversity. </b>Millennials are the most racially diverse generation, with 44.2% representing a minority or ethnic group. We are comfortable working across borders and with all different types of people. This blending of different backgrounds, experiences and perspectives within a team are natural drivers of collaboration and creativity.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;"><!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><b>We naturally challenge the status quo. Please do not mistake this for disrespect. </b>It is not that we lack respect for authority, it is that we have a desire to play an active part in change. So even with little experience, we are comfortable sharing our opinions on what we believe is not working or could be improved upon. Layer us into a cross-generation team and the result will be innovation.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;"><!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><b>We are willing to turn down higher-paying jobs to stay with a company and leader we believe in.</b> Yes, we are buried in student debt and held prisoner to our strange need for avocado toast and $5 lattes, but a company that offers a big paycheck is not enough to keep us happy. We need to be around people who are on fire for what they are doing, and a leader who pushes us to be better and think differently. Working in an environment with a purposeful culture will have a larger impact than earning $100K a year at a job we think is boring.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;"><!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span><span style="font-family: 'Times New Roman'; font-size: 7pt; font-style: normal; font-variant-caps: normal; line-height: normal;"><b></b></span></span></span><!--[endif]--><b>Work life balance is important to us.</b> We are not necessarily buying into the idea that productivity can only occur behind a desk. We want to spend time with our family and children so that we come into the office recharged, with fresh ideas. Without this, you will have a higher chance of burnout.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoListParagraph" style="margin-left: .75in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.5in;"><!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><b>We are not (all) lazy.</b> This perception may be a reflection of the fact we grew up with Google and GPS enabled smartphones at our fingertips, and so were able to find answers with just a few clicks. This is not laziness but rather being efficient in how we spend our time. 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Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal">And so, when you throw around the list of names for those in my generation, I would encourage you to add passionate, collaborator, efficient and focused. The bottom line is that we bring a tremendous amount to the table and are hungry to help drive innovation. Spend a little time with us over some avocado toast, getting to know us and letting us get to know you.<span style="mso-spacerun: yes;"> </span>We have a lot to learn from each other.<o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-79587853607477329992017-07-28T11:04:00.000-07:002017-10-26T12:56:54.700-07:00Podcast 005: Dr. Robert Briskin - Make Health Care Great Again<div> <!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> <o:PixelsPerInch>96</o:PixelsPerInch> </o:OfficeDocumentSettings></xml><![endif]--> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> 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Name="List Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <div class="MsoNormal">There has been a lot of drama about the future of health care in the U.S., which makes it difficult to see the persistent problems in context. Dr. Robert Briskin has been a careful observer of the health care policy arena for many years, and has given a lot of great ideas of his own about how we can improve health care in the U.S.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">Tune in to this episode to find out more about the problems plaguing the U.S. health care system and Dr. Briskin’s solutions to make health care great again. <o:p></o:p></div><!--EndFragment--></div><div><br /></div><iframe allowfullscreen="" height="360" mozallowfullscreen="" msallowfullscreen="" oallowfullscreen="" scrolling="no" src="//html5-player.libsyn.com/embed/episode/id/5581589/height/360/width/640/theme/legacy/autonext/no/thumbnail/yes/autoplay/no/preload/no/no_addthis/no/direction/backward/" style="border: none;" webkitallowfullscreen="" width="640"></iframe> <br /><br /> <!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> <o:PixelsPerInch>96</o:PixelsPerInch> </o:OfficeDocumentSettings></xml><![endif]--> <!--[if 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mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal"><span style="font-size: x-small;"><i>Key Takeaways: [:35] John introduces his guest for this episode — Dr. Robert Briskin. [1:52] What is concierge medicine, and how does it fit into the overall healthcare system in the U.S.? [3:25] Why is concierge medicine becoming more popular? [4:27] What is the history of comprehensive healthcare reform? [5:37] What are the major problems that exist in the U.S. healthcare system? [9:37] One of the main problems Dr. Briskin has identified is the reduction in the time a doctor spends with his patient. What is the solution to that? [11:19] Medicaid is a huge issue in Washington. Dr. Briskin shares some of his ideas on dealing with it. [16:49] Dr. Briskin’s suggested solution of medical homes have been proven to be effective in other populations, and much more cost effective. [18:35] The national healthcare system is very fragmented. Moving toward a more integrated and coordinated system of care for patients is critical to improving quality and clinical outcomes, while reducing costs. [19:33] Dr. Briskin details how his proposed system pays for itself. [21:39] To find out more about Dr. Briskin’s healthcare reform ideas, visit his website for a detailed PowerPoint Presentation.<span style="mso-spacerun: yes;"> </span>Mentioned in This Episode: Inventing Health with John Couris Inventing Health on iTunes John Couris on LinkedIn VIP Primary Care — Dr. Robert Briskin</i></span><o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-66245835086294285322017-07-26T06:00:00.000-07:002017-10-26T12:56:54.730-07:00Encouraging democratic values in English class<div dir="ltr" style="text-align: left;" trbidi="on">On July 21 I conducted a workshop with a group of teachers who are students at the Bread Loaf School of English, a Middlebury College program in which they can get a Master's degree in English in the course of 4-5 summers. 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mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]-->To my surprise we didn't address the question head on. After the session I realized that we'd stepped back from the explicit question to discuss the issues that underlie it and from which it arose. Unfortunately, I wasn't smart enough to recognize what was happening during the session, so I couldn't connect the discussion we had with the question we'd posed.<br /><br />In retrospect I believe the question we posed arose from a sense on the part of a number of teachers that self-disclosure was necessary (a) to advance important goals for the class or (b) to counter what the teachers saw as seriously "wrong" student values. The National Conference of Teachers of English (NCTE) <a href="http://www.ncte.org/positions/statements/academic-freedom">statement on Academic Freedom</a> presents fostering democratic values as a central objective for English teachers:<br /><blockquote><i>NCTE maintains that students have the right to materials and educational experiences that promote open inquiry, critical thinking, diversity in thought and expression, and respect for others. [Academic freedom] not only serves the common good but also enhances academic integrity and the overall quality of education </i></blockquote>But the statement warns teachers and schools against indoctrination:<br /><blockquote class="tr_bq"><i>Educators and educational institutions must not require or coerce students to modify their beliefs or values. Efforts to convince students to modify their beliefs or values must be academically justifiable.</i></blockquote>If promoting open inquiry, critical thinking, diversity in thought and expression, and respect for others is a central goal for English class, the question of whether to bring our own moral and political perspectives into the classroom should be judged by whether doing so is needed to promote those underlying goals. What happened in the workshop is that the teachers jumped past the question of self-disclosure to focus on techniques that promote the democratic values. They referred to the <a href="http://www.kipp.org/">Kipp School</a> approach, the <a href="http://www.q2l.org/">Quest to Learn</a> Schools, and others. The implicit message was - if we can develop a classroom environment that encourages the values of democratic deliberation, self-disclosure is not required.<br /><br />A teacher gave an example of a student who espoused highly discriminatory attitudes towards immigrants. The teacher was tempted to offer his own different values as a "corrective" to the student's views, but over time the student came to recognize that some painful experiences of his own had led him to views he could no longer accept. In this way the aim the teacher contemplated pursuing via self-disclosure was achieved without self-disclosure.