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Presentation</a></li> </ul>  </li> </ul> </div> </nav>  <div class="jumbotron clearfix" id="google_translate_element"> <div class="conf-info-main clearfix"> <div class="col-md-2"> <a href="https://www.diabetesexpo.com/europe/abstract-submission.php" target="_blank"><img class="img-responsive center-block hidden-sm" src="https://d2cax41o7ahm5l.cloudfront.net/cs/upload-images/diabeteseurope2019-25964.gif" alt="cs/upload-images/diabeteseurope2019-25964.gif" ></a> </div> <div class="col-md-8"> <div data-id="4609" class="conf-info text-center"> <h1><span>28<sup>th</sup> European Diabetes Congress</span></h1> <h4 class="date-venue"> <time datetime="2019-07-17"> July 17-18, 2019 </time> Edinburgh, Scotland </h4> <h4 class="em"> Recent Advancements and Developments for Changing Life of Diabetes World </h4> <div class="primary-links"> <a href="https://diabetesexpo.com/europe/abstract-submission.php" title="Submit your Abstract" class="btn btn-sm btn-flat-green">Submit Abstract</a> <a 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Conferences | Endocrinology | Obesity | Conferences | 2019 | Edinburgh Conference | Europe USA Middle East Asia Pacific | Conference Series </h1>  <div class="workshops-main"> <div class="container"> <div class="row"> <div class="col-md-6"> <blockquote> <p>Meet Inspiring Speakers and Experts at our <span>3000+ <a href="https://conferenceseries.com" title="Click for more information" target="_blank" class="text-success">Global Events</a></span> with over 1000+ Conferences, 1000+ Symposiums and 1000+ Workshops on <span>Medical, Pharma, Engineering, Science, Technology and Business.</span></p> <p>Explore and learn more about <span><a href="https://conferenceseries.com" title="Click for more information" target="_blank" class="text-success">Conference Series :</a></span> World’s leading Event Organizer</p> </blockquote> </div> <div class="col-md-6"> <div class="ga-report"> <h4 class="h5"><a class="text-success" href="global-meetings-online-visitors-readers.php"><strong>Conference Series 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</div> </div>  <section class="speakers-main"> <h3 class="text-center text-uppercase text-warning"><strong> Previous Speakers</strong></h3> <div class="row speakers-sub"> <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="Top Diabetes Mellitus Conferences, Diabetes diet Conferences, Diabetes ketoacidosis Conferences, Top Diabetic neuropathy Summit, Gestational Diabetes Congress" title="Douglas N Ishii" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Diabetesexpoeurope2019-Douglas-N-Ishii-84284.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Douglas N Ishii</h4> <p class="text-muted">Colorado State University USA </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="Top Diabetes Mellitus Conferences, Diabetes diet Conferences, Diabetes ketoacidosis Conferences, Top Diabetic neuropathy Summit, Gestational Diabetes Congress" title="Mikhail G Kolonin" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Diabetesexpoeurope2019-Mikhail-G-Kolonin-84296.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Mikhail G Kolonin</h4> <p class="text-muted">University of Texas USA </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="Top Diabetes Mellitus Conferences, Diabetes diet Conferences, Diabetes ketoacidosis Conferences, Top Diabetic neuropathy Summit, Gestational Diabetes Congress" title="Gerald Hsu" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Diabetesexpoeurope2019-Gerald-Hsu-84297.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Gerald Hsu</h4> <p class="text-muted">eclaireMD Foundation USA </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="Top Diabetes Mellitus Conferences, Diabetes diet Conferences, Diabetes ketoacidosis Conferences, Top Diabetic neuropathy Summit, Gestational Diabetes Congress" title="Serge P Bottari" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Diabetesexpoeurope2019-Serge-P-Bottari-84285.png" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Serge P Bottari</h4> <p class="text-muted">University Grenoble Alpes France </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="Top Diabetes Mellitus Conferences, Diabetes diet Conferences, Diabetes ketoacidosis Conferences, Top Diabetic neuropathy Summit, Gestational Diabetes Congress" title="Yoon-Bong Hahn" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Diabetesexpoeurope2019-Yoon-Bong-Hahn-84286.png" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Yoon-Bong Hahn</h4> <p class="text-muted">Chonbuk National University South Korea </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="Top Diabetes Mellitus Conferences, Diabetes diet Conferences, Diabetes ketoacidosis Conferences, Top Diabetic neuropathy Summit, Gestational Diabetes Congress" title="Alaa Abdlkarim" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Diabetesexpoeurope2019-Alaa-Abdlkarim-84300.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Alaa Abdlkarim</h4> <p class="text-muted">ACE Cells Lab UK </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="Top Diabetes Mellitus Conferences, Diabetes diet Conferences, Diabetes ketoacidosis Conferences, Top Diabetic neuropathy Summit, Gestational Diabetes Congress" title="S M Rajendran" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Diabetesexpoeurope2019-S-M-Rajendran-84298.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">S M Rajendran</h4> <p class="text-muted">Bharath University India </p> </div>  <div class="col-lg-3 col-md-3 col-sm-4 col-xs-6 text-center"> <div class="speaker-container"><img alt="Top Diabetes Mellitus Conferences, Diabetes diet Conferences, Diabetes ketoacidosis Conferences, Top Diabetic neuropathy Summit, Gestational Diabetes Congress" title="Leanne Cummins" src="https://d2cax41o7ahm5l.cloudfront.net/cs/renowned-speakers/Diabetesexpoeurope2019-Leanne-Cummins-84287.jpg" class="img-responsive img-circle center-block"></div> <h4 class="home-speak">Leanne Cummins</h4> <p class="text-muted">University of Wollongong Australia </p> </div>  <div class="col-xs-12 text-center"><a class="btn-sm btn btn-warning" href="renowned-speakers.php">View More</a></div> </div> </section>   <div class="conf-content-main"> <div class="conf-content"> <div class="conf-list-area row"> <h4 class="text-center recg">Recommended Global <span class="text-uppercase "><strong>Diabetes & Endocrinology</strong></span> Webinars & Conferences</h4> <div class="5col-lg-4 col-md-4 col-sm-4 conf-list-region zeropadding"> <div class="conf-list-region-box europe-list"> <div class="conf-list"> <h5 class="text-center text-success text-uppercase country"><strong>Europe & UK</strong></h5> <div class="list-group"> <a href="https://endocrinology.endocrineconferences.com" target="_blank" title="Endocrinology Conference 2025,France" class="list-group-item"><span>Endocrinology Conference 2025</span>, <strong class="text-success">France</strong></a> <a href="https://diabetes.healthconferences.org" target="_blank" title="Global Diabetes 2025,France" class="list-group-item"><span>Global Diabetes 2025</span>, <strong class="text-success">France</strong></a> <a href="https://diabetesconference.endocrineconferences.com" target="_blank" title="Diabetes Conference 2025,UK" class="list-group-item"><span>Diabetes Conference 2025</span>, <strong class="text-success">UK</strong></a> <a href="https://europe.endocrineconferences.com" target="_blank" title="Euro Endocrinology 2025,Italy" class="list-group-item"><span>Euro Endocrinology 2025</span>, <strong class="text-success">Italy</strong></a> <a href="https://diabetesexpo.com" target="_blank" title="Euro Diabetes 2025,UK" class="list-group-item"><span>Euro Diabetes 2025</span>, <strong class="text-success">UK</strong></a> </div> </div> </div> </div> <div class="col-lg-4 col-md-4 col-sm-4 conf-list-region zeropadding"> <div class="conf-list-region-box asia-pacific-list"> <div class="conf-list"> <h5 class="text-center text-success text-uppercase country"><strong>Asia