<br /><br />A comment made by one of the participants - "<span style="font-family: "Times New Roman",serif; font-size: 12.0pt; line-height: 107%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">I think less about what I’m saying and more about what structures I’m setting up</span>" - reminded me of a key lesson I learned many years ago from Irving Yalom's superb book <i>Theory and Practice of Group Psychotherapy</i>. According to Yalom the most valuable contribution by group therapists was fostering a culture of inquiry, diversity of thought and expression, and respect for others, not their insights into psychodynamics. I took from Yalom's teaching that if a therapy group developed and maintained a constructive therapeutic culture, the healing process would, in effect, take care of itself. <br /><br />The teachers in the workshop suggested that something similar was true for English class. With regard to the character development goals for the class, a constructive democratic ethos would generally lead to the desired results.<br /><br />Although we did not discuss the initial question at any length, one participant strongly supported the view that teachers could bring their own moral and political perspectives into class discussion without squelching students in their independent reflection or violating the NCTE guardrail against indoctrination. This is a question I've thought about a lot from the perspective of medical ethics. 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font-family:"Calibri",sans-serif; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <br /><div style="text-indent: -.25in;">“</div></div></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-41152924405737007212017-07-24T07:01:00.000-07:002017-10-26T12:56:54.767-07:00Accentuate the Positive<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiBPX0EfnUcYpH85DFxDS4oyJ3ncz1AcqxNXdYGs9wGZCtXFbQAH8fmrgGex2RFRtEgerLnISlWhX7qIV7WXWt6Gidn8GHsFpwilLlegEisD_BbCc3FwJ7A6xOUrG4v1dUvOBmLpMRCiU/s1600/Outstanding+leaders+go+out+of+their+way+to+boost+the+self-esteem+of+their+personnel.+If+people+believe+in+themselves%252C+it%2527s+amazing+what+they+can+accomplish..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="1024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiBPX0EfnUcYpH85DFxDS4oyJ3ncz1AcqxNXdYGs9wGZCtXFbQAH8fmrgGex2RFRtEgerLnISlWhX7qIV7WXWt6Gidn8GHsFpwilLlegEisD_BbCc3FwJ7A6xOUrG4v1dUvOBmLpMRCiU/s640/Outstanding+leaders+go+out+of+their+way+to+boost+the+self-esteem+of+their+personnel.+If+people+believe+in+themselves%252C+it%2527s+amazing+what+they+can+accomplish..png" width="640" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Over the course of my career, I have been a part of some highly-effective and highly-productive teams. Working on these teams made me excited to come to work every day. It also enabled me and my fellow team members to be creative and motivated, and to accomplish a tremendous amount. What did these teams have in common? They were comprised of positive individuals working as a healthy, happy group toward a common goal.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">It all starts at the top. Positive teams are led by positive leaders, so start with yourself. Invest in your own health and happiness as well as your professional and personal growth. Your positive attitude will inspire and motivate others to work hard and embrace their own positivity.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Before you can encourage positivity in your team, you need to remove any barriers to it. First, understand what causes dissatisfaction at work, and then do your best to remove the sources of frustration. Maybe there are policies that your team finds dispiriting, or perhaps they are interested in greater professional development or flexible schedule opportunities. Often these are things that cost (financially or emotionally) you very little to address, but the solution means a tremendous amount to your team. Second - and this is what is really crucial - determine what provides them satisfaction in their jobs and add more of that into the mix. Finally, if you have a negative personality on the team that is bringing the rest of the group down, you need to address it. Through coaching, positive reinforcement and effective listening, hopefully you can turn that bad attitude into a positive one.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Now that you have removed the obstacles that could derail positivity in your team, you can start managing for positivity. Here’s how:<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"></div><ul><li>Articulate your goals for the team and your vision for the organization. If team members have a clear idea where they are headed and why, they are more likely to embrace the task at hand.</li><li>Make sure each team member knows his or her role and understands his or her specific responsibilities. This will enable them to feel comfortable and confident in what they are doing.</li><li>Keep an open line of communication with your team. And make sure they are informed on developments within your organization so they feel included, valued and trusted.</li><li>Provide your team with a level of autonomy and independence as well as offer opportunities for growth and professional development.</li><li>Give your team members the support and resources they need to do their jobs effectively.</li><li>Remember that positivity starts with you and that team members’ behavior is deeply affected by their interactions with you. Continue to evaluate and tweak how you communicate with them.</li></ul><o:p></o:p><br /><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal"><o:p></o:p></div><div class="MsoNormal">Cultivating a positive team is not a finite process nor does it happen overnight. To achieve long-term positivity, you have to work at it every day. But that work that will pay off in meaningful and significant ways. In addition to the suggestions above, I recommend that you continue to build up your team members’ self-esteem and self-confidence. 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UnhideWhenUsed="true" Name="List Bullet 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Bullet 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Bullet 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Number 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Number 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Number 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Number 5"/> <w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Closing"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Signature"/> <w:LsdException Locked="false" Priority="1" SemiHidden="true" UnhideWhenUsed="true" Name="Default Paragraph Font"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text Indent"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="List Continue 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Message Header"/> <w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Salutation"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Date"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text First Indent"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text First Indent 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Heading"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text Indent 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Body Text Indent 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Block Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Hyperlink"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="FollowedHyperlink"/> <w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Document Map"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Plain Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="E-mail Signature"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Top of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Bottom of Form"/> <w:LsdException Locked="false" Priority="0" SemiHidden="true" UnhideWhenUsed="true" Name="Normal (Web)"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Acronym"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Address"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Cite"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Code"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Definition"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Keyboard"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Preformatted"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Sample"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Typewriter"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="HTML Variable"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Normal Table"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="annotation subject"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="No List"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Outline List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Simple 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Classic 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Colorful 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Columns 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Grid 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table List 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table 3D effects 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Contemporary"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Elegant"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Professional"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Subtle 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Web 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Balloon Text"/> <w:LsdException Locked="false" Priority="39" Name="Table Grid"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Table Theme"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true" Name="Note Level 9"/> <w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" Name="Light List"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" SemiHidden="true" Name="Revision"/> <w:LsdException Locked="false" Priority="34" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" SemiHidden="true" UnhideWhenUsed="true" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" SemiHidden="true" UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/> <w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/> <w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/> <w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/> <w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/> <w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/> <w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light Accent 4"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="52" 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Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal">Life is too short for work not to be enjoyable. By cultivating a sense of positivity in those around you, your team will not only become more productive and creative, but you can also enjoy the process.<o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-62192443861600505452017-07-20T08:57:00.000-07:002017-10-26T12:56:54.787-07:00The social mission of medical education: Admit different students<div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;"><span style="color: #333333;">In his <i>JAMA </i>“Viewpoint” article, “</span><a href="http://jamanetwork.com/journals/jama/fullarticle/2635332?amp;utm_source=JAMAPublishAheadofPrint&utm_campaign=26-06-2017">Social Mission in Health Professions Education: Beyond Flexner”,</a><a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftn1" name="_ftnref1" title=""><span class="MsoFootnoteReference"><span style="color: #333333;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="font-size: 11pt; line-height: 107%;">[1]</span></span><!--[endif]--></span></span></a><span style="color: #333333;"> June 17, 2017, Fitzhugh Mullan makes a convincing case for medical schools to be committed to their social mission. He takes his definition from the “Beyond Flexner” website (<a href="http://www.beyondflexner.org/">www.beyondflexner.org</a>), which says “Social mission is about making health not only better but fairer—more just, reliable, and universal”. He details what this means in terms of commitment to reducing health disparities, increasing access to healthcare in both rural and urban underserved communities, increasing diversity within the health professions. These serious issues have been identified for decades, but in fact the trend may be toward getting worse instead of better.<o:p></o:p></span></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="color: #333333;"><span style="font-family: "verdana" , sans-serif;">Mullan cites some examples of medical schools, primarily newer and “community based” schools, that are working toward these goals. These include Morehouse and Mercer (founded in an earlier wave of medical school expansion in 1975 and 1982 respectively), those of a more recent expansion in the 2000s (Florida International University and the AT Still Mesa Campus), and those yet to come (the merger of Geisinger Health System and Commonwealth University, Kaiser Permanente School). But he also talks about “mainstreaming”, the need for consciousness about, and implementation of, social mission to be a characteristic of all medical schools.<o:p></o:p></span></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="color: #333333;"><span style="font-family: "verdana" , sans-serif;">I believe that the most important measures of a health professions school’s social mission are its outputs. Using the 3 criteria identified by Mullan and colleagues in their seminal 2010 <i>Annals of Internal Medicine </i>article “The social mission of medical education: ranking the schools”,<a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftn2" name="_ftnref2" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #333333; font-size: 11pt; line-height: 107%;">[2]</span></span><!--[endif]--></span></a> we need to look at whether its graduates are more diverse, whether they practice in underserved areas, and whether they are more likely to be in primary care specialties. The 2010 article showed that some schools do better -- more often those that are public, newer, and not in the Northeast -- but the fact is that none is doing all that well.<o:p></o:p></span></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="color: #333333;"><span style="font-family: "verdana" , sans-serif;">The number of students entering primary care is a critical indicator because, based on national and international comparisons, a well-functioning health system should have 40-50% of physicians should be in primary care; the US is well below 30% and going down. Family medicine match rates are the most sensitive indicators of primary care production, because unlike internal medicine virtually all family physicians practice primary care, so a choice of this specialty means a commitment to primary care. In addition, it is the specialty most suited for practice in rural areas. Even if all schools consistently produced 50% primary care physicians, it would take at least a generation to get to that number for all physicians in practice, and we are far, far from this.<o:p></o:p></span></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="color: #333333;"><span style="font-family: "verdana" , sans-serif;">In 2012 John Delzell and I looked at 10 years of data (2002-2011) published annually on the family medicine match by the American Academy of Family Physicians (AAFP) documenting the number and percent of students from each medical school entering family medicine.<a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftn3" name="_ftnref3" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #333333; font-size: 11pt; line-height: 107%;">[3]</span></span><!--[endif]--></span></a> We found only a few schools that were relatively high in both number and percent, with the University of Minnesota and the University of Kansas far ahead of the rest. And yet even those schools do not produce primary care physicians at the 50% rate. In the most recent AAFP report, on 2015 graduates,<a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftn4" name="_ftnref4" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #333333; font-size: 11pt; line-height: 107%;">[4]</span></span><!--[endif]--></span></a> even the “socially conscious” schools cited by Mullan did not have very high numbers matching in family medicine: Morehouse 8 (12.9%), Mercer 13 (13.8%), FIU 4 (5%). Minnesota, at 42 (18.2%) had the largest number in the nation, but still had 20 fewer than it did in 1999! In 1994, the Association of American Medical Colleges (AAMC) announced Project 3000 by 2000, aiming for 3000 minority medical students into US schools by the year 2000<a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftn5" name="_ftnref5" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #333333; font-size: 11pt; line-height: 107%;">[5]</span></span><!--[endif]--></span></a>. It failed. Today, in 2016-17, we are not only far from that number, but the percent of many minorities (especially African-American men) continues to drop.<a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftn6" name="_ftnref6" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #333333; font-size: 11pt; line-height: 107%;">[6]</span></span><!--[endif]--></span></a><o:p></o:p></span></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="color: #333333;"><span style="font-family: "verdana" , sans-serif;">As in any process, the results of medical (and all health professions) education are affected by 3 sets of variables. <i>Input variables</i> are the students enrolled,<i>process variables </i>include the curriculum and overall experience of students during their education, and <i>output variables</i> are the expectations of what the income and life experience of a graduate is likely to be. While the last is probably the most important determinant, especially given the degree of debt with which students are graduating and the fact that many specialists can earn 2-3 (or more) times as much as a primary care physician, it is also the area that schools have the least ability to influence. As Mullan and colleagues have emphasized, medical schools can influence the process variables, including the school’s vision and mission, the teaching of social mission, determinants of health, disparities, and other areas in their classrooms and clinics, experiences for students to serve such as free clinics, and mentoring and role modeling by faculty. However, making these changes seem to be insufficient to overcome the negative influence of the output variables in terms of students choosing primary care and practice in underserved areas. At least for most of the students currently in medical school.<o:p></o:p></span></span></div><div class="MsoNormal"><a href="https://www.blogger.com/blogger.g?blogID=1509187841033628660" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div><div class="MsoNormal"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihdS9mdj6cNIWfy1c_cAOpCBVRL-0MOYJTFoKKMkP_YeJSFdH-bGFothGKDxqoxtTbwPdVhhebVuqh6mA6BxtC00jFy-HRhovXB-7fxjr8IK5zZ2Xgslzmpa-CtkNbvqldRMwp3FCtnUtW/s1600/Physician+maldistribution+table+RGC+2008.