Pacific & Middle East</strong></h5> <div class="list-group"> </div> </div> </div> </div> <div class="1col-lg-4 col-md-4 col-sm-4conf-list-region zeropadding"> <div class="conf-list-region-box "> <div class="conf-list"> <h5 class="text-center text-success text-uppercase country"><strong>Canada</strong></h5> <div class="list-group"> <a href="https://diabetesmeeting.conferenceseries.com" target="_blank" title="Diabetes Meeting 2025,Canada" class="list-group-item"><span>Diabetes Meeting 2025</span>, <strong class="text-success">Canada</strong></a> </div> </div> </div> </div> </div> </div> </div>  <div class="conf-content-main"> <div class="conf-content"> <h2 class="text-uppercase text-center text-white heading bg-success-gradient">Diabetes expo europe 2019</h2> <div class="card-block conference-main-info welcome-message">    <ul class="nav nav-tabs"> <li> <a href="#section_About Conference" rel="section_About Conference">About Conference</a></li><li> <a href="#section_Sessions & Tracks" rel="section_Sessions & Tracks">Sessions & Tracks</a></li><li> <a href="#section_Market Analysis" rel="section_Market Analysis">Market Analysis</a></li><li> <a href="#section_Related Conferences" rel="section_Related Conferences">Related Conferences</a></li> <li><a href="#section_pcontent" rel="section_pcontent">Past Conference Report</a></li> </ul> <div id="mainPageContent" class="tab-content" > <div id="section_About Conference"> <h3>About Conference</h3> <p> <div align="center"></div><br><p style="text-align: center;"> <a href="https://www.diabetesexpo.com/europe/"><strong><img alt="" height="133" 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width="171" /> </strong></a></p> <p style="text-align: center;"> <strong>Welcome to the Euro Diabetes 2019!</strong></p> <p style="text-align: justify;"> With the amalgamation of peerless speakers of Euro Diabetes 2018 <a href="http://www.conferenceseries.com">Conference Series LLC Ltd</a> is privileged to announce its “<strong>28<sup>th</sup> <a href="https://www.diabetesexpo.com/europe">European Diabetes Congress</a></strong>” which will be held during <strong>July 17-18, 2019 Edinburgh, Scotland</strong>. We cordially welcome all the eminent researchers, students and delegates to take part in this upcoming Diabetes congress to witness invaluable scientific discussions and contribute to the future innovations in the field of Diabetes.</p> <p style="text-align: justify;"> <strong><a href="https://www.diabetesexpo.com/europe/registration.php">Euro Diabetes </a>2019 </strong>conference will focus on the latest and exciting innovations in all areas of Diabetes research which offers a unique opportunity for investigators across the globe to meet, network, and perceive new scientific innovations. This year’s annual congress highlights the theme, “<strong><em>Recent Advancements and Developments for Changing Life of Diabetes World</em></strong>” which reflects the innovative progress in Diabetes disease research. The two days conference includes workshops, symposiums, special keynote sessions conducted by eminent and renowned speakers who excel in the field of Diabetes which include: Physiology & Anatomy of Diabetes, Clinical Research and Case Study : Genetics of Diabetes, Emerging Focus in Diabetes Research, Risk Factors and Related Diseases of Diabetes, Type 1 Diabetes Mellitus, Type 2 Diabetes Mellitus, Gestational Diabetes, Diabetes Ophthalmology,  Cardiovascular risk in Type 2 Diabetes, Stem Cell treatment in Diabetes, Advanced Technologies for the Treatment of Diabetes, Insulin Medication, Ketogenic Diet for Diabetes, Endocrinology and Diabetes.</p> <p style="text-align: justify;"> Commonness of diabetes is expanding among all ages in Europe, generally because of increments in overweight and corpulence, undesirable eating routine and physical latency. There are around 60 million individuals with diabetes in the European Region, or around 10.3% of men and 9.6% of ladies matured 25 years and over.</p> <p style="text-align: justify;"> One in eight women will develop a Diabetes disorder during her lifetime. And, the number of people suffering from Diabetes disorders continues to rise each year. But the bigger problem is that nearly 60% of these people are completely unaware of their condition let alone how to heal it. Millions of people are suffering trying all kinds of diets, pills, and treatments to clear their mental fog, to boost energy and lose weight. Unfortunately, they will all fail unless they learn how to heal the underlying Diabetes issues. Reflecting this imperative, Conference Series Ltd believes that professionally-oriented education in Diabetes medicine is essential in the training of clinicians and academicians and organizes Diabetes conference in Edinburgh, Scotland this year which will provide the future leadership in this key area for global health.</p> <p style="text-align: justify;"> Around the world, high blood glucose murders around 3.4 million individuals every year. Very nearly 80% of these passing are happen in low-and centre wage nations, and half are individuals matured less than 70 years. WHO ventures diabetes passing’s will twofold somewhere around 2005 and 2030.</p> <p style="text-align: justify;"> <strong>Benefits of Attending:</strong></p> <ul> <li style="text-align: justify;"> Exchange ideas and network with leading diabetologists, endocrinologists, diabetes researchers, clinicians researchers, diabetes and endocrinology professionals and researchers from more than 40 countries</li> <li style="text-align: justify;"> Discuss quality initiatives that can be applied in the practice</li> <li style="text-align: justify;"> Discuss ways to collaborate in putting quality initiatives in place throughout the <a href="http://www.diabetesexpo.com/europe/">diabetes study</a> and endocrinology and <a href="http://www.diabetesexpo.com/europe/">diabetes disorders</a> and treatment</li> <li style="text-align: justify;"> Participants can gain direct access to a core audience of professionals and decision makers and can increase visibility through branding and networking at the conference</li> <li style="text-align: justify;"> Learn and discuss key news and challenges with senior level speakers.</li> <li style="text-align: justify;"> With presentations, panel discussions, roundtable discussions, and workshops, we cover every topic from top to bottom, from global macro issues to strategies to tactical issues</li> </ul> <p style="text-align: justify;"> <strong>About Hosting Organization: Conference Series</strong></p> <p style="text-align: justify;"> <a href="http://www.conferenceseries.com/">Conference Series LLC Ltd</a> is the world’s leading specialist in organizing Academic, Scientific and Business conferences, meetings, symposiums and exhibitions in different verticals and horizontals like Medical, Pharma, Engineering, Science, Technology and Business to promote scientific research. Every year we host more than <a href="http://www.conferenceseries.com/"><strong>3000+ global events</strong> </a>inclusive of <a href="http://www.conferenceseries.com/"><em><strong>1000+ Conferences</strong></em></a> <strong>1000+ Symposiums</strong> <strong>1000+ Workshops in USA</strong>, Europe, Middle East and Asia with the generous support and cooperation from our <strong>30000+ Editorial Board Members</strong>, <strong>1000+ Scientific Societies</strong>. All the conference proceedings are published in the special issues of our <a href="https://www.omicsonline.org/"><strong>700+ Open Access International Journals</strong></a> with the <strong>DOI</strong> provided by <strong>CROSSREF</strong>.