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1010" data-original-width="1523" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihdS9mdj6cNIWfy1c_cAOpCBVRL-0MOYJTFoKKMkP_YeJSFdH-bGFothGKDxqoxtTbwPdVhhebVuqh6mA6BxtC00jFy-HRhovXB-7fxjr8IK5zZ2Xgslzmpa-CtkNbvqldRMwp3FCtnUtW/s400/Physician+maldistribution+table+RGC+2008.JPG" width="400" /></a><span style="color: #333333;"><span style="font-family: "verdana" , sans-serif;">Which brings us to the input variable: who is admitted? Clearly, from the data cited above, medical schools are not taking appreciable numbers of students from underrepresented minority groups, from rural areas, or from lower socioeconomic groups, at least not in anything close to the proportion in the population. They take, on the whole, white (and Asian) students from well-to-do suburbs of large cities who, not coincidentally, went to the “best” public and private schools and have the highest grades and Medical College Admissions Test (MCAT) scores. The problem for the health of the American people is that the strongest predictor of where a medical student will practice is where they come from; minority students are far more likely to practice in minority neighborhoods, rural students are far more likely to practice in rural areas, and white upper middle class students from the suburbs are more likely to practice in the suburbs. These are the areas that already have enough physicians (and sometimes too many). In a real sense, a physician who enters practice in a non-underserved area in a non-shortage specialty is contributing little marginal benefit to the health of the American people. The imbalance of physicians practicing in health professions shortage areas (HPSAs) vs other areas is demonstrated in the attached table from Zhang, et al.<a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftn7" name="_ftnref7" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="color: #333333; font-size: 11pt; line-height: 107%;">[7]</span></span><!--[endif]--></span></a><o:p></o:p></span></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"></div><!--[if gte vml 1]><v:shapetype id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f"> <v:stroke joinstyle="miter"/> <v:formulas> <v:f eqn="if lineDrawn pixelLineWidth 0"/> <v:f eqn="sum @0 1 0"/> <v:f eqn="sum 0 0 @1"/> <v:f eqn="prod @2 1 2"/> <v:f eqn="prod @3 21600 pixelWidth"/> <v:f eqn="prod @3 21600 pixelHeight"/> <v:f eqn="sum @0 0 1"/> <v:f eqn="prod @6 1 2"/> <v:f eqn="prod @7 21600 pixelWidth"/> <v:f eqn="sum @8 21600 0"/> <v:f eqn="prod @7 21600 pixelHeight"/> <v:f eqn="sum @10 21600 0"/> </v:formulas> <v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/> <o:lock v:ext="edit" aspectratio="t"/></v:shapetype><v:shape id="Picture_x0020_1" o:spid="_x0000_s1026" type="#_x0000_t75" style='position:absolute;margin-left:-3.6pt;margin-top:12.95pt;width:280.05pt; height:185.7pt;z-index:-251658240;visibility:visible;mso-wrap-style:square; mso-width-percent:0;mso-height-percent:0;mso-wrap-distance-left:9pt; mso-wrap-distance-top:0;mso-wrap-distance-right:9pt; mso-wrap-distance-bottom:0;mso-position-horizontal:absolute; mso-position-horizontal-relative:text;mso-position-vertical:absolute; mso-position-vertical-relative:text;mso-width-percent:0;mso-height-percent:0; mso-width-relative:page;mso-height-relative:page'> <v:imagedata src="file:///C:\Users\Josh\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png" o:title=""/> <w:wrap type="tight"/></v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="color: #333333;"><span style="font-family: "verdana" , sans-serif;"><o:p></o:p></span></span></div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"></div><span style="color: #333333;"><span style="font-family: "verdana" , sans-serif;">Yes, our society must urgently address the “output variables” to ensure that students who choose primary care can earn a reasonable proportion of what other specialists do (some studies indicate that 70% of mean specialist income would be sufficient to eliminate that as a reason for not choosing primary care). Indeed, medical schools need to address the “process variables” by having explicit curricula on health disparities, social determinants of health, and community and preventive health, and ensure there is not a “hidden curriculum” mitigating against primary care. But they also urgently need to ensure that <i>most </i>of their admissions, not a token number, are students whose characteristics mean they are more likely to meet America’s healthcare needs. These include demographic characteristics, such as rural or minority origin and lower socioeconomic status of their family, and individual characteristics identified by past performance (not sentiments in an essay). This is primarily significant volunteer service, especially major commitments like the Peace Corps, Americorps, Teach for America, etc.<o:p></o:p></span></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="color: #333333;"><span style="font-family: "verdana" , sans-serif;">And, most importantly, these changes and programs must happen at all medical schools and for the bulk of the classes. The time for experiments and pilot programs is done. These efforts must be scaled up, to be, in Mullan’s word, “mainstreamed”. And now is not too soon. <o:p></o:p></span></span></div><br /><div><!--[if !supportFootnotes]--><span style="font-family: "verdana" , sans-serif;"><br clear="all" /> </span><br /><hr align="left" size="1" width="33%" /><!--[endif]--> <br /><div id="ftn1"><div class="MsoFootnoteText"><span style="font-family: "verdana" , sans-serif; font-size: x-small;"><a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftnref1" name="_ftn1" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="line-height: 107%;">[1]</span></span><!--[endif]--></span></a>Mullan, F, Social Mission in Health Professions Education: Beyond Flexner, <i>JAMA </i>published online <span style="color: #333333;">June 26, 2017. doi:</span><a href="http://jamanetwork.com/article.aspx?doi=10.1001/jama.2017.7286" target="_blank"><i><span style="color: #981b1e; text-decoration-line: none;">10.1001/jama.2017.7286</span></i></a><o:p></o:p></span></div></div><div id="ftn2"><div class="MsoFootnoteText"><span style="font-family: "verdana" , sans-serif; font-size: x-small;"><a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftnref2" name="_ftn2" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="line-height: 107%;">[2]</span></span><!--[endif]--></span></a> Mullan F, Chen C, Petterson S, Kolsky G, Spagnola M. The social mission of medical education: ranking the schools. Ann Intern Med. 2010;152(12):804-811<o:p></o:p></span></div></div><div id="ftn3"><div class="MsoFootnoteText"><span style="font-family: "verdana" , sans-serif; font-size: x-small;"><a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftnref3" name="_ftn3" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="line-height: 107%;">[3]</span></span><!--[endif]--></span></a> Freeman J, Delzell J, Medical School Graduates Entering Family Medicine: Increasing the Overall Number, Fam Med 2012;44(9):613-4.<o:p></o:p></span></div></div><div id="ftn4"><div class="MsoFootnoteText"><span style="font-family: "verdana" , sans-serif; font-size: x-small;"><a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftnref4" name="_ftn4" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="line-height: 107%;">[4]</span></span><!--[endif]--></span></a>Kozakowski S, Travis A, Bentley A, Fetter G, Entry of US Medical School Graduates Into Family Medicine Residencies: 2015–2016, Fam Med 2016;48(9):688-95, (online <i>Table A).<o:p></o:p></i></span></div></div><div id="ftn5"><div class="MsoFootnoteText"><span style="font-family: "verdana" , sans-serif; font-size: x-small;"><a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftnref5" name="_ftn5" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="line-height: 107%;">[5]</span></span><!--[endif]--></span></a>Nickens HW, Ready TP, Petersdorf RG, Project 3000 by 2000 -- Racial and Ethnic Diversity in U.S. Medical School, N Engl J Med 1994; 331:472-476August 18, 1994DOI: 10.1056/NEJM199408183310712<o:p></o:p></span></div></div><div id="ftn6"><div class="MsoFootnoteText"><span style="font-family: "verdana" , sans-serif; font-size: x-small;"><a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftnref6" name="_ftn6" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="line-height: 107%;">[6]</span></span><!--[endif]--></span></a> https://www.aamc.org/data/facts/<o:p></o:p></span></div></div><div id="ftn7"><div class="MsoFootnoteText" style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: x-small;"><a href="file:///C:/Users/Josh/Documents/Beyond%20Flexner/JF%20Ed%20blog.docx#_ftnref7" name="_ftn7" title=""><span class="MsoFootnoteReference"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span style="line-height: 107%;">[7]</span></span><!--[endif]--></span></a>Zhang X, Phillips RL, Bazemore AW, Dodoo MS, Petterson SM, Xierall I, Green LA, Physician Distribution and Access: Workforce Priorities, Am Fam Physician. 2008 May 15;77(10):1378.</span><o:p></o:p></div></div></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-10535541660877842352017-07-14T11:37:00.000-07:002017-10-26T12:56:54.809-07:00Candid Conversations<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8iBcpxNI52RhGyNkvAycWwvtY-nu7nUK-cseqYzkeUTw6bmnOHYSwuiuhvzv7oCj1vbkM6WQgt21fXmSkJTnK-ktB0XhPCpbU7RohQj10WAhSftBud1uqh4ycmZuWg25_7Qw4OfjLWjk/s1600/there+is+no+deep+wisdom+when+it+comes+to+managing+conflict.+My+advice+is+simple_+address+the+problem+head+on+and+with+honesty..png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="512" data-original-width="1024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8iBcpxNI52RhGyNkvAycWwvtY-nu7nUK-cseqYzkeUTw6bmnOHYSwuiuhvzv7oCj1vbkM6WQgt21fXmSkJTnK-ktB0XhPCpbU7RohQj10WAhSftBud1uqh4ycmZuWg25_7Qw4OfjLWjk/s640/there+is+no+deep+wisdom+when+it+comes+to+managing+conflict.+My+advice+is+simple_+address+the+problem+head+on+and+with+honesty..png" width="640" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><br /></div><div class="MsoNormal">I am often asked for advice on how to manage conflict in the work place. No one likes conflict and managing difficult situations not only takes a great deal of time and energy but it diverts focus away from what is really important—fulfilling the mission of your organization. <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Before I share with folks my thoughts on managing conflict, I always like to offer advice on how to positively work with team members in order to create an environment built on mutual trust and respect where conflict is the exception not the norm.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">To get the best out of your team, you must work to build team members up rather than break them down. You lead through inspiration and empowerment.<span style="mso-spacerun: yes;"> </span>By encouraging their work, celebrating their successes, coaching them to do more, rewarding their accomplishments and tweaking the small things that are not working, you build a sense of trust and commitment. And at the end of the day, you have a team that works as a unit, has everyone’s back, will follow you anywhere and is fairly conflict free.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">There are times, however, when conflicts arise that must be tackled. For me, there is no deep wisdom when it comes to dealing with a sticky situation. My advice is simple: address the problem head on and with honesty. There is no benefit to letting problems fester or sidestepping the truth when managing conflict in the workplace. One, nothing good ever comes from avoiding a problem; and two, honesty is always the best policy. <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Whether it is managing a conflict between two team members or dealing with an outside vendor or client, getting to the root of the problem and developing an effective solution is the only real path to success. Even if your intentions are well-meaning and you think you are sparing feelings, you are not doing anyone any favors. By being upfront you are actually saying, “I respect you enough to tell you the truth. Let’s resolve this issue and move forward.”<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Unfortunately, there are times when managing a difficult situation is not possible. My friend Jack Welch gave me some great advice, “when it’s time, it’s time.” After you have given people the opportunity to grow and flourish in the organization and do their best and it’s still not working, then it’s time to let them go. Be as honest and open as you can with your team about what was not working. If you are leading your team effectively, this will not be an issue.<o:p></o:p></div><div class="MsoNormal"><br /></div><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> <o:PixelsPerInch>96</o:PixelsPerInch> </o:OfficeDocumentSettings></xml><![endif]--> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> 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Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal">Whether you are leading a team or managing conflict, it all comes down to fostering an honest work environment that inspires trust, respect and communication amongst all members of the organization. By leading and managing with straight-forward positive talk, you can handle conflicts as they arise and focus your time on the work at hand. <o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-60126954244760110272017-07-08T07:23:00.000-07:002017-10-26T12:56:54.830-07:00You Say Goodbye and You Say Hello<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHyd0lB8-tIYkJ3pJuA1VY1U8ep51Alok2OfnEbOlOKCO8P-WwfUPyXBZLzPqeDsPh0lQtFW024g5aTQ-OErqAbBD7lBAeu5Nf3udzcyMFAQoFV1jXzIgiila4LkJii9e4z8-8h1rMLwc/s1600/newjob.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="305" data-original-width="578" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHyd0lB8-tIYkJ3pJuA1VY1U8ep51Alok2OfnEbOlOKCO8P-WwfUPyXBZLzPqeDsPh0lQtFW024g5aTQ-OErqAbBD7lBAeu5Nf3udzcyMFAQoFV1jXzIgiila4LkJii9e4z8-8h1rMLwc/s640/newjob.png" width="640" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><br /></div><div class="MsoNormal">As I prepare to leave my position as Jupiter Medical Center and transition into my new role at Tampa General Hospital, I have been thinking about best practices when it comes to exiting one organization and moving to another.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">I think the true testament of any leader is if they can look around on their last day and know that they have left the organization in a better and stronger place than when they found it. And as a leader, your primary responsibility is to do your best to ensure that your organization is on solid ground with things running as smoothly as possible.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">First, you need to put together a strong transition team. You want to assign key strategic efforts that you have been leading to specific members of the team. Armed with your initial input and the institutional knowledge you pass along, they will be responsible for championing and ensuring these programs continue to run smoothly and achieve the objectives that had been set.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">You also need to encourage your team to stay the course, remain focused on the goals and strategies that you have all put in place and not do anything radically different in the short term. A calm and steady operation will help soothe the potential concerns of stakeholders and team members that naturally come with a change in leadership.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Finally, you need to work as hard as you possibly can every moment until your walk out the door for the last time. There is no room for short-timer syndrome and you must remain dedicated and focused until the end.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">When entering a new organization, as corny as it sounds, you need to spend a majority of your time on a listening tour. By that I mean meeting with all those associated with the organization, from team members to stakeholders, and hear (not only listen but really hear) their concerns, thoughts and ideas. This will allow you to begin to form connections with your fellow team members as well as begin to understand and get a feel for the organizational culture.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">Immersing yourself in the organizational culture is the most critical thing you can do when assuming a new role. You never want to walk into a new organization and announce all of your immediate plans and ideas for changes to the place. You want to jump in to the “organizational pond” and swim with the team. You need to work from within and in a collaborative way in order to learn and become part of the fabric of the organization. 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6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal">Leaving one role and moving to another is a time of mixed emotions and can understandably be overwhelming. By helping to ensure a smooth transition and thoughtfully preparing for the future, you can look forward to all the good things to come. <o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-19383155511514248142017-07-07T10:36:00.000-07:002017-10-26T12:56:54.888-07:00#PlasticSurgery after #BariatricSurgery: Meeting Patients' Needs<div dir="ltr" id="docs-internal-guid-1c2bacf0-1e15-d0fb-7682-daf1ee45359b" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Bariatric surgery often results in numerous health benefits, such as resolution or improvement of type 2 diabetes, hypertension, joint pain, and depression. However, the extreme and rapid weight loss after bariatric surgery may also lead to physical and emotional distress resulting from redundant, loose skin. These new skin folds require meticulous care; even so patients may suffer painful rashes and skin infections. The weight of the pendulous skin can prohibit exercise and normal daily activities. Excess skin on the upper arms, thighs, and abdomen can make it difficult to find proper fitting clothes. Patients may feel self-conscious of their atypical body contours and find the hanging skin a deterrent from their commitment to dietary changes, exercise, and continued weight loss maintenance. </span></div><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">“Post bariatric body contouring” is the term used for the multiple surgical procedures typically required to remove excess skin and reshape the contours of the breasts, abdomen, arms, and lower body. These procedures include the breast lift, tummy tuck, lower body and medial thigh lifts, and arm lift. Despite the medical and psychological indications for these procedures, they are largely uncovered by insurance companies. A recent study showed that after bariatric surgery, </span><span style="background-color: white; color: #333333; font-family: "arial"; font-size: 10.5pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">75 percent of women and 68 percent of men were interested in plastic surgery, yet less than 6% of patients underwent any plastic surgery procedure.