</p> <p style="text-align: justify;"> <strong>Target Audience:</strong></p> <p style="text-align: justify;"> Ø  Academic researcher</p> <p style="text-align: justify;"> Ø  Endocrinologists</p> <p style="text-align: justify;"> Ø  Diabetologists</p> <p style="text-align: justify;"> Ø  Data management companies</p> <p style="text-align: justify;"> Ø  Medical colleges</p> <p style="text-align: justify;"> Ø  Training institute</p> <p style="text-align: justify;"> Ø  Diabetes Societies & Association</p> <p style="text-align: justify;"> Ø  Medical & Pharmacy Companies</p> <p style="text-align: justify;"> Ø  Software development companies</p> <p style="text-align: justify;"> Ø  Business entrepreneurs</p> <p style="text-align: justify;"> Ø  Manufacture medical devices & companies</p> <p style="text-align: justify;">  </p> </p> </div> <div id="section_Sessions & Tracks"> <h3>Sessions & Tracks</h3> <p> <p style="text-align: center;"> <span style="font-size:16px;"> <strong>Track 1: <a href="https://diabetesexpo.com/europe/events-list/genetics-of-diabetes">Genetics of Diabetes</a></strong></span></p> <p style="text-align: justify;"> Diabetes constitutes a major public health problem. Although substantial progress has been made in defining the genetics of metabolic syndrome risk for specific subtypes of diabetes (<em>e.g.</em>, maturity-onset diabetes of the young), the majority of genetic risk of diabetes (for type 1 and type 2) remain unresolved. This review focuses on the current knowledge of the genetic basis of diabetes and its complications, specifically diabetic nephropathy (DN), recent advances in genetics of diabetes, diabetes in ethnic groups, genetic lifestyle interactions and understanding the genetics of Diabetes. Ultimately, identification of genes that contribute to risk (or protection) of diabetes and its complications will allow identification of patients who have diabetes and are at risk and targeted treatment/interventional strategies. Diabetic amyotrophic is a disabling illness that is distinct from other forms of diabetic neuropathy.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> <p style="text-align: center;"> <br /> <span style="font-size:16px;"><strong>Track 2: <a href="https://diabetesexpo.com/europe/events-list/emerging-focus-in-diabetes-research">Emerging Focus in Diabetes Research</a></strong></span></p> <p style="text-align: justify;"> Diabetes is a common chronic disease that imposes considerable demands on the individual healthcare system. People with diabetes have a higher rate of cardiovascular disease than those without diabetes and are at increased risk for kidney failure, lower limb amputation and blindness. Obesity is a significant risk factor for diabetes and the prevalence of obesity in children and adults has dramatically increased in the past four decades. Diabetic dyslipidemia is one of the major risk factors for cardiovascular disease in diabetes mellitus. The characteristic features of diabetic dyslipidemia are a high plasma triglyceride concentration, low HDL cholesterol concentration and increased concentration of small dense LDL-cholesterol particles. In order to investigate the bioinformatics tools and methodologies used to in diabetes research, at first, this was difficult to do because it did not have a preconceived idea about how the research would be organized and how bioinformatics tools would be described or identified in the research. To get started, we ran several cursory searches using basic search terms such as bioinformatics and diabetes (research) through several databases to see what types of articles were returned.  Diabesity can be defined as a metabolic dysfunction that ranges from mild blood sugar imbalance to full-fledged type 2 diabetes. A bolus dose is insulin that is specifically taken at meal times to keep blood glucose levels under control following a meal.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 3:  <a href="https://diabetesexpo.com/europe/events-list/risk-factors-and-related-diseases-of-diabetes">Risk Factors and Related Diseases of Diabetes</a></strong></span></p> <p style="text-align: justify;"> Diabetes is always accompanied by a number of serious health issues. Consistent increase in blood glucose levels can lead to serious diseases affecting the vital organs of body like heart and blood vessels, eyes, kidneys, nerves and teeth. In almost all high-income countries, diabetes is a leading cause of cardiovascular disease like diabetic cardiomyopathy being one of the major risk factor, blindness, kidney failure, and lower limb amputation. Diabetic Retinopathy causes progressive damage to the retina in the patients with diabetes adding as the most vulnerable risk for the patient. Maintaining blood glucose levels, blood pressure, diabetic gastro paresis which has been reported to have the main cause as Diabetes Mellitus and cholesterol at or close to normal can help delay or prevent diabetes complications.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 4: <a href="https://diabetesexpo.com/europe/events-list/type-1-diabetes-mellitus">Type 1 Diabetes Mellitus</a></strong></span></p> <p style="text-align: justify;"> <a href="http://www.omicsonline.org/scholarly/diabetes-mellitus-journals-articles-ppts-list.php">Type 1 Diabetes mellitus</a> (otherwise called type 1 diabetes) is a type of diabetes mellitus that outcomes from the immune system annihilation of the insulin-delivering beta cells in the pancreas. The ensuing absence of insulin prompts expanded glucose in the blood and pee. The established manifestations are regular pee, expanded thirst, expanded yearning, and weight reduction. The reason for diabetes mellitus sort 1 is obscure. <a href="http://www.scitechnol.com/scholarly/diabetes-mellitus-journals-articles-ppts-list.php">Type 1 diabetes</a> can be recognized from type 2 from autoantibody testing. The C-peptide test, which measures endogenous insulin generation, can likewise be utilized.</p> <p style="text-align: justify;"> Organization of insulin is fundamental for survival. Insulin treatment must be proceeded with uncertainly and commonly does not disable ordinary every day exercises. Individuals are normally prepared to freely deal with their <a href="http://www.omicsonline.org/scholarly/diabetes-journals-articles-ppts-list.php">diabetes</a>; be that as it may, for some this can challenge. Untreated, diabetes can bring about numerous confusions. Intense confusions incorporate diabetic ketoacidosis and nonketotic hyperosmolar trance like state. Genuine long haul complexities identified with high glucose incorporate coronary illness, stroke, kidney disappointment, foot ulcers and harm to the eyes. Moreover, confusions may emerge from low glucose brought about by exorbitant insulin treatment.</p> <p style="text-align: justify;"> Diabetes mellitus sort 1 represents somewhere around 5% and 10% of all diabetes cases. All inclusive, the quantity of individuals with DM sort 1 is obscure, in spite of the fact that it is assessed that 80,000 kid’s build up the illness every year. Inside the United States the quantity of influenced people is assessed at one to three million. The advancement of new cases fluctuates by nation and locale: the least rates give off an impression of being in Japan and China, with around 1 individual for each 100,000 every year; the most elevated rates are found in Scandinavia, where rates are more like 35 new cases for each 100,000 every year. The United States and different nations in northern Europe fall some place in the middle of, with 8-17 new cases for every 100,000 every year.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 5: <a href="https://diabetesexpo.com/europe/events-list/type-2-diabetes-mellitus">Type 2 Diabetes Mellitus</a></strong></span></p> <p style="text-align: justify;"> <a href="http://www.scitechnol.com/scholarly/type-2-diabetes-journals-articles-ppts-list.php">Type 2 diabetes</a> is a long haul metabolic turmoil that is portrayed by high glucose, insulin resistance, and relative absence of <a href="http://www.scitechnol.com/scholarly/insulin-journals-articles-ppts-list.php">insulin</a>. Basic side effects incorporate expanded thirst, incessant pee, and unexplained weight reduction. Indications may likewise incorporate expanded craving, feeling tired, and bruises that don't recuperate. Regularly indications go ahead gradually. Long haul complexities from high glucose incorporate coronary illness, strokes, diabetic retinopathy which can bring about visual impairment, kidney disappointment, and poor blood stream in the appendages which may prompt removals. The sudden onset of hyperosmolar <a href="http://www.omicsonline.org/scholarly/hypoglycemia-journals-articles-ppts-list.php">hyperglycaemic</a> state may happen; in any case, ketoacidosis is unprecedented. <a href="http://www.scitechnol.com/scholarly/type-2-diabetes-journals-articles-ppts-list.php">Type 2 diabetes</a> is mostly preventable by staying a typical weight, practicing consistently, and eating legitimately. Treatment includes activity and dietary changes. In the event that glucose levels are not sufficiently brought down, the medicine metformin is regularly suggested. Numerous individuals may in the end likewise require insulin infusions. In that on insulin, routinely check glucose levels is exhorted, in any case this may not be required in those taking pills. Bariatric surgery frequently enhances diabetes in the individuals who are stout.</p> <p style="text-align: justify;"> Rates of type 2 diabetes have expanded uniquely since 1960 in parallel with corpulence. Starting 2013 there were roughly 368 million individuals determined to have the illness contrasted with around 30 million in 1985. Typically it starts in centre or more seasoned age, although rates of type 2 diabetes are expanding in youngsters. Type 2 diabetes is connected with a ten-year-shorter future. Diabetes was one of the primary maladies depicted. The significance of insulin in the malady was resolved in the 1920s.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 6: <a href="https://diabetesexpo.com/europe/events-list/gestational-diabetes">Gestational Diabetes</a></strong></span></p> <p style="text-align: justify;"> <a href="http://www.omicsonline.org/scholarly/gestational-diabetes-journals-articles-ppts-list.php">Gestational diabetes</a> is first analysed amid pregnancy. Like type 1 and type 2 diabetes, gestational diabetes causes glucose levels to wind up noticeably too high. When you eat, your stomach related framework separates the greater part of the sustenance into a sugar called glucose. It's the point at which the <a href="http://www.scitechnol.com/scholarly/glucose-journals-articles-ppts-list.php">blood glucose level</a> (glucose level) of the mother goes too high amid pregnancy. Gestational diabetes creates when your body can't deliver enough of the <a href="http://www.diabetesexpo.com/europe/abstract-submission.php">hormone insulin</a> amid pregnancy. Insulin is important to transport glucose what your body utilizes for vitality into the cells. Without enough insulin, you can develop excessively glucose in your blood, prompting a higher-than-typical blood glucose level and maybe gestational diabetes. The higher blood glucose level in gestational diabetes caused by hormones discharged by the <a href="http://www.diabetesexpo.com/europe/abstract-submission.php">placenta amid pregnancy</a>. The placenta delivers a hormone called the <a href="http://www.diabetesexpo.com/europe/registration.php">human placental lactogen</a> (HPL), otherwise called <a href="http://www.diabetesexpo.com/europe/abstract-submission.php">human chorionic somatomammotropic</a> (HCS). It's like development hormone (so it enables the infant to develop), yet it really alters the mother's digestion and how she forms sugars and lipids. HPL really raises the mother's blood glucose level and makes her body less delicate to insulin—less ready to utilize it appropriately. In the event that the body doesn't utilize insulin as it should, the blood glucose level goes up. The HPL hormone lifts the blood glucose level with the goal that the child gets enough supplements from the additional glucose in the blood.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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t7rLSlb0tbxt1ykceDIxPGWx1J54z7uV8L5rm0m8Dhpz1tpHRPtd6fiZ5ricLl3L9dap3V7N6td7WPH5vHt5ZQ3thZ6JYq2oP5kcl5LvjZcYCAtluB2zj3qrY+JvF2u33mabZ32oW2hrtW4l1KO3WN8cbF2AbcEcEHp1r2C5/Ymb4e/EXwHouo+IFvbnxTd3kUUlvahUshBaSXBJz88pcpjhkAznB6GnJ8IPCNt451DTS3xC1G6mv73SUurexsFh1LUrSylvJLKBXm8yI+TE4WWeNIGYKPN/eR7/ALXC+CPGVf4MKkrX1qQWl7N79Gnp5Hi1OOsgp6Qld91Bv87Hj66zql9bO15qelwpcAGS8mt5plaQfKYww+QnjHy49Patbwn4a1zxtf2+maJpOrX2t2eZZ7m2j3x2r5Hk/LuwgJIb5iCAK9e+DHiv4B6q+qSW2m+L9Y0jwdp13rE15rSrJp5sYFTN6sG8b45ZjNDEDFueSzuCECqsj934K/aw1T4X62+g+IPhhDpNw1j4fuLax8OX1v8AaGutYlv1FpJFOIII2tjZMryi5cSFtwVMhK++yP6Mmce09rnNVU+Vp8sLc/k+aVra2uknvds+dx3ihhl7uCpOTd7N6L7lf8z6N8CwXtr4P02LUnWTUY7aNbpx/FKFG4/nmtavna3/AOCjPhebUbC0j8H/ABMuLm4uZba+js/D7Xq6E0OqXOlSm6eFnjAW6s7kEwtKNkYfpJHu8/8Ah3/wUe16+1+/vfEnw/1zRvDmnWs2oSG1trTUbyRX1GbTLS3UW99IxlNxbtul8rZmXaViSJ7h/wCqcLkeLhSUFH4UkrtXdtNO7fkfj8qylJtn2TmivDfDv7b2n+LrfT49N8CfENtYvheu2kahZWuk31pHaywRSSSLe3EKbS11AE2O24yY4w2ON+Ef/BRrSPE/w20bxh4s8P6l4FsdV8KaD4svIr2W0uINJt9VaaOO4e8iuD5lsJI1TcYEdQyuygFhE/7NxXWGt7Wur37WWvp3DmR9SUV4bY/t26HffEXRfDa+DfiZ9q1U2Md1dr4eeSz0Oa8gSeCG7lViEfbKisU3qjMdzAK7L7XDe+bCreWy7gDjBOPyGPyrnrYerSsqqtcrpc/ET9hn9lLw/wDA/TYZzawtd8GR2AVsj3ruP27f2+9M/Zp+B+sRaed2qajZT2kJifBRnRow/rldxNVLTxT9l00JCXU4OAyc/lXinx5/ZFuf2ob5Uvr1o7VjllVckDNfGU6ivqj76G5wPwm/4LOeLNV/Z3s/Cp1gR61plsdOCrAXuNST5tjny1Jd1DbWLH+6a7j9i79ib4gfHV/7Z8WXE2naXeTNIxmgDXEmRkcN90Hd35r3z9kX/gn/AOA/ghYQyQ6Ta3F/HhjcXCCRyfbPT86+wfC72ukWq+VGsaxj+AbQB9KuTT2RnPFyS5UrehifCT4EeH/gF4M8iG3t7eG3jLSSSFctgcsxIxx+leT+CP2W/DFt8cfEvxR8SzfY7vxYsFtp8EeUaO1i+VCAcbizEk9T06143/wV+/bu1X4O6VovhzR90a6jch7mYD5QqYZVYD7wLdv51u6dYeIv+CmHh34e3Fho9t4H0GHT4pvEuobH+23txhQ0EIPUEKSN2AgY9cckY3diY0XCn7Sb0fZ6n0b8D9B1T4kftFa1o679X+Gul2gkmkmtg1nJdgkJEjZKSMoZi689VB2kED4E/wCCpH/BOr/hkT4tw+KNBtJn+HfiSVmtoxnbo16NzGzZj0jPzvGzHpvH92v2C+GWiWPw/wDCOm6Rp8P2Wz06FYYYgeERRgc989d2BnOcc1W+Pnwd0X9or4O694Q16DztL162e3kbb89qxBKTRnBxJG2GU+oxkZrT2RyRxDU/d/4c/nT8A+Onb4lLGn8EwydwySTg8HkV+7H/AASI8MTX3w71rxdcW7KuotDp1pK33ZY4i7SFO+3zJCPwr8d/2fP+CanxH8b/APBQ/UPgqtpNbTaLdtLqer+SzW9rYKx/0vPQq64VFPJb5R61/RF4I8H+Hf2d/hbpeiWclvpeg+H7RbaKW5kWNVVRy7twNx5Zicc5NdWEwlp+1Zhm2NdSmqENZPoiX4p/FTRfgr8Ntb8VeIJ/sOh+H7OS/vp1jMjRRICSdo5J9hX5dftU/wDBx7rF5HLZfA/4d6Xqn8Mes+JNXtS5JOAY7CCfzD9ZJF906ivsL9oP/gs/+zT+zzBdR6x8TtB13UIcodM8OsdauXYZ+QiAMiHOeJHUDjkZr8of+Cjf/BR/Vv28bOTR/hz8GfDPw/8AA+oHa/inxDpVjb6xqIOMhbiRCkK54K27Sytx8wGVPDn2ZOMP9nrxT7Jczfz6fcfqXhLwPRxOJ585yqrUg3eM3JwpxX+Dkbn3um13S3PAPjF/wV4+P3xR8Vt/wmfiZdSlt5iG02WJorCEg8D7JGwtyw6BmRj65r60/YV/4Ll2/gh7PQfiR4fe1sdUXyp9WjBKyo3y/PhQNmD/AHQAO9eafsP/APBCj4gfGa+tdWvdHNnpoAf+2vFNjLZaTCrAYaCzkC3d+2MlS4hhPBJccV+mbf8ABBD4S6zoUEN14r+K0eqCBVutSs/EYgN6+3G/yfLaJB6IiBVHA4rxcDhc3qr6xR/8m0v6X1/A/UuLM58PsHF5XmEEm9lSSfJb+ZRkkn5JOXVxR6Uuh6f+1P8AsE2sWnyQ6l/Z8L20c0PPnLblocrj+/CBjqcN3xz8IaLpsUFvqXhm/jaOWPCLOkgVpBjcGU7uhBBycdfXIr9MP2O/2QdH/Yr+DsngzRNe8TeIbFr2a++065cxz3QaTblMxxxrtG3gBfWvJf2uf+Cd5+It03iDwa1va6wCXltZBtEnJJ2HjOSSdpxycjPSvH4+4PxmYRp4+hDmnBWlFPf08/I/F+D+MsBlmPr5f7V/VpybhJq1nfRtPVK1z4p8EeIF+GniPTdJt7WOeG3cm3+0lpoyc/Ijsv3WBLbX6fMeB1r0qPxrrlpd2q3ng3U7NoWaS4mEXnfahg4DBHw4BOQCceorjfEfgjUvhXqkcXiyzXT7yyl8yKwKMHldc7ZGBAGPxJP8uhtP259W0eNV8u1mEY2AS26nbjtyDX8147J8K6kvrXNTnfXS9vK11qfsWKozxcVUwNJVlb4uZpPzVv8AI1by/wDE3jeNvs3hjWFnuJcTuVS1ieIfdG3OFAHGRk+mK5a6utL8AePVu9c825vZAI1RXaSO1Xn5QT17/nVnxD+3Lr2rWxjjZoPtGQYoIhEpyP8AZxUnw6/Yz+J/7X12l9HB/wAIzocrhjqupRmNWTg/u4yBJIfwUc9ayy7hV4uvGnlUJ1ZPe6/4Jmpf2bQlWzWUKFNLT3tfyOo+J/wV0nxr8NIfEOlmK4sbgMkkDKNynHRuOQffr0717D/wTL/akvL2+/4Vb4muri6urGNptCu7mXzJGhXGbVmPLFBypOTtyD0FfM+tfH/xV+yhq2reAofD1z4gvb1jHdJextHbw89VY9WPUfL0qP4VeGfHh8d+HfFFvpC6PrVtqMUtgsV0s7SNux5flBVYgqWU56A9a+94XxmKyXM6NTDpq7UakPnZ/geDnmR08wyitSx04yp256M+ZX0V1o+nQ/U/x18IvDPxX0qCz8UeHdB8RWdvJ50dvqunQ3kccmCu4LKrANtJGQAccdOKXSPhT4f8N6rHfafoukaffRWSaYlza2MUMyWkZGy3DqAwiXA2oDtUgEAYGOhsGZ7KFmj8ligLIDnYcdM+3Spq/rhTk42Tdu13/mfy/d9TzD4yt4C8B+D2m8cNoem+G5JbOCZ7qFYLUGGcTW4kcfKsay/MFfEeS2eHIb568F/tq6SfAmufEG48I+EPE15pGiap4t8SeItDaC1W70vSNRvLJTbsTO9xcCO1eSNHnWMElfOQEZ+zb+yjvrSaKaOOaKZCkkbqGWRSMEEHOQa+RPjN+wR4v+FGqXXjD9mzxdJ8PteaQ3N34SunM/hbXDjJH2ZgVtpWIA8yPaOeSn3htHGexg+al7Rf4mml106306q1luetlOAwOKkqFav7Gb0UppuDf95rWC8+WS78u5oeJP2z/h3beMPENjrXhTQ3b4ceJLaHzJmguZdKku9ag02bUnk8o21sgkumuXK3LTrEH85IZN0a48n7dvh2fxhdtoui6DdeE5BJpYmtFhuHvjHqmsWk5DrL5TW7/YHkUYYgzMWDZZax/wBmb/gslo+r+Nrj4e/G3w/cfCT4iaTKLW8+2Mf7LkkP3WEjEmFXOAhcmNiQFlYkCvtu0uFuUSRXWRXGVZWyGHrW2FzfAV4c1Km3bo5vTTW6to7676ba7k55w5mWUV1RzCm4OSvF7xkukoyTtJPo0eB/s7+O/DXxbitfDd18O9A8OSeHdF0XxnpWnwrBc2tja6n9tS2eLbFGsNyrWV0GCDAGwrK2849Z0r4R+GdJsNRhs9B0G1t9aLvfxQ6dDHHfmTJcyhQBJuLMW3Z3ZOepJ6rNFY1qznJuHup9Lvyv16u7+fzPKjoc/efDrRtV8S2etXmm6beatpivHZXstpG9zZo/3xHKQXTd32kZwO+SdpflGMrx/s1NRisdbWbA/DLw/wCLI5z5coHmZxzj/Cu58L6zHGwKsqsrdQPYV8t+FviGsOxWk3KT9K9O8K/EWF9q+cy/Rlr5KUrI+/5ubQ+pvCnirykjVVkQdS2TzW944+LUngf4c6prFrC2pT6fErLbtKY1LM6rudgj7IkBaSR9jbUjc4448B8LfEHywoE2a9F8NePVGnTTRlhIsZcFQGYEKSMcEdegwcnAPBNa4WpFV4OUeZXWl7Xu9r20OXFU/dutzi/HXiPQ/HfjnT7jWrb4X+NLDTdXsIG8Rrrb6foNv9ptdTnCNJtulinjlsLdDvdwReQKNpmwnv8A8Lf2t18FeD/O17wrDb2sVrr97pkuhSvdC7ttK1qDSn3QBCYwqXNrIXQyEoszFFwofx/RP20fGkHgC41W18GxNcC2e3tPtWrzfaHux4dTVx5kC2ijyRIWtSySbjIqYUGQKno3ww/ax8R+C9S1ix8cRZit5bgw6qs4W2aeDSdCuY7NXS2iE0lxLqGoeUVQOBZNGiShWaP9PxGUxnTlKOBgrPZVm5tKLbatpHu1pHTbm1PDqVJJ8rm/u0/M9a+DX7ZkXxm1zw5p+i6PFM2uRarczXX9qFbaCGwnsIZZIN0KzTbzqMRQPFCf3b7tgKO3E/ELWdP8Y/F/xdb+INP8Y2+k6b4ss/CdtqXhrxrqlheIZdBsNTUNZRzrFLiS5nXcmxsNCPKfDPVO6/b68RRajJG3wy1aZF0CbWzv1+BbmRotG/tIKtp5ZuXhMmbLz1jOJ8jy8BtvVeJP2t9c8D3Fxa6t4X0izmgey23p8Rz/ANjQ211b3syvcXTWIeFg9kYiggdTJcwDf852+VXyOfNNRwUHCUdIusubWdou997WVrI1w2MrUJ+1w1aUZrrHT/hz51034EeDfiZ8VNCTQfEfxYTVPHFzaaG7WfxUkkhWeay1PULWG8vfs8kiXEEemXkc9nsmMTXduyllffWK3/BPn4L/ABH8R2k3iDT/AIn32n3F7pUAv9R8WaZqE6Ralrr6FasUm085kN4hZow5AhO4O0mIT9aeB/2pda+K/wAWNY8F3vgu80Wys47pE1aXXraactBOsUbtYgC4hhmY+bBK6/NGAzLGWC11uk/tweMo/C3irWLX4ey6va+DbLVtX1D7RrU0NzdxWmqalZm3s4o7B0mmeKwWSKNpFLefEpkbmZ8pcP4Oc3TqYGKkuXepe172ad7ar5Jo9v8A4iDxJg1zYfHTittG1+up8lfDn9jD9nrw1Yw3GneD/FupXV1caXBZWtp4tisbiz+339tYxRap9ihgNjdLJcb2tyZDsikwS6lB7N8OviX8Dv2Wb7R9Q0b4N2ek+JLu+v8ATLu/kWbUbqS4stVutLnhtdSkik8+bz7WR1SaW3/dOjMUZtg9sk/b01LTvFvjKx1LwPbWuneD9btdOnv4dfF4i2cuqJZPfXBhgaK0EcLm5ME0qzbFJKhA0q8h/wAN1eKr7xvqWq2PhTUrrw3b/aobC1t5m2XxtLzxTA10ZxbOXguItHsJFVFGz7ZEVeQMPN6sPkGEpS544OKW+k9dVdLm17pnk5pxzxBmFN0cZjqkovdOcuV+sb2fzR678Df2s9P+Mvxe8aeEYbWztb/whcSRSxJfG6nZUuZbbzZNkXkIHaIsqJPJKqnEqQyAxj2JXyo4xXmHwE+N3iL4j+K9W0XxJ4TtvDt5Y6NpevW81lqsmpWl1BfNeIsfmSW1uy3EbWbmSMIyhZYSGJYqvqNcWNgo1uWMeXbTm5ui6r+lsfMxemoYoIyMUUVylFDXvD1j4j09rXUrOz1C1bhormFZUbgjkNkGuCu/2QfhfeFvM+Hvg07jk/8AEpiXn8BXplFctfBYev8AxqcZeqT/ADOijiq9H+DUlH0bX5M4jwx+zv4F8DTRy6P4N8L6bNCd0clvpcKyIfUNtyD+Ndjbjht272zU1FaUcPTpK1KKiuySX5GdStUqvmqycn3bb/M5vxh8LvDfxACrrmh6TrGz7n2u1SYr9CwzVfwd8IPC/wAOWdtB8O6Po7yLtd7S1SJ3HpuAz+tdZRWf1Ojz+15I83eyuV9Yq8ns+Z27XdvuGxf6tfp2p1FFdRiFIw3ClPSoZGChc/3hQHWx8r/8FRf+Cb+l/t4fDBrjSZYNB+KHhqJn8Oa6qYZc8taTn+O3lxtKsGAJDYOCD+eH/BL3/gq/4m/Zb8b3nw4+JEN+uj+H7o2Os6LdqftHhdllCPd2pYljbIx/e2+T5YIeP5TivrT/AIKB/wDBV3xl+wV+1vY6Bqngnw1qngrWLBLnTmmv57G+1LGFlaK5YG2BRmCmFhk5U7gGyPyU/wCCpn7Tug/ED/goJH8WfAek6xoy65ZWV5qem6rZpBNNcIjQXEbbGZJI5Y0VSykhhn8Phc7xmHpYpV8JNxqx0as1f8LM/qrw34czTE5D/Z2fUFWy6vHnpzUoy9nK/K0rO8JO91dJpppcyck/6Y9G1i31rTLe8tZIZ7S9jWe3mjYMk0bKGVgR1BBBzWgpyo+lfAf/AAQv/abX4mfAzWPh/dXT3h8AyW95oM8xyZtDvU860Vm6losSREnJ+Rc8199xkCNfpX12AxkcVh4V4/aX4n868VcP1ckzWtllV83s3o9uaL96MrdLxadrvqug6ijNFdh8+fywaH4wE0cYLMu7nCsQD+HNd74Z8dC08vDsvOMFh7dOlfOeheInKn5vvHNdbofiZt67m2r0zz/9avnZRurH3UZXZ9W+EfH7A7mf5WAz/kCvVvA/xDCum2TC4GRkc/1/Svkjwh4xEMStu4AHc/416X4M8dxySD94q4I6ua5alPU3p7H1/wCDPHhjlVhI3BByp5Hf8K7fxD+0b4b+C3hf+3PGXijQfCujfcS+1jUY7GGRuvlq8hG9v9lcsfQ18VfFb49698M/gb4m1vwjokninxPp9i0mn6aiNMZpS4RTsUh3CjfIUX5mWLA+9kfPn7Geu+Or7w7qHxU1/wCG2reKPjAIbm6vfHvxZC6b4a8GWsSvKDploCZ3WNV3HyI4gp3AOiBg2lHDcy527HFjKzpvkSd35H6x/s5/8FCvhJ+0z4on0HwF8SvDnijVrO1N/PZ2E7tJHCHVDJ8yqPvug/4ED6Z9xs9WcHcsrKQOMV+I/wCxR+1h8c9W0T46ftPf2r8SfjlJYRweFPBmhTW88NrqE7yJJcXp063Z0itrYYYJEGYiZwWRt8g7b9nT/gqJ+0JF+z38VPiV8RrzxFfXElnHo3g7wzY/C6d49L1mcSulzLIkESmziEQQpJdXEh3I7xgssLdMsHLmai7+r/4B5qxnupzX3L/gn7F6f4lJmSEyN14Gen4V6j+zV4jePUdX0ibcrNi8gRuoX7jfqBX85/i39rn9r28/YW8LaD4lm+K2l+IPjR4ovYdY8TT6DObrw7pcQsjCljBYRpNapcFpi0ZjzIsJMW1XkLe/+N/+CovxY/Yy0D4b/Ar4N+BfHV54o8N+D7M+IvF+peCNRurqJJrQSgwaZcSvmZQ6uzXc/lJICrIgQqnThqLp1FK9+hyYrEKpScbeZ/QcrbhSscCv58W/4KjftmfEX/gh7pfjmPWNe8Y+IvjR4/v/AA9B4q0Twwv9oeBPD8SRW7MG0qCIRXUlws6pL5LOFZim2QxhE1Hwj4y8f/FX9jr9nPxB8P8A48eOvhr8Gpf+E98Ua7J8Pteiu/F+oy6nPLDFNaX8zLFbOwVJJ7x0VVuLgqtuMQ16x5B/QcrZ7Utfhn8Ev2+/25P28/25fD/irQ9P8XfCf4b+DPGjx+JPAx8C3UFva+GrVY5bm6v9QuYB9qv54n8iK0gzLviaRYYVUPJw/gj/AIKRf8FMvjT+0f8ADa4/sDW/Anw3+OXjxY9EtJfh3FeXHhzRLe7iSf7R/orzR2rQ3QZp58u32d3R4osswB/QJXL/ABX+M/hT4FeEbnxD408TeHPCHh+zZVn1PXNTh02zhLHChppmVFyfU89s1+En/BRn/g43/aU8T6F4+174NeBfGXwg+GfgLUBpsHiTUvBLX19qd003kKbue+haxsYiX4gCS3LNtXKqzvFr/t3ah8Wv2wv2vf2TfhP8cPhl8Uvix4F8B+FrDxl4nl8IeEsw/EjxFc2sTPGsmIrGGzikkjilkZ4UVJLssULRhQD93tF8RWviHSre+spre8sryJZ7e4t5RLFPGyqyMjLwwZWBBBIIIwTmvCviL/wVW/Z5+FfxN1DwXrHxY8KnxZo7MmoaTYSyaldae68Mk6WySGJweCr4I9K9z0qWO7hjbyxBI0QzECN0Q/u5UkcexI9Mjk/Ff/Bwb/wUC8Sf8E4v+CbfijxX4KhvF8YeILmHw3o+oQWzSQ6FNchy97KR8qFI1cRs2QZ3hBBG4EA9K+GP/BZT9l34xfES18I+Hfjh8PbzxNezraW+nS6mLOaedm2LCgnCb5S3yiNcuTwFzX0rBc+em7b+p/w/SvwK8Sfs+fCn9t7/AIJP+C/2c/2Z/gv4o+L/AI4vo7bUrz4t634YufD+jaBq0s0M2q6lcavfRRSzyPyn2eESloVQDf5SKe1/awj8a6h/wUX/AGY/gz488DfFvx18Lf2PvC2ka5rvinRvBup6q/jfWbexi/0gsWaA2xeBG8yQtIHS6RXZ3C0AfuKDkV5j+0t+2R8M/wBj7T9CuviT4y0XwnH4mvv7N0lLyRjPqVzjPlQxIrSSHpnapwWQdWUH8Kv2vf8Ag4S/bC+Nw0PxB8MfDusfAXwX4u8WweE/Cz33gxLsajLPkK97qOo272zOdrEQWcRKASeZKNiGfof+Ckfgj9r79pT/AILqeF/+Fa+F9YbxJ8ELfRtP8L6/rHhqKXwm0M0Ekup65cSXCG2iLTvtXygZsQqIv3sKUAf0AIxZBuG09x6U6vxG/bH/AOCqH7ZvxK/4KQyfB/4c+GfFX7PfgbT/ABC2kabrt78M7vxDJ4gginEc165+x3O+CRFZoVtIgMMpkuEQFxzXi/8Aal/aO+Mn/BY3x1408UeEfi5N4V/ZpvNWg8G/Dbw/4N197Xxqtsl95F1JNbv9kjmmCxFbiVpUk82FYreYYRwD93qK/D39g7/gsB+1f8Rfjv4/+JXxq03xp4J+Fvw70a7u9R+GekfCK+ury7uH2W9nBbTG180PG7xyyvc30W/5gsSxJLLF9A/8G7nx2/ag/ap8V/Gb4gftCv8AEKDR7y8t7XwhBqmhx6FoUtsGlZmsrN4UuBsHlr5pd1cPtZnkRmAB9N/8Fav2BLH/AIKC/sv6h4bQQ2/i7RmGp+Gr0opaC5XG+PnGVlTKEE4yUPBANfzk/EL9i/4ieFdQS2k8P6tfwMxQNDC+5ACysNh4BXBB2E4Jxmv62XHzZr5u8d/s9DwV8dbvxHo/hu81638TI8n2ezMcK2d+cb2ld2AjglUKxYBiJFY7WLgD5/NsjWLqKrB2ltddj9e8O/E7E5HhamW1kqlJvmipdH1S0dubv08z8Qv2JP2qPi9+yrr+nz+B9J1rRdV0/TU0e/S/0CTUdL1W1jmkkjWfCiWEp5pG5CQeD8tfub+wJ+0R8QP2nPhD/b3xB+G//CvL5ZhFbhbwT2+sR4/18KECSNOwEgye2Ryer8M/s8WMTQ6r4s/s+6uLfEkVjEpXTbIjoTuw07j/AJ6S8E8hENep20yzxxyKysjAFWUghh7EVWU5RVwUv4snH+Xpcy8RPEHA8RwXJgIU6qt+9Tlz6dLrlTXT3k7dBbePyy3+FS0UV717n5Mfxm6X4mWJAAxBzwQeldVoniRX27mBZuSwGM15HBq3k8bs1taZru1f9Zt56YzXkzp6H10XZnu3hnxd5AX5mb6CvRvDPxAwq/MydOvevmfRvEf2V9/m/gBtFdh4f8W+U6yedtXIHTvXLKhfqb06mh9Y+DPHTMit5hZcjocV6JrVhpPxr+HWqeE/EC3Umk+Ibb7JeJBcm2uJYiQSu9cEA4APqMjvXyl4U8bLCUaSTDNhACev41634C+ICqEVuOmDuyD/ADrjnpsdV1JcrPsH9nXTdB+EPgHTfCvhfSbXQdB0WMpZ2VucpCCzMTuOWZmZmYsSSSxr16z8Y3X2F5xNLv2FeCScfWvkz4b/ABE8u4WMSdRwcmvYdV8R6lqHwb8VTaDtuPENroN9PpcLLkT3SW7tDH/wKQKvf71YxXM7ClCMfhN2x+MHl+J5nhnbzbf/AFhEg/U5r0/SvH01qlvNHNJst5I7lQHIAKOH/wDZetflP/wT7+LHjTxfLqMmvNqFxGs3mRT3cZURMSSVIxwG6j+6DjnGa/QTwrrv2rQBE2GVom4Jxuyp4z7jIz71Uv3c111CVGLifrDo2oDVNKtrpTmO4iSVDnqGUEfzq7XB/sy+JZvGP7O/gnVLjzDcX2jWsshddrFjEuciu8HSvroyuk/I+ClG02vMKKKKoQUUUUAFFFFABRRUcvLUm7K4Ikor5N8H+EPjF4F8c+IvE2oS6nrtveX/AIlmsdCh1iNJZEF7d/2XHJ9pnks4oXtltykltFDLE7otwkmJ5Ko+D9Z/aS1Wz1Z9W8MzaTcaemqppDXmpaVf3F2pg0Z7V5fs8ltbM7TtrEalok8tYULg7h5/q/2Zd+7Vhbzkl1ttv532M/aeR9gUZr5Lutf/AGkV0XwhJb+FrMyFNuqR3Wu6Xc3EUovJ1xdqsEME8RtBauos2tnErsGJAxXT+B9O+KF7+1hY6h4ltfEFr4Ps9K8Q20iC80/+w5Hkv9OOmPFFFJ9seZrSK4LtcR7UkebbsDKGzrZe6cHKVSGik9JJ/Cn1Xe1k/wAyubsmfRM03lox4AUZJJwBXjvxh/bZ8G/CPT5GxqXiS8TP+i6OIWLY4I8+aSK2BzgYaYHnpXyv/wAFT/2+IPgh4Q1Vr268rQ7FXUwxz+SbtlI+aQg5K5JVUyCxMZ435H4r+Lf26PEnxl8WabeeMvHWveFfCOoTsk1j4XdJtQghC7RJJJI4QMBhti4wOSxI5+VxGZVHVdOjZJO3M+60aS8vU/Ssj4GhWpe3xsnfl5lCLirx7uUmkvRa9kz9rviB/wAFa/HutX01n4S8A+F9BjUsFudd8Q2uoXJA9be3mREb289q8T+M37cHxwvNIkuNTuPHTW8sZlVdEW1tbVhj7wbTme5Ce8khr8Y/F3w18XeOPGl3J4J1LxdqtrDHJdrZz6jPca5HbLH5rySIrbW/d/vCYiSF6iui+DX7ZnxJ/Zs17Q7zQ/HL+KbO+gSS9sS00kUIcF3td9xGsrXCN8rAeZGHwNxrjxkcXeVP23vLdWsvvv8AofoGUvJMDJWy6HK17spe85d7c7bTXklfsj6E+OP/AAUM1DXL+ZZbGGaWNivn6g7ahOG6E7rlpGBH1z9Ko/s1/wDBYf4vfsv+IYJfDHia7uNJ+0I9zpN+ftFhMm75l8sk+XkZ+ZMEdc16F8evghpP/BRP4A/8LH8HabDY/EbQ7VZtUsrePy/7et1yrPIuSPtA2uAc53oV6EYvf8Efv+CHPiD9t0WPj7x1Pe+GfhesnmW8iLtvfEJVufIDD5IsgjzeR/dBPK+flsJznem/f9br9D7/ADriDKoZe3mVOEaFl7jS17WSS1P3U/Ys/aU0/wDa+/Zm8I/EfTbWSwh8UaelzLZu25rOcZWWInvtkDAHuAOB0r1SuU+C/wAIvDfwH+Hum+E/CWl2mi+H9FhWC0tLdcLGo7k9WY9Sx5J5rq6+2UbKzP4+xUqUq05UE1BttJ7pN6H8Pq33kx4aQYBAJz0P+cVah1bzDt3V634I/aL8L6R4M8MaW/w/tdS1Dw78OPE3hzUNditrhtSi1DUf+EhFjcKiXiWxt4f7TslMs0BmRVfyw/lQireo/Hj4R2uo3V5p/gaSeOK11P8Ase1ufD9isOgxyafJHYwzFbmT+1RDctDN9tuUV38rcY3EywjmlG6O2nip3PMLDW9ifexjvXR6V4qUxgM27nrkiu+079oj4baLfW+n+IPhjbQx29x4XXUVPhq0i1A26aRLH4iywkTbLc6k1vPayKQY4xJtNuXMUlXwt8efhLo+g6B9o8H3V/d2NtArwtotrHDBdLo1zDceZOtyJb+O51QWt0FnVPs8ULICRuRcpUb9Trp4p21Q7w1438uNcbgFA5xwK9H8GfEhdq4mDduD0NY/wJ/aM+C9v4q0PWPHXhvxIzLYWMGuWOgeHNF+xanIL68a7mEU5222+yXT4Q9r9nfzUuSfLyJJVsv2jfDGvfFrwfqWqabqE3h/QdCstFuLOZQ8hlt7Qxqyp52JEWYxyeU8qmdUdWdVfc3LUoR5Wjvw+Il8LPdPAXxGEj8TDd3A7V9L/A/4qFJo/mYcquQxPWvlaP8Aar8M6t4e0fRW09dX0vTdE1eCS4m8PWemSzX88Uz2k8aQzyC3jjvHtnkWKTYyiY7Hyka/Qng39oX4X2Wm2sHhvR/Ek+oW9vd28d3rWj6cpk3JCLd5I7ZljmZGWZmMqSOxdQXl6DhqYXS9zup1fJn0p46vdI8TWDmHTNHtWmQTyXFrEIpJyMAh8cMx9gK4Sx8RxaZbeWu1W5wAvU4NX/CXxk8G30Et1ePDpchtVkltX0sXP2+RtOhVo4GUkWoS8juHyrcpNCCAF2nnPFfxT8HX/hiyt9L0e/sdWjaJpZJvJZfLETCRUkTEkgeQq48xW2Bcbl+6OX2XZotVb6WZ+uP7M9stn+zt4HhX7sWiWifXESiu8HSvPPgf4psdN+B3hjzryzjWx0yxt7ovcKv2aR4YiqPzhWIkjIBPzB1IzuGez0zXodas1ns2huo2ZkDxSeZGSpKsNwyMhgQR2IIODxX10ItRXofB1P4kvU0KKzfDHiWw8ZaBZatpd3aahpepQR3VleWswmt7yCRFdJY3XKsjKwIZSQQQQeaTXvFNh4XtorjUru10+1muobNJrmZYUaaeVIIY8tgb5JpEjRRks0iAAlhRre1tSTToooqgCikbkVnX/iSz0zWLXT5rm1jvr9ZHtbd5lWa5Ee0yFE6sFDAsRnGR60tegGlXM/FZtaPgnWk8MyWMPiZtNuP7Ikv4mltI7vy28lplQhmjEmwsFIYjgd66as7xP4msvCOlSX2o3VtY2cZRWnuJ1hjUswVQWYgDLEAepIFVF2adrgfHT6b8cvjJfahrnh288WaTDprXbeGn8Y29lp1/bzvo2pQbpLaK1QPEt5JaMonSUERq/wAw3KPQNSm+M/iHWtYvBHrmi+H5tceSwsLCbRH1y1sv7N05YleWdJrTyftq6m8gLPPtaExsUUxD1L9pv4YX3xc+G2n6XpzWK3Fj4q8Oa65uywjMOna5Y6hMF2o58wxWzhBjBkKAsgy6+P8Agn4N/Hzw3oviW61Lx54X1rXJbaCfRz5t5DY6lfxSrKxuYZhMbOKdVaJo7VvLjRtwjd1Dn3aWKp1YqclSi1aKUk9nbXs9d9L32M9Y6K7JtR0j46vpviJYNYvLa++wyCGSLTtKu4jctdwPCdMhdoNsItBdxyrqUiv5rRbGYIztXPhj9oV/EHgiSTxXZ6bp8MNidegGladqE17Ml5O14bqVmt1hWS08gRizjkMUomyZVVXm1tS+DHxktvip4PvrX4g6Ve+HNIGn/wBoi4+12l9P5bA6gwijLW9wLkYVRcRs0CjETozeYOq+CfhrUf2VP2NvAeh6v/Z1zJ8N/Bljp+rtauxikexsEjkMDOE+XfC2C4X5SCQOlZ18ZGjTU4+ylfX4b20132Xr1289KdGdSShC93pv39dD8uf+C2/hz+1fi14O8I29hDqd9qVxcs2jXcc+dVhSSOMQ5gdZcs8YZQhyQeRxtr80vgf8NfBfjHwZ4t0q80HXNS/ssXWtre6ddbp9NxiAyMY7V5vIYO2RM4CvJkAMBu/QD9sX/grPYftbaH4lguvhnbeHbiydJtH1OHVFuLh5UdCnmgJ8yMgziLPOPTJt/Hn9iDxRp2gabrPijSvh3oP2TQVtNRvZNDFvHbPLPGzXjgvG8j/IFDXTKhZiI1UbQPy6hjqdOFTEYWpGcU2lFp2TfXW23TTQ/qypw5Uw9LAYPO8N7Go18Tm5SmunLFS5eup8JwfAzwj4i1y+1+S6GtaLoNq1vHFrz3d1IIza+RDc3bWYVFCygAOsocv5C7G5FangW68Q/G/wjd+H7PQ/B9nYzvZpfXH2TT7HUdqIkKSQeSFdlyoaQJbYJZXcsx3D6P8AhZ+zVoN9pfi6EWOpeKh4f04x6pZaV9m8rVL1wsYZpYleGOziiAn2iXcr7j52cgW/hBovw7vbbwlp/if4hfD7QkuLu1hg1SW8aSG3uyPIWJL64acIxRfutOIwzDEUeN1cNGpjp0/rSactrXvL7tLL5nVhv7CyfFulUioW1vNRSa9XzNPyVj1b/gmp+zrqvwpbVtLuryK6NxMLe4EQBjeZpEd1Quqs+2JWZsqQNxIxzX7NfDvwfZ/D7wNoeg6fbx2djo1hDYwQIBtiSOMKq8ccAenNeA/srfs5eCfhD40bQv7c8O6n428NWUd3d6PDdxSXmlRTlhHLLFnzdrsrhJHUByrEMe3vXxJ+Jej/AAf+HereKPEF4mn6DoNq15f3jo7pbQoMvIwRWbaoySQDgAk4AJr6nJMHVowc6+kpdP8AgH4X4icTYfNsclhP4cFZO1r/APAOgorD+G/xJ0L4veCNL8S+GdW03XvD+t20d7p2o6fcrcWt7A4ykkbqSGUjuP8AGtyvcPz0/je+C37VPhP4RfCq40uTwvDe6pd6Q2l38Euj2EkWuS/2xHqAuJ7+UNdRRtbxRWbWiDymWMSneZHjLrz9ob4deFfh54k0vwh4NtbrxBqz6vcadrHiXwzpEx0xru+0Ga3hWKVZk8u1t9N1O3VsLtOqysqwrNKo8Hn/ANX+NQkcUGnOfQPiz9qPwRqkN1Y6X8N/C9joN3Ya/bzxHw7pZ1BJ7zTTDp00V15H2mL7HdrFOVSRdyowIUStvj/aZ+Kfw98W/CizsvBthodvrV5q76v9m0zw9b6c3he1eFgmjPeeTFcX/lTEf6RJJKJGQtnOJJPCwOKMVMo3D2h9QeOf2s/hhYeO9SuPD3gnSNascag2iy3HgjR9JTRvN0XULCCMQRxv9vjS+ubK8866XfG1lhEUtI7R+FP2tPAkHw+0HS9S+FXgi7urC/0+51M2+kraXV8Ibxbm7kF/bzAwJcQrNbm1itTHEk7GNlKRLH8xqcH8amt7xkl+UfrWcqeh2U66TVz7a8TftSeD/CugW+leD7Xwv4k8SQ6XDat4kfwHpFhazTC/muHZbR7UIG+zvFEWaMk7GGdhjI9g8B/tV/C6z0/xKtj4LtbePW9VvL+xjvNLtp5NNgkvxLbrBcErJGkVpGkDweXKrP5pWQKTGv5zaFrJifBP3TmvU/AnjFVZWaTHmkfhXHWVlY9ihKNro/RLTP2svD+v3Mkk/h/SbG4ea/aC4stF090023nktntUFmsaW9wYVjvI/wB6QCt0HV2aGLPYfDbxRpfx28e/D3wppel6fDqeuauseo3EVhFbvIv2gxwLhFAyIpHL+XhGITIDKSfg/wAL+OGDOqyfKxHOTxivvj/ghv4Fl+KP7bWmX/kSNpvhOzl1W6nOBHEwXy4uT6u/6flxwj76XmdFary0W12P1M8WfsHab4x1XxheN4i1a1k8Sa5pOsW0EN3exWNktjBp0QiltY7pILov9gJ8yRAQJVBDCIZ8/wDiT+yT4o8HN4d1S48ZeG5/DPhO/wBN1rV9c16O5j1HSINO1VdRuBY7WZY1uoozBPuf51xncAIx9Jax8cPBvhl2j1DxZ4aspF5ZJ9WgjZf+Als18a/H34MfBj4u/EDxXr3ij4p6Hq0niWy1DTm+w6H9tmW2ubfyUhmMO6CdLbbC8JMCyBoIy8jlQw+2y3NIxajia6jBf3ea9klpZaaJdUu6Z8tTy7E1nenSlJvtF/5Hsn7EHwE0H4XafoNn4Z8Ry6jD4R8Gad4S1yP+w7nT01e/hig23swlY7bhURka3JeSDzdjspG08Zq37F/iCz+J1rrXirxl4P0Pw/pur6cltqfludU8U3B8S6Hf2o1N5Gjie5LaaLKAqzFTqGI1G0RP86fHn4s/se+EtC1bT/8AhIFtbebXb3Wrmzt/Ct5a6VI9wFURSxwPZ+dJCiyLC3m5jE0o2kOQfCfjd/wVk/ZY8Ti9S38N+PvFzedpF9a3eu+FdN1C4hutM+xeQn2u5vvPNjJ9giM1uAGkM92fNUzfKp5/l0K7qPGaytduCk1bZ6O13d9NrJ3srfRYHw/4lxkV9WwE5fJr80vxP0s8PfsJ+MNK8HaNo2ofEyx1e08O+HtN8N2iXXhy4ePUbezuEkLairX7famnjQJLtMSuSxI2ny62tO/Yj1C28Yx6lL4stVt2hMckdjpdzZ3KxnSjYfYYrpbwzRacsm27S3VvMS4UOJ88j8vvgr/wWX0X4ffFnVPiF4V+DNlpdjqmmLpk093qS6RaSf8AHvzGoF1IET7MBDBamKNVdhJ5zLHJH7D+xtoHiT9v/wCKPjnW9U+EutaP4F8dW19b3PivUNWumknW7nWaWEwXUpt7q1UxxxxRCBRFGqrubFcVPirAV8S8PHGN3W6ovdtcyt0t3/I9vM/CXifLsvnmePwypUo7udSnG/kry1faK1Z9QeN/2EL7wb8E9P0rVvjFa6Fbx62Yklg8H2FvptxNqL2VnbIbXJJuxcqohuvM84NeSZYsVdfXPiv+ylefFS18P+T401zw7faBpOoaWmpWce+/L3MUEQuElkdtrr5G47xJvMhyRXn+p/8ABLHwVJdyXGh3FjoU01ze3jRW+iWwtbvzte0zWYobiNNhmhhk0wQKm9f3VzMAVJBHVeFv2APBeheLdN1rXbDw/rkem2eq266ZNokK6TanUJLB5vs1vIXW2jAsFAQMcmeZmYlgB7OIx1NuNRYh3i5Nfuorddr21f3dj83SvsjL8LfsGa14f8D6bo8nxGuWaLWpLjUZLLRIrG3vtHmSAXOkRW0cnlWkcrW0ZMkCqVLTMqiSV5DU1z/gn1rmv+PPFerXHxQ1C9s/Eksk0Vpd6LD51qW1KG+SOSaF4muorcRGC3WcM0ETAK2d5fyP4maX8C/gV8JdC0H4gfGr4eWevaXb3yaj/a88OsSai94IFef7OziaS9ggtoYLa5YM8casCjK5URa5/wAFyvhr4djsPDPww8L/ABK+LWtLClrZJBp0lqt4FUKrs0w8+QkAEukLAkk56geVmHENLDTcViVJ6q3LFO3RrS+v/APpso4KzzNI82Ewc3H+ZrlivWcrRXq2ffDhVTb37cZNcz8S/jN4V+C+iHUPFfiLRfDtnnaJb+7SEO391QeWb/ZXJ9q+O9El/bI/a6CyanceHf2c/B90eIbaEaj4hkjPUZk4jY8nJETL6Gvbv2ff+Cd/w/8AgfrqeJLxdV8deOcbpPEvii6OoX+7qTHvJSIZyRsGeeSa8CniqtRfu6bS7yVvml1XzR1Yzh/AZd7uOxcZVLfBR9+z7SqWUF/265vyPjb/AILIf8FAviX8K/jx8NtH+G3i668NeGNa0n+1Be2UKeZfXD3AiRZVnTBjC87TjJbngYr6b/YA/aQtf2of2bLH4heNoPDen+MfCbX+ka9cB4xFp9xbuEu33BiixOoRjtJXnGfTpP23P+Ce/gz9urSfDv8AwkU15pus+Hbh7nTtUjtba5aFWwJIZYLiKS3micAZSRThgGGCM0fAv/gnN8PP2bP2PW+DelrqGp+F7hLiS/lvkgmu9SuZ3DyXEg8vyi2QuF8vYAijbxXBToYyni6ldz5oNaLpf8T6DMuIshxPD2CyyjQdKvTk+epGMeaUJS6ytHmsujS17HyL8Xf22/2PPg58QoPGnhr4b6J4w8URzyxWWp+HtOtY47MxPh3AmkQ/N5hIdYirncA56j6U/Y5/ar8B/wDBVXwLrmqw+HdWGi6LKNE1rw34jsra+0u5Yqsysi4eN25AJOCAMFRkGsPwh/wQ/wDgX4S0JbC+sfE3ifTpjG15bajqA8vU5I3kaOSYQpGV2+aw2RGONgq7kbGa+qPht8KfDnwj8L2eg+E9G0vw3odicw2GmWyW8Ck9flQAZPUnqTySTU5XhcfGpzYlQ5X9mK/Fv/gFcW53wxUwcKOSQxE68Xb21ao7qKt7qgrpL0a6PyXN+AP2Y/h54A0ybT/Dvg/whoNh5xlax0vR7a3gRjt3Exqm3cxRCTgE7F9K+evj3/wTl8UftGftMeMvHGu+KYbeS60q20nwHrGn6nqFve+Aoows8gOmows9QkkvkiuS9w2zdb2u6JxbR16P+314/wDi54D8JWM3wt0zS7+xh3y+J57bU9OtvEWmW7YWCSwTUimngsyzbpbuQqojAWGYsxj+O/BX/BTzVP2Y/wBnD4k/EzXLX43eONXvb7SNC8Pf8Jr4v8JXvhXV9Vu57q1hittU0do9OtEjmQ/bd+wQKsZIG7n34U4wvyLc/NatadR3k7vz1O/g/wCCWHx4S58bRR/H3TNFHxU8TarrPi/xF4e0OfS/FmpI1qbXR1W+in/dR2KrB/o9usAbyXzMRPMH7PxL+xD+0jfeP9e8Xad+0VJHrU16dP0zTbi3nbQZdAN1YuIprSFohHf+Rb3EbXkR89jeysksCiGOHjtW/wCC+ug/D6wvtS1r4Y+Mm8JWOsSeCY/FMdzZ/wBnax4qiuFhksbXy5ZE+xKoeQ3jS4+XyVSW43RDf8cf8F8/hj4F+IejeFZ9F1C61a3vrDTPGstrqdnNY+Brue0kvrq3mmWQ/aGsrSC5uJ5IFa3VLaRBM04EBszPpD9hT9k/Tf2JP2ZPDvw40vUptYTR/tFzd37xfZ1vby6uJbq6ljhDMIYmnmkKRBm2JsUu5BdvXq+Bv2ff+C/vg79oD4z+DPAkHwf+NWg6348v7Kx0ttV0WO2tx9pt5b0ySyPIAqw2C29xIF3Ni7hCLIrCQ/esdys0asu1lYZBz1FAH8NQt/8AaH5Uvkf7X6V7l4yl+Eur/C3VLyHSbvTfEENqTZPaTgLLcEgKrRvwV9cYrw9CCW2jGDj6e34dPwqKcuZXOnE4f2UuXmTIcUYo7/jRVnMPSXG0bfbOak71Ap+ZfqKsd6UldWGlfQsWcvlbGxnaCOv1rp/Duv8AklV3INvOWHX8K5Doc/jWhYXWw7s7ff16VhUp+6z08NUs7HtXg7xG8wUruxnBwmAB61/Rv/wRu/YYsfgl+wzCnivSbW61j4mINS1q3uos7rd1IggYH+EI27HrL7c/iF/wRC/Ytm/bk/bV8P6NfQvL4R8PuNY119nyNBFlkiJ9ZJML9K/qZtraO1SOONFRIxhVA4UDgYrHDU073NcwxTSjCLs99Oh4Fqnwuuv2fNEktLGxbxJ4FhXYlpFbI+o6GmTwnA8+FfQ5dcn73FfAv/BWX9oXQfhR8NFk0K1s7hdTAYXdq7RiTPAjBBBA/vA4PXpX6+MgbPuMEV8l/t2f8Eq/Cv7YWnTXGn30Hg/xJJIZhfJZC8tpJeAJJLZmVGfgfNwfx5rlzbC1Z4aUMNv0/wCAfU8C8QZdhs3pVs6/hp6tLT/t5K7fy3P5zdT+G3iT4vY1rULldNsZCRDdapdLbWozzsiDkFh05UHPcmq0n7MHiqwaO6hvvDbR5DxynWLeIHuCN7DNf0C/sl/8EIvhX8ENVXXvHF1dfFzxdCQVu9ajVbC2I5AitAzIMHkby2O2K+37C1XS7aG3hjjjgiAjSONRHHGo4AUDsPQV8rg+E8TOLliJqL7fE/nsfu3Enj9k2GrLD5LhpVo9ZX9lH/t1OMm15tLXofyneEPC3xY0vxba6xZ+JNBl1WyKm2lnvoNTMWMYxEVlU4x/dr648FftV/t9eI7SG10j4n+ILuGNQiDT/A1zdYHQAeVpLLx0644r+gTbz1pyjAr1MNwtOhdU67invZW/U+OzTx0wmYKP1zK41XFWi6lRVEl5J0dF6fefhzpfwx/4KE/GhFivPiB8bo1n4b7LpMGhof8AgU8lmy9eu38DjjqPD/8AwQp+O/xz8tviV441W6j48xfFPjS61eRs9f3Nuu0f+BVfs9Riur/VqjP/AHipOa7OWh88/GjHYdWynA4fDv8AmjBuX/pSi/nBn57fs/8A/Bvn8KfhetvdeINS1PxFcqQGgsIl0e0IHYmINcuP96c19nfB79nfwR8AtGbTvBfhbQvC9o2N40+0WGSfgcySAb5G46sST613eKK9fCZbhcN/Agl59fvPgM+41z7On/wp4qdRfyt2gvSCtFfcRqMlfapMUUV2ny6QdaKKKBjTH82abPAJ1AOODnkVJRQB4LN/wS8/Z51D4kat4y1L4N/DnXvGGuXn2+91zXNDg1jUJZ+AHE10JXUgAD5SAAABjAr3KysFsII4oljjhiUIkca7URQMAAdAAOw4qxRQAVRvvDlnqd1azXVtbXUljN9ptmniWRraXayeYhPKttZlyOcMR0Jq9RQA1EKkksWz+lOoooA/hxGnTZ5aM/iaZJpMjt96P8zRRQAn9jy/3o/1o/seb+9H+tFFAEkemS/KuY/Tqf8ACpP7Hl/vR/rRRQVHcBpEoP3o/wBas2ekzyzbV8rc428sRwTg9qKKzqHVCTWx/Vh/wRH/AOCd2h/sIfsb6DJDJbah4s8bWNvrOtahEnys0sYkSGMkA+WiuByBkgmvtGiirjscs3eTbCiiimSGMUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2QA=" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 