</span><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"> The failure of insurance companies to cover these medically indicated procedures results in patients either paying out of pocket or suffering the negative health and psychological consequences of the excess skin. </span></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><img alt="" height="265" 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" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><a href="https://www.healthable.org/4-basic-apps-to-help-you-ease-into-a-more-active-lifestyle/" target="_blank">Photo Credit</a></td></tr></tbody></table><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></div><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">For patients undergoing bariatric surgery, the surgery itself is only the beginning of their weight loss journey. Achieving optimal health after surgery requires a dedicated team that often includes surgeons, primary care physicians, nutritionists, psychologists, and plastic surgeons. </span><br /><div dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Our next #obsm chat will feature #obsm co-founder, Dr. Babak Moeinolmolki, a bariatric surgeon </span><span id="docs-internal-guid-32372c71-29c5-fb77-823e-e643983eff82" style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">Our next #obsm chat will feature three surgeons with expertise in post-bariatric body contouring: Dr. Babak Moeinolmolki, Dr. Samuel Lin, and Dr. Jeffrey Gusenoff. </span><a href="https://twitter.com/DrBabakMoein" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">Dr. Moeinolmolki</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">, one of the co-founders of #obsm, is a bariatric surgeon with a unique background including training in both minimally invasive surgery and cosmetic surgery. </span><a href="https://twitter.com/Dr_SamuelLin" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">Dr. Lin</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">, Associate Professor of Surgery at Harvard Medical School </span><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">and co-author of <a href="https://www.amazon.com/Atlas-Body-Contouring-After-Weight/dp/0978889037/ref=sr_1_1?s=boost&srs=12034488011&ie=UTF8&qid=1499644593&sr=8-1&keywords=Atlas+of+Body+Contouring+After+Weight+Loss" target="_blank"><i>Atlas of Body Contouring After Weight Loss</i></a></span>. </span><a href="https://twitter.com/jgusenoff" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">Dr. Gusenoff</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">, Associate Professor of Plastic Surgery at the University of Pittsburgh Physicians is the co-director of the “</span><a href="http://www.upmc.com/Services/life-after-weight-loss/Pages/default.aspx" style="text-decoration: none;"><span style="background-color: transparent; color: #1155cc; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: underline; vertical-align: baseline;">Life After Weight Loss Program</span></a><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">” and director of the country’s only post-bariatric body contouring fellowship.</span></div><br /><ol style="margin-bottom: 0pt; margin-top: 0pt;"><li dir="ltr" style="background-color: white; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">What are the pros and cons of undergoing #plasticsurgery after #bariatricsurgery?</span></div></li><li dir="ltr" style="background-color: white; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">How does body image after #bariatricsurgery affect patients’ desire for #plasticsurgery?</span></div></li><li dir="ltr" style="background-color: white; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">What are the unique medical and psychological needs of post-#bariatricsurgery #plasticsurgery patients?</span></div></li><li dir="ltr" style="background-color: white; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">What are the challenges to insurance coverage of #plasticsurgery after #bariatricsurgery? Is advocacy indicated?</span></div></li><li dir="ltr" style="background-color: white; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; list-style-type: decimal; text-decoration: none; vertical-align: baseline;"><div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: white; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline;">How can we effectively integrate #plasticsurgery into post-#bariatricsurgery care?</span></div><div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;"><br /></div><b id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">~The #obsm </span></b><span style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">chat leadership</span></span><span style="font-family: "arial";"><b>: </b></span><b id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Hea</span></b><span style="font-weight: normal;"><span style="font-family: "arial";">ther Logghe, MD, Neil Floch, MD, Amir Ghaferi, MD, MS, Babak Moein, MD, and Arghavan Salles, MD, PhD</span></span><b id="docs-internal-guid-1a121c10-7ebf-c3db-4b3e-12fde47cdbee" style="font-weight: normal;"><span style="background-color: transparent; color: black; font-family: "arial"; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></b><br /><div dir="ltr" style="line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt;"><br /></div></li></ol>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-81132070469737676352017-06-27T11:19:00.000-07:002017-10-26T12:56:55.321-07:00Podcast 004: Marissa Lavin - Redefining Fitness<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings></xml><![endif]--> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> 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6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--></div><div class="MsoNormal">It’s not always easy to maintain a healthy and fit lifestyle, especially when you’re a busy professional. Marissa Lavin, of Fitness Redefined, is a fitness professional, who pairs a scientific approach to the body with an artistic passion for practice of training. She is a graduate of Fitness Institute International, and holds a Masters Degree in Maternal and Child Health from George Washington. She founded her first professional training company when she was in graduate school, but moved back to South Florida after her graduation, where she founded Fitness Redefined with her husband, Gary. She offers an innovative fitness program, and teaches clients about how to take a more active role in their own health.<br /><br />Tune in to this episode to find out more about how being mindful can impact your health and wellbeing, and take those first steps to a healthier you.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><br /></div><iframe allowfullscreen="" height="360" mozallowfullscreen="" msallowfullscreen="" oallowfullscreen="" scrolling="no" src="//html5-player.libsyn.com/embed/episode/id/5481319/height/360/width/640/theme/legacy/autonext/no/thumbnail/yes/autoplay/no/preload/no/no_addthis/no/direction/backward/" style="border: none;" webkitallowfullscreen="" width="640"></iframe><br /><br /><div class="MsoNormal"><span style="font-size: x-small;">Key Takeaways:<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[:20] John introduces his guest for this episode — Marissa Lavin.<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[1:27] John has personal experience working with Marissa, and feels that it has made a huge impact on him.<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[3:30] Marissa's background is in dance. How did she transition from dance to fitness?<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[6:26] Fitness Redefined has a less intimidating atmosphere, a more accepting feel, and a more holistic approach to health and wellness.<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[9:11] How did Marissa and Gary start Fitness Redefined?<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[11:53] Another aspect of training with Marissa is mindful eating — making better choices when it comes to food, and strategies around that. Marissa delves into this concept that is constantly coached at Fitness Redefined.<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[17:14] There is incredible power in our brains, in being mindful, and being conscientious in what we’re doing — we just have to take time to listen to our bodies, and be attentive to the food we're putting into our bodies.<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[19:23] What does Marissa suggest people to look out for in fitness facilities or health related activities?<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[23:09] Marissa has a ‘quality over quantity’ philosophy. How does that fit into her clients’ busy lives?<o:p></o:p></span></div><div class="MsoNormal"><span style="font-size: x-small;">[25:38] Marissa shares some health tips that can help your health and wellness.<o:p></o:p></span></div><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> <o:PixelsPerInch>96</o:PixelsPerInch> </o:OfficeDocumentSettings></xml><![endif]--> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> 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6"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful Accent 6"/> </w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal"><span style="font-size: x-small;">[28:39] Get in touch with Marissa via her website!</span><o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-91665572077367283372017-06-24T09:02:00.000-07:002017-10-26T12:56:55.383-07:00McConnell, the GOP and Trumpcare: We care about lowering taxes for the rich, not your health care!<div class="MsoNormal"><i><span style="font-family: "verdana" , sans-serif;"><a href="https://www.nytimes.com/2017/06/22/us/politics/mcconnell-senate-health-care-bill.html">“Mr. McConnell has always taken pride in protecting his members.”</a> -- NY Times, June 23, 2017<o:p></o:p></span></i></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">First, let’s start with a reminder about how insurance works. Money (“premiums”) is collected from everyone, or as many people as possible, and when the bad thing happens (insurance is almost always about protecting against bad things, like car accidents, or fires, or death, or illness), the victims are compensated. If it pays out more than it collects, then the insurance company goes bankrupt and can no longer pay out. This works for all types of insurance, whether for-profit (as most is in the US), not-for-profit (like many health-insurance companies in other countries), or social insurance where everyone is a client and government is the insurer. Insurance companies, especially for-profit insurance companies, have to build in a profit margin as well. In addition, they prefer insure people who are at low risk of requiring payout, and not to insure or charge higher premiums to those who are at higher risk (e.g., younger drivers, for car insurance). This process is known as “underwriting”. <o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">If an insurance company is forced to insure a lot of high-risk people (as they were under ACA) and can’t charge them <i>really </i>a lot (under ACA they could charge 3 times as much), they need a lot of low-risk people to pay premiums to be able to fund their probable payouts; thus the “individual mandate”. For social insurance, such as government financed health insurance programs (as in many other developed countries, or Medicare and Federal employee and military programs in the US), it is actually not necessary that more money come in from premiums than is paid out, because the government can (if it wishes) subsidize the loss from other funds. This is, of course, a political decision on how to allocate tax dollars and how many tax dollars to collect.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><!--[if gte vml 1]><v:shapetype id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f"> <v:stroke joinstyle="miter"/> <v:formulas> <v:f eqn="if lineDrawn pixelLineWidth 0"/> <v:f eqn="sum @0 1 0"/> <v:f eqn="sum 0 0 @1"/> <v:f eqn="prod @2 1 2"/> <v:f eqn="prod @3 21600 pixelWidth"/> <v:f eqn="prod @3 21600 pixelHeight"/> <v:f eqn="sum @0 0 1"/> <v:f eqn="prod @6 1 2"/> <v:f eqn="prod @7 21600 pixelWidth"/> <v:f eqn="sum @8 21600 0"/> <v:f eqn="prod @7 21600 pixelHeight"/> <v:f eqn="sum @10 21600 0"/> </v:formulas> <v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/> <o:lock v:ext="edit" aspectratio="t"/></v:shapetype><v:shape id="Picture_x0020_1" o:spid="_x0000_s1027" type="#_x0000_t75" style='position:absolute;margin-left:209.6pt;margin-top:79.1pt;width:290.35pt; height:240.05pt;z-index:-251658240;visibility:visible;mso-wrap-style:square; mso-width-percent:0;mso-height-percent:0;mso-wrap-distance-left:9pt; mso-wrap-distance-top:0;mso-wrap-distance-right:9pt; mso-wrap-distance-bottom:0;mso-position-horizontal:absolute; mso-position-horizontal-relative:text;mso-position-vertical:absolute; mso-position-vertical-relative:text;mso-width-percent:0;mso-height-percent:0; mso-width-relative:page;mso-height-relative:page'> <v:imagedata src="file:///C:\Users\Josh\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png" o:title=""/> <w:wrap type="tight"/></v:shape><![endif]--><!--[if !vml]--><!--[endif]--><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMjeBzkIA-VEBKoDSh4QQnPvIIHgI5jUXyuYp9yjVmySxM0Y7KJFYMHYezAxHBi-XK5QutYoH29JTooOZ5blO-qxfbmVEX7WT-FwmJx3IZjJjfOkXtOqQZQmLecCxvSiBI3_FqRRcfOGNL/s1600/Repeal+Change+Obamacare+NYT.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="954" data-original-width="1154" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMjeBzkIA-VEBKoDSh4QQnPvIIHgI5jUXyuYp9yjVmySxM0Y7KJFYMHYezAxHBi-XK5QutYoH29JTooOZ5blO-qxfbmVEX7WT-FwmJx3IZjJjfOkXtOqQZQmLecCxvSiBI3_FqRRcfOGNL/s400/Repeal+Change+Obamacare+NYT.JPG" width="400" /></a><span style="font-family: "verdana" , sans-serif;">The Senate Republican leadership has made its position on this completely clear with its recently unveiled “health care” bill, the “Better Health Care Act” (BHCA). Crafted by Majority Leader McConnell and a small group of white men from a small group of places (for example, 2 senators each from Utah, Wyoming, and Texas). It will and should be called #Trumpcare; while the President didn’t write it, he has endorsed it and will sign it if it passes the Senate and the House reconciliation. It is clearly a tax-cut-for-the-wealthy bill that derives funding from the reduction (and sometimes elimination) of health care coverage for a very large percent of Americans; this is detailed by the <i>NY Times’ </i>Margot Sanger-Katz in <a href="https://www.nytimes.com/2017/06/22/upshot/shifting-dollars-from-poor-to-rich-is-a-key-part-of-the-senate-health-bill.html">“Shifting Dollars From Poor to Rich Is a Key Part of the Senate Health Bill</a>”, June 22, 2017. The<i> Times</i> also has a piece by Sanger-Katz and Haeyoun Park that contains a clear listing of what will be cut from the ACA in order to fund these tax cuts, “<a href="https://www.nytimes.com/interactive/2017/06/22/us/senate-health-care-bill.html">How Senate Republicans plan to dismantle Obamacare”</a>, summarized in the graphic. However, the details are important; even the parts of the ACA that the BHCA “keeps” are largely undercut by other parts of the bill. For example, it keeps the requirement that insurers must issue policies to people with pre-existing conditions (which can range from heart disease and cancer to endometriosis and broken bones and everything else), which is good. But it raises the amount that insurers can charge these people from 3 times as much under ACA to 5 times as much. This is a big deal, and a bad deal, for people with disabilities and for older people who are, (surprise!), much more likely to have pre-existing conditions. <o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">While BHCA (Trumpcare) repeals the individual mandate, which will make some people happy (until they get sick) and the employer mandate (which will make employers happy), it also repeals the subsidies for out-of-pocket costs and decreases funding for subsidies to make policies on the exchanges affordable. The new bill would make either premiums or deductibles (or both) unaffordable for many Americans. It limits and sometimes eliminates the requirement that insurers provide “essential health benefits”, like preventive care and contraception, allows insurers to set annual and lifetime limits on how much they have to pay, and makes major negative changes to Medicaid. Medicaid is currently largely paid for by the federal government, 50%-80+% depending on the average state income, and 90-100% for people covered by Medicaid expansion. The “changes” include (gradually, so the impact won’t be seen for the 2018 election) cutting and capping the amount the federal government pays, shifting costs to the states, which often will not be able (or willing) to cover them.</span></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;"><br /></span></div><div class="MsoNormal"><!--[if gte vml 1]><v:shape id="Picture_x0020_2" o:spid="_x0000_s1026" type="#_x0000_t75" style='position:absolute;margin-left:281.55pt;margin-top:13.8pt; width:196.7pt;height:291.8pt;z-index:-251657216;visibility:visible; mso-wrap-style:square;mso-width-percent:0;mso-height-percent:0; mso-wrap-distance-left:9pt;mso-wrap-distance-top:0;mso-wrap-distance-right:9pt; mso-wrap-distance-bottom:0;mso-position-horizontal:absolute; mso-position-horizontal-relative:text;mso-position-vertical:absolute; mso-position-vertical-relative:text;mso-width-percent:0;mso-height-percent:0; mso-width-relative:page;mso-height-relative:page'> <v:imagedata src="file:///C:\Users\Josh\AppData\Local\Temp\msohtmlclip1\01\clip_image003.png" o:title=""/> <w:wrap type="tight"/></v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="font-family: "verdana" , sans-serif;"><o:p></o:p></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjZt3ucICJHdlPM2txz4Sm2TUEYXobxNUhEg40PmUs-m7z3LWH40ZjM3bsWPZQx0RzA5uFRD4IqxYwpAdTuKvgU1hR1XDViJd1f9mGtemVxx6tCX7vEfr2mgFTlefls7k34J5r9A2Pzfpf/s1600/Medicaid+covers.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1434" data-original-width="960" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjZt3ucICJHdlPM2txz4Sm2TUEYXobxNUhEg40PmUs-m7z3LWH40ZjM3bsWPZQx0RzA5uFRD4IqxYwpAdTuKvgU1hR1XDViJd1f9mGtemVxx6tCX7vEfr2mgFTlefls7k34J5r9A2Pzfpf/s400/Medicaid+covers.JPG" width="267" /></a></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">This will affect a lot of people. Medicaid is now the largest insurer in the US, covering 69 million Americans, even though many states did not expand it under the ACA to cover poor adults. What it does is summarized in <a href="https://www.nytimes.com/2017/06/23/health/medicaid-basic-facts.html">“How Medicaid works and who it covers</a>” by Abby Goodnough and Kate Zernike. It covers, as seen in the accompanying chart, 79% of poor children (and more than a third of ALL children), 64% of nursing home patients (many of whom were middle class before the NH wiped out their savings!), 60% of children with disabilities, 49% of births, 30% of adults with disabilities. The people who will suffer from Medicaid cuts are old people in nursing homes, children, and disabled people (many of whom are able to stay in the community and even keep jobs rather than being in nursing homes because of this support). With the caps on lifetime benefits, it means, <a href="http://tucson.com/news/opinion/columnists/guest/eve-shapiro-health-care-reform/article_358da4a5-5e5b-5f51-be27-d4dd0457a08a.html">as Dr. Eve Shapiro points out in an Op-Ed in the <i>Arizona Daily Star</i></a><i>, </i>“<i>that a premature baby on private insurance could exceed her lifetime limit on coverage before she even leaves the hospital</i>”! And, with the right convergence of decisions by the state, the same could happen to an infant with Medicaid.