7: <a href="https://diabetesexpo.com/europe/events-list/diabetes-ophthalmology">Diabetes Retinopathy</a></strong></span></p> <p style="text-align: justify;"> <a href="http://www.diabetesexpo.com/europe/abstract-submission.php">Diabetic retinopathy</a> is the most common diabetic eye disease and a leading cause of blindness in adults in the U.S. It is caused by changes in the blood vessels of the retina. The retina is the light-sensitive tissue at the back of the eye. A healthy retina is necessary for good vision. Diabetic retinopathy can be detected during a dilated eye exam by an <a href="http://www.scitechnol.com/scholarly/ophthalmology--journals-articles-ppts-list.php">ophthalmologist</a> or optometrist. An exam by your primary doctor, during which your eyes are not dilated, is not an adequate substitute for a full exam done by an ophthalmologist. Eye exams for people with diabetes can include: Visual acuity testing. Diabetic retinopathy affects blood vessels in the light-sensitive tissue called the retina that lines the back of the eye. It is the most common cause of vision loss among people with diabetes and the leading cause of vision impairment and blindness among working-age adults.</p> <p style="text-align: justify;"> <a href="http://www.omicsonline.org/scholarly/diabetes-journals-articles-ppts-list.php">Diabetes</a> can harm your eyes. It can damage the small blood vessels in your retina, or the back of your eye. This condition is called diabetic retinopathy. Diabetes also increases your risk of <a href="http://www.scitechnol.com/scholarly/glaucoma-journals-articles-ppts-list.php">glaucoma</a> and other eye problems. There is no cure for diabetic retinopathy. But laser treatment (photocoagulation) is usually very effective at preventing vision loss if it is done before the retina has been severely damaged. Surgical removal of the vitreous gel (vitrectomy) may also help improve vision if the retina has not been severely damaged.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 8: <a href="https://diabetesexpo.com/europe/events-list/cardiovascular-risk-in-type-2-diabetes">Cardiovascular risk in Type 2 Diabetes</a></strong></span></p> <p style="text-align: justify;"> The risk of CVD mortality in type 2 diabetic patients is more than double compared with that in age-matched subjects. Stroke events and all manifestations of CHD, myocardial infarction (MI), sudden death, and angina pectoris is at least twofold more common in patients with type 2 diabetes than in non-diabetic individuals. A high proportion of patients with type 2 diabetes die after an acute MI within 1 year, and a considerable number of patients die outside the hospital. Relative risk for CHD events is higher in female patients with type 2 diabetes than in male patients with type 2 diabetes. The reason for the sex difference is largely unknown but could be at least in part explained by a heavier risk-factor burden and a greater effect of blood pressure and atherogenic dyslipidemia on the risk of CVD in diabetic women than in diabetic men.</p> <p style="text-align: justify;"> The prognosis of patients with type 2 diabetes is highly dependent on the presence of CVD. We compared the 7-year incidence of fatal and nonfatal MI among 1,373 non-diabetic subjects with the incidence among 1,059 subjects with type 2 diabetes. Our study suggested that patients with type 2 diabetes without previous MI have as high a risk of MI as non-diabetic patients with previous MI. Thus, our results indicated that type 2 diabetes is a “coronary heart disease equivalent.” These results were recently replicated by an 18-year follow-up study of our original cohort and by a Danish study including 3.3 million subjects. One of the paradoxes in the studies of cardiovascular complications in type 2 diabetes is that at diagnosis individuals with type 2 diabetes already has substantially increased prevalence of CHD and stroke.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 9: <a href="https://diabetesexpo.com/europe/events-list/stem-cell-treatment-for-type-2-diabetes">Stem Cell treatment for Type 2 Diabetes</a></strong></span></p> <p style="text-align: justify;"> In every of these cases, using one's own stem cells will facilitate the exocrine gland regenerate and boost its ability to produce insulin. Procedure continues to achieve success, with patients experiencing health advantages even six months after stem cell diabetes treatment. repeated applications of adipose stem cells is that the most effective treatment for diabetes type two, providing an open window to create dietary changes, supplementation and exercise much more effective for long-term management of blood glucose. Adult stem cells, undifferentiated and adaptable, area unit ready to transform into the cells of innumerable organs and structures inside the body. Several therapies use stem cells as they will restore broken structures and rejuvenate failing cells very effectively. Stem cell science has seen considerable advancements within the previous few years with several new developments and discoveries being created.</p> <p style="text-align: justify;"> Swiss Medica Clinic has developed the Adult autologous stem cell medical care program to treat a range of conditions. Throughout stem cell treatment a patient receives 200 – 300 million stem cells. The number of restored cells not only covers daily losses, however exceeds them 1000 times. Thus, the reserve of the stem cells, much lost for the newest 15 – 20 years, is restored. When such active cell filling, organ gets rejuvenated and revived, because the new and active cells displace the previous and broken ones.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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APaspUYS+JDuz6cvb/S/Ffha40LVtG07U9Bv8faNL1CFLzTrrkH54Zg0ZPAw3DDsQa+Wfj7/AMEXfBPxOSS++E2qx+AdcYE/8I/q8811otweP9XO+64tc8nkzp0GEFaXgb9tSzstaXS/EFlqOg6mr+URLAxXJ4AyuQQe3Y1734U+Ilnr8avFJGyg4LwH5Vb/AGl/hPtgH6V4+YZLQxUeWtBS8+q9HufXcKcdZ3w5W9rlOIcE3dx3hL/FB3i30vbmXRo/G/47fs++Nv2YPHH/AAj/AI+8L6n4Y1SQFoBcoGt75BjMlvOuYp05HzRscdDg5FcR4g8OQ+JtLIXb5ijg+lfvj4jtNA+K/gabwv420HSfF/hW7JL2GpQ+dArYZRLET80MqhmxJGVdSchh1r8/v2yP+CNmqeAZLrxJ8ELnUvGWh7GuJvC9y3m69YxgZY25AAvY1/ugCcDHE3LV+d5pwhiKDc8N78e32v8Ag/LXyP7C4B+kJlObuODzpLDV3pzX/dSfk3rD0ldf329D8utc8PPp14Ypl2up+8BwwpLSX7Dtbcw2DrnFd940Nrq9izMnzqSudvKsDgg8ZBByCDyDXkviWymzi3kk+btyRXy0KblL2cnb1P3XFVo4em8RThzenUvaz47ihLK0m72B4rk9a1j+2ZN+FA7Ulr8O9Y1m6+WNmzXb+DvgBcGaOS9Vmx2Nemo4fDrnUrvy/rQ+JqTznNZOjKlyU/NWX/B+RU+DXhGbVtSX922w9TjoK9tsLaPw5YsdwbYvQHNZ9to1xoWjfZdNt4bfIw0nAY/jWdp+vnwrDJHqUiztnpndx6V5Vaq6k3Nn3WW4GOEw8aEdbfmdG15B4k08iMruYcDNc9aQSaVfFXVsZ61BPod1eMt9pL7Yyd4VDtrprFv7VtEW6j8q4x165NZHcTWG24UHj86umFVX7oNUFsms+F+76irEdyAPm5qoys7kyjdWJHto2HK1GbGMDPTr1FJNqCxAn0qx4B8G+JvjX4kGj+C/DuueLNUJANtpFlJdumePn2AhB7sQPeq1nKyWr7Gcpwo03OpK0Vu29F5tsrGWO36dai/tP/er7P8AgB/wQH+NXxWkhuvGN9oXw605jloppP7T1HHtFC3lL/wKbI9K+nbT