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">This is a big deal. Ideologues and pundits and politicians like to debate theoretical issue to see who scores the most points. They want to be the “most conservative”, the most “anti-abortion”, the most “pro-industry”, the most “anti-tax”. If they are articulate they may think that making their smarmy points makes them win. And I guess it does. Except the losers are not those on the other side of a debate podium, they are the majority of the American people, the politicians’ constituents, who don’t get treatments, don’t get diagnosed, do get sick and die. Lives, not ideologies, are at stake.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Except, of course, it is about ideology. This is made clear in “<a href="vhttps://www.nytimes.com/2017/06/23/upshot/the-health-debate-shows-what-both-parties-care-about-most.html?_r=0">A debate that shows what each party cares about</a>” by Neil Irwin the <i>Times. </i>No one, certainly not a senator who has to run for re-election, wants to say that they are about making it harder or impossible for many (often the majority) of their constituents to be able to access health care, or to pay for it, or to get the treatments and therapies they need. But make no mistake: every senator who votes for this bill is saying exactly that, that they value tax cuts for the most privileged above basic health care for the rest of us. “This plan will improve the affordability of health insurance,” lied Sen. McConnell in a <a href="http://www.cincinnati.com/story/opinion/contributors/2017/06/23/mcconnell-obamacare-isnt-working-senate-gop-proposes-better-care/422917001/">recent opinion piece</a> in the Cincinnati paper.</span></div><br /><div class="MsoNormal"><span style="font-family: "verdana" , sans-serif;">Yes, <i>“Mr. McConnell has always taken pride in protecting his members.” </i>And his donors. It is too bad that he has no interest in protecting the rest of us.</span><o:p></o:p><br /><span style="font-family: "verdana" , sans-serif;"><br /></span></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0tag:blogger.com,1999:blog-1311725585473888736.post-5859103141925266052017-06-23T08:48:00.000-07:002017-10-26T12:56:55.405-07:00The Kids Are Alright<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3A8yw97TNnAbLsF7q7ET8ARSNa_uzhGmCGzs2jVKh_E0CDlrbNTeRVn4KIqtIIsYuPn726wCceV_jdzABScuJvLZ4aaN2ZoN5C7wJKZQ3c3mGmmaqn580O-UkdAvBk_G1cpPyT6rsPy8/s1600/Millennials_Social_1200x627.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="627" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3A8yw97TNnAbLsF7q7ET8ARSNa_uzhGmCGzs2jVKh_E0CDlrbNTeRVn4KIqtIIsYuPn726wCceV_jdzABScuJvLZ4aaN2ZoN5C7wJKZQ3c3mGmmaqn580O-UkdAvBk_G1cpPyT6rsPy8/s640/Millennials_Social_1200x627.jpg" width="640" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal">I recently wrote a series of posts detailing the advice I give to my young team members on everything from leadership to how to navigate the work place.<span style="mso-spacerun: yes;"> </span>And while I feel that I have a lot of knowledge to share with them, I also truly believe that these young people--aka millennials--have a great deal to teach me. In fact, over the last couple of years I have been fortunate enough to work side-by-side some young team members that have helped me continue to develop my own hard and soft skills. <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b>Here’s what I have learned:</b><o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b>The Value of Connection</b><o:p></o:p></div><div class="MsoNormal">It cannot be said too many times: embracing technology is important. Unlike the folks in my generation, my young team members have practically been surfing the web since they were in diapers. They have an intuitive and instinctive way with technology. They not only understand its value in this connected world, but they are willing to share that knowledge at the drop of a hat.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">I have an amazing young team member with whom I work on many projects, including all of the organization’s digital presence. Through her, I have not only learned a tremendous amount about the ways in which we can use technology to connect with our patients, but I have been reminded of the importance of connecting with others where they are, with messages most meaningful to them. This approach to communication is something the health care industry will continue focusing on and I am now aware of just how much technology can help shape that. Whether it is connecting with someone on Linkedin, or engaging with them in a meaningful (online) conversation, I now have a better understanding of how to harness technology to deliver a message that inspires others to engage in the work we are doing. <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b>Spread the Word</b><o:p></o:p></div><div class="MsoNormal">Just as I have been amazed by the ease and dexterity with which my young team members grasp all the technology available, I am equally impressed with their willingness and enthusiasm to share what they know with me and other team members. I can’t tell you the number of times they have directed me to a computer screen or phone and showed me something new as well as made a case for how we could use that new information to advance our work at the medical center.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal">I think a hallmark of this generation is their collaborative spirit. They enjoy working with others and value easy and open lines of communication. They don’t seem to have any interest in adhering to the confines of a strict organizational structure, but instead want to bring everyone into a room and figure out how to get the work done. They are not afraid to talk to the CEO just as they are willing to forge a relationship with the person answering the phones. They understand the value in collaboration and have an entrepreneurial spirit, which means they are willing to take risks to get the job done. In addition, if they don’t know something, they are quick on the draw to figure it out. <o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b>The Need for Speed</b><o:p></o:p></div><div class="MsoNormal">I know many of my contemporaries often shudder at the speed at which our young colleagues operate. But, the reality is that in today’s workplace, as technology has enabled us to get more done and more done faster, running at the same pace as my young colleagues is critical to my organization’s success. And while sometimes you need to remind them about not sacrificing quality for quantity, being both nimble and quick are paramount to success.<o:p></o:p></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b>Work Hard, Play Hard</b><o:p></o:p></div><div class="MsoNormal">Like my contemporaries, I have worked incredibly hard since the day I left college, putting in 60 to 70 hours-a-week for most of my career. I don’t say that for any other reason than that it is the truth. I love what I do and I know that I need to put in the time to get the results I want. The downside is that I probably have not taken as much time as I probably should have to enjoy things outside the office. <o:p></o:p></div><div class="MsoNormal">And while my young team members work incredibly hard and are laser focused, they also realize the importance of that elusive work-life balance. I think they grew up watching their own working parents stressed out and missing time to enjoy life, and they want something different. <o:p></o:p></div><div class="MsoNormal">For them, it is about the flexibility to do both—work hard and play hard. They are willing to put in the hours, but they want to do it on their schedule. For example, they are willing to stay up late finishing a project in order to makeup for the time they took to run a 5k earlier in the day. As a result, they seem healthier and less stressed. 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</w:LatentStyles></xml><![endif]--> <!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:12.0pt; font-family:Calibri; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin;} </style><![endif]--> <!--StartFragment--> <!--EndFragment--><br /><div class="MsoNormal">For me, the best part of my work is the time I spend doing it with others. Each day, I learn a tremendous amount from my fellow team members. This is especially true of my young team members. They have a great deal to share and an enthusiasm that I find to be contagious. Working with them makes me better and that is all I can really ask for. As they say, the kids are alright.<o:p></o:p></div>osperhttp://www.blogger.com/profile/09347133833763997140noreply@blogger.com0