/g2y+H62kQm+IHxFkmCDzHj+worNjkhTAcAntk49T1r3cHwvj8RHnUVFf3nb8N/vR+Z5z4zcJZbV9jUxSqS6+zTml/28vdfyb8z8m77wLdaddtEt3phbb/yzl6npyep/A1m3lnqXh15HmRpIyP3axyhk/Ac4P1Nc5HYRmZvNVI5IjjFq5w31OM59jVyOZH3RwXkp2jGBdMzA+3P+fSv28/zZJ11W41B23xtHj7oZlYf4ira6pMYlWSGHaONyx/d9u4rLzFBMu+4Z2bKjzZSWJ7cfzqaHVo4og0DOrDktEDtz6jNAF6TUbdG+eGKNl/iBzj/D8Kl/tlYxw6qOuQ1Zz+OIJZ1jvoI7k7goZYzHMPy7V1nhi28Ka3GY7jWtU0SRsgl4FuIx+AAP5EUAZ+l+K5sboJFmXH8PNaFj411i6uWS8FzptuPuSwATB/rkcU3WPhjNbxtc6LrGi6/bq3Elrc+TN/wKJ/m/EcZ71hDXptJudl6skNwqlVLr/D3o1ewHo+m+MLqBflvftEfoy4NaUPxLksIjMzPEqN95ulee+DdM8ReP0b/hGfDfiDxAtu2yR9P0e6u1B/u7kUjPsa9N8H/s4/ELxXbLDeeCfEWkwMMSXWrWL6XawDP3nludkagf7xPoCcCh6K7Kp05TkowV2+i1LP8Awu1dkayTWcfnD5GkyUf8R/TNbvhL4xvp+opI2wKp4KMCp9waS0/Zg8A+E5dmqeOLzV5mx59toNin2Xd6JPMRu9N3kgfXqeg0b4b/AAr0iX5dB166hJyovtYdtv0ESxj9K4v7Swt7e0X3nvLhXN+XmeHkl5q356lzRP2m7iLV4/Ojtb5nUKPOQEgZI69f8a9Y8B/F/Q59bhvv+Efj0++2bGlsLxrZWHYMi4U/iDXlup/Af4d+L1jm0bV9Y8MahECF+0uNQtWz2Iwsi/Xc30qvafs2+Jom/wBA8YeFb5V+6YryaI/iJIhj8DXRTr0p7SX3o86pleMg2pUpaeTPt/4XfFUXUHlNcz3Cucr5yLkf7JI4P1wK7lvEn72J7eeS2kjkEibWPyOOjKw5Uj1r4h8E2vxS8C6U1rJZ2+uRB8+ZaX0ckipjnaofcW98fhXqvgv4u6/p/kwa3Dd28Ejf6HfXNs0O894ZcjG70IrXSS01OOdOcHaaa9VY2f20v2APCP7cpuNYt5LHwP8AFvZga4UMeneJCB8keoxoMLIfui6jXeBjeJFAC/ln8R/2ZNa+DXxC1Lw14y0W40LxBpMmy6s7jHGeVdGUlZI3HKSIWRxyCa/YjRfGH9pqPMVl2jqSOD6VX+OX7Ofhn9tv4bt4f15vsuvaDCzaJ4gih8270jOT5bgfNNZlj88Q5XO5NrDJ+L4m4Zhi08TQ0qfhL/J9n8n3X9C+EPjXiMhlHKs4bqYTZS1cqXmusod47reP8r/He0s7fRgFjjjUL6VbTXI93Q/lXS/GH4Ra18CPiTqXhPxXY/2frOmsu8I/mQXMbcxzwydJIZF+ZXHUcEBgQOVu9MjC7kI/KvyWcJQk4TVmtz+6sPiaWIpRr0JKUJJNNO6aaummtGmtUyw6x6iMeYw9qy9S8B2d4NzruOPWrVkHSTH5VueGPDGrfEPXE0fw9peqeINXk4Sx0u0ku7g/8AjBbHuRiiMXJqMdWyp1Iwg6lRqMVq23ZJd29kjk9HsI/DbeXAzbc/dzWkoM77x+lfYXwF/4ISfHD4yyw3WvWuj/AA302XDM+sT/AGq/2n+7bQFsH2kkjI7191fs7f8ABvr8IfhoLe78Wya98RtSjwXXVJxa6bn2tYcEj2lkkFe7g+GcwxD+DlXeWn4b/gfl/EXjNwplCaliVWn/AC0rT/8AJrqH/k1/I/GvwL4H8Q/FnxCuj+FfD+u+KdWJx9k0iwlvZl92WNW2j3bAHrX118Af+CCvxw+LphufFL6D8NNMkwSL+UajqW32toG2A+0kyH1Ffth8N/gn4Z+EnhyPSPDWg6L4d0uP7tlpVjFZ24/4BGqrn3Iz711MNlFAPlRR+FfV4PgmhHXEzcvJaL/P8UfgfEn0mMyrXp5Lh40l/NL35eqWkV6NS9T4I/Z6/wCDfz4K/C9be68UW2r/ABK1SPDGTW7hobJWHdbSAqhH+zKZR9a+0vAXwf0H4aeHINI0HSdN0PSbYYistPtktreMe0aAKPyrqqK+swuW4bDK1CCj+f37n4Pn3Gmd51PnzPEzqdk2+Vekfhj8kiGGxjgHyqPxqbFFFdx8w5N7n8l+j2Nw0X7+S33BAqKp+Yep6859qbrWiNJas3mNCy8lgu3889vxFZvmvokiTWVvHNao+4Sxk52nswHcZ4JrehuLbVo5JI5vMjbOdzbghx69q7DmMW1sFFruma4ZWHygbmJ9hkcAYP8A9fmrR1+OW18uMPKy4CMiH5fbPB449P8AF0G0WSwvHcIsQKnqe/ByOucjpjrWSujXFsJGTei7SJG+Xcn0PPH6n2xQtAL9vqcN8+3zFkVPvRuACf1wPwFKzw6Xe7o4UWa46eZMWeXHZQ3XH+z0r7M/Y0/4ImeLP2nPhbpPjnxT440fwN4Z16IzaKn9mSapq11CGKidozJHDGrFTtLMzEc7QCCfqzwd/wAETvgD8HfCl8/izVvH3xG1S6iCreXWpDSI9MxzutILUAKx4yZmmB5GME1MpxWrOzD5fiK7SpRbvsfkZJZxXh86RfMZs7GVRGyj3I5r6l/4Jf8Ai3xVY+LL6xt/gnrXxm8I6s8cdxdw6PFdyeHJlJHn295cRmBTg4eKSVAwVSGUrk+3eJf2d/2a/wBnG7bULHwf4s8f39qCVTxbqqXtgJByDJbQRQJJjptfch7qa5Hwj+3R4i+IPxDjm8ZeLl8N+BtJXZZaRpKeTbQIvSJIY8KvA4RQBXi4riPCYeap3u38kvNs/U+GvBrP8wozxtRKlCCvquaUn0UYq92/M+pv2iP2ZLODV4Vs/G3i648j5IbZL4pa2q56JGp2KvsoxXP+Jv2NfBeh+GG1jxnr2salDDH5mJr99p/WvnX41/8ABXjTre8Wy8J6FqMtvbHatxfYRpPwzxXgHx+/4KC+Lfjd4XbS2kksdPJyUEhLY/u5z09K+dxWd5VFylFKb7atX+e5+05P4b8X1aVGnWqOjTW7vFSUfJLVeh3fxy+MXw90vULi28L28sKW7EI5kLBsfWvP/DPxlg8Tv5N5cG3wcKyr1H9K8CGsmRmVmJJ681c0+/8AKUhW5PHWvka2PnVlzWS8lofrP+qGCoUPYuTlJfak7v8AE+pdE1zU7aUf2S2h69CettNchZT9OQRXo/wt8Y+Dte1ldF8UWurfD/WLjAgnlZpbUsfVuCq++CvvXxv4X1JTFJuWP7Rt+V9oOa6/wh8YNUXTbrTdRm+0aZsOyFyX8ph/EhYkofoce1dFHGOOr/r9T4DOuDadVSVOeveN4y9d3GXo4690fZOqeEvEXw/1uS2kuFvoU+eGeFwyTp2KkcGus8CfFa68gN5zsq/LIj84+oNfPP7G3x7TxFqS+D/EF/LHZzHFhdM/zWz9lye3tXpfj201r4N+L2jvoVmtLk/JcFPllU+pFexh8ZLlVWDdvyPx/OMjqUsVLLsYl7S14u1lNd15910fkfSmg+Kbfx1bqlxMsN1/yznxuZfY9Mj27VZ0vxZdeE/Eh/fPa3tqwBkjOD7Op9D/AFrw7wJ40DMskbbVyCMN0r2v4beDj8bviPoVvcXy2OmwW8zajMCFkSGJGlyp5yWxt5ztznFfWZbjI117Ooz8nz7J5YWfPTWnY0/2nf2XtC/4Ka/BNdMso7XS/i14Xhlk0TUEH7m6bO5raYL9yKfjkjEcg3jgsrfHvwX/AOCIvxt8X28V545fwn8ItGcgfaPE2qRSXUi9/Lt4GbJHpJJGa+wvjv8AFv4jfDPTJrf4e6g2h+B4JC8mm6Xax2l/dITnzftePNLe2QexarHwAv0+JFvb6tHJ/aU14NzXd2WnnY553M/zbgcgg8giuXFcN4HG1lXq3v1S0v2v/mmj7LhPxh4j4cyyWVYGUXC94uceZ077qF3azetpRkr3aV275fwG/wCCPH7NvwyVZvGXinxD8VtSjwWjjt7ix04nr8sdv94e0kzjHY19ffDrxl8Jfgb4eXR/CvhV9B02Ppa6bp0VvG3uQjDJ9zzWF4Y+Dt1r8UY864kXAwq8AfgBiu30n9m6CwTzLuaK3jHXewz+Fe5gsvwuEjbDxUfRav1e7+bZ8TxDxhnWeT581xM62t0pS91P+7BWhH/t2KOk8J/tC+D9alWFJrjTZGO0C8tXiX/vvBQfi1egJIskYZWDKwyCOhFeS3emeD/BcJZo5NRkXgg4VCfevSPDDtbeG7VprdLD5ciAceSp+6vXqBjI9a6KkUtUfPRk3ualFY+o+M7PT1bc68epxXH+Lfj7pvh6zkkmuooY4V3O7MAqj1JzW1HA16vwRG5pHo0k6RfeZV+prPvvFFrYqS0gOOuDXwv+0B/wWu+EPwgM0E3i611i+jyPsekA30xb0Jjyi/8AAmFfF/xu/wCDg7xJ4oea38A+D/sscn3b3XJyW/78RN+PMlcOMzDKsF/veIjf+WPvP0tG9vm0foXD/hTxbnNpYPBTjB/aqL2cbd052cl/hUj9k9e+MdlpaMfMUbfcc1wVz+114dt7iSNtasVZGKlTOgII/Gv5/wD4uft0fF/43PL/AG9461iG3mzmz0yU2Fvj+6RGQzD/AHmNeKzab5srMytIzEkszZLH1JzXzdfxEy6k+XDYaU13lJRf3JS/M/Zsr+i3jalLmzPMI05dqdNzX/gUpU//AEn5lhvC1leusyySxyZ3L824LnqMNkYPvUP9mtZ3/wDx8bd2AGx+SsOhH5Y9q3E021sLcyee0rjggDCk/SqcTO9u/mxbVbJwf4h7ivsj+UTPupr2zfy4TDcxRnIDAh0+pB5qTS3vJZJPtUymOVcLGBwD6D6DP+ekkKxyDaUXy8Ergccehr7I/wCCdX/BKrxJ+09r/hnxj4403+w/gzM7zzz3GpLa3uvRIrbUs4lVpPLeQKrTNsGzzDG+7aQFU6cpy5YK7P0f/wCCWGsXnjP/AIJr/Cm+17TVt7mz06XT7XBP+mWtvcSxQXGDjG9FB7juDg1iftr/ALTmj/BTw3J5sMLSOCFUtzWf+15+3Pa/s2WFpo+nWdlYaTpttHY2NtANsNrDGgSNEGeEVVAA9BX5k/tgftNTfH3U1uPtRk3HLqjMEUfQmvieIOJKWGhKnSfvn9V+EPg3j8yq0cXmEWsPvfv5eRl/H39rvUviLqN0loq28MpIO0jGPyrwm51420zSMSWJycHmquu64tqWDMFrh/EfjaOIttfp71+ZudbFT55u7P7BxGIyvJMN9Xw6UUvvO9uNWtdbgby5V+0Afdc8muI1vxE2n3LJJujYGuK1T4i+UTh+awbv4htfSbZGJ54ya9jC5W5LVan4zn3iJ9VnanNSh1VtUegf8JGrPnOPerdp4m2OPmz+NeWQeKpJZtind/ssK6Xwxq+6dtyxyKBk/Nyv412f2c07M8WPH0J0/bR1j2ej+TejPWNH19Li2+WaOOT+6xwTWtpb3s0pKxsAfb71eY6XqkaT71zuzkZOcV6D4L8c3lrOm0x8eorhlFJ8rPepVKk6X1mk001ez3Xz/wCHO6+HSpFrMf2hZIGRsgCvt/4NeO77x/4FXRdQu4dWjhT9zHdqGdR6ButfGuha6urTxySxQ+YOchdteq+CPHUmi6taXELGOSJhyPlyPStMNUdKV+h8nxZgo5rRiuXlnHVdbNdnvr3PYdn/AAiWuPb+U1vhuEzkD6V9I/safEzS/D3xDs/7a8ldNuo3tpLiRN/2MupUSD6E8+xNfOHiTX4PG0dvfxsFlwBIexrtPhjcNbTQtn5GwAR3r6TLcVyVdD8X4iyl1cLeorS6+p+hHiP4JHVkjs1tVmj45TlZFP8AED02kc56YNeN+C10b9j39obVtF1OxTVdL8QMbrTpEnKW8EyjLZx13oQcZHMZ9a7z4A/tExaJ4AXw/wCJL64t7MiOGyvFRpvL3EBIZFXLFMnggfL0PAGMD9or9ljVfiLr/hnUJPEXh3QLKO5NzHc3U7XBmh2nhIogWk3Zyo3JjB5zgV9lTltNI/FqtHlquE2ex2/7Vn2m3WOxigtYzwEt1/r1pLLxl4h+JN8bbTopLib+IJ+88r/eb7q/8CI/Gvnr9q74geEf+CePwc8O+LbnRfEXxafxBeSWFqFu00fSbeVU3jzcB5huAbA/eA7Dnbxn4Y+Nf/BZj45/FvSW0nSdU0X4aeH+Qlh4RsjaSbcnAa4dnkzjgmPywf7teXmXE2CwMvZ1LuXZL9XZfifpvBfgzn3E1BY3B8kKDbXPOWmjs0ox5paecUn3P118SeLvAP7MUR1rx34o0ptWtR5iQ3F2kcNo3r8xA3e7c/3VzzXyz+0L/wAF8vhx4beaPQG1TxVcpkJFptsyW6n3mlCqfqu7+lfkf4g1q+8W6k17q+oX2r3shLG4vrh7mUn/AHnJNZWoXaRqdwX618ziPEKuv9zoxi/5pXk/ktIr0al6n9AcP/RjyahaecYmdZ/ywSpw9H8U36qUPQ+sfjt/wXO+KnxB86Dw3YaP4NtWziWT/iYXQ98sqxg/8Ab8a+Qvi9+0X4x+Nd40ni7xdrviDc27yrq7P2dT7RLiMfgtcR421OR5tsZ+XPWudtWIuFaQlua+VzHiHMsemsXXlJdr2j/4CrR/A/b+H+BeHsit/ZODhTkvtKN5/OpK8385M7DSLKOZhtVQvsOK2SVtIsKFzWVos48ldv4e9GoXsiE7Q1eKfWl5kaZuWPvTvsK/365W+165iPy8VT/4SG5P8TUAdjc3EMEjf6TJuXh1LbvypPtBFpkeZImM/wBwEe4P/wBam3bR2KlmOz+6i9ais4JNSPmTMRH/AAx9AR7+tf0gf5DnV/Bf4U+IPjr8T9D8J+GtDm8Sa7r10tta6bE3ki5/iYNJx5MYQMzSZARVZsjFfvNpPxP1D4O/s/A/FHwx4A8C6xo8CWOl6R4Z8Q3OtWkFlFCiRLJLNbwkSDaRtQONoUls5Ffh/wDsxftN+LP2QfjRpfjjwfPZ2t7p4MF0s1rHcR3dm5XzoCrA4DquNylXHZhzn9Jv+Ctfxvm8KaVZXdhN9q0nWoI7u0DIrpJFKgdDnHOVYGvLznHfVMLKvbY/RvC7hhZ/ntLL+Zq7vZO10t11Phb9tf8AaJ1D48/FC7kdlGn28hECocqwzXgmrXT2yNhq6bXfEEviTUHuJIoIWYk7Y02rXO65Z70Pf8K/AMRiJV68qs3dtn+q2Dyqnl2WU8JhY8qgrWX9bnmnj/UNqMx+9XjXifXHadgrd/WvZPiBpTSQuMV474l0Rlkb5TjNfU5PyW1P5e8T5Yz2z5L2OUu9SkPOaotdMW+9V+9050zwaznt2U96+upcttD+eMTKvze/cu2d2w2/M3510Gi6jjb83NctbowPTitvSFYMPes60VuerlWId1Cx6J4bv1kZdzfl3ruPD95tZfLGF9a818Nv92vQPDl2VUIc88CvDxFNdT9TyjFVEvd27dD1HwZqZdlXdz7GvTNA1RUg+ds4HX0rxjww7W06tn3rvNIurjVJUWPiBTmRs9q853R9LOlGbunp3Pb/AISa5cPC0k7P9gVwBn+L6V774Y1WE3VvJayboWx8vTaa+f8A4eXkPxAm0/Q9N/0RYSPNlk4jQdyW9a9x0PRmtvEMej6WrXn2dQzyKQSwHViR2r6HIaDnXj1R+MeI+OjSoSv7k3fTy8/Nn054H8bR+G7PRVkm8hNYnezaRuFD+WWjUntlhgHirOjwppPx51CaONoZmt4pHYAfvOnX0KkZry/xvp2qXvwpsn08C5k0u5+03FuHAcx7dgkA6lVY8noN1emeDNTm8Ua1oWqzJ/pmtWrW0iAEZePC7gPcFT9Se1fpXLpY/mpSd22dR/wUm8C/8LE/4JpfEC3dPMn8K3Fr4ht8dY2jmjEh/GGST8jX4utdhOtfvN8UtEHjD9i34wRzfN5/g/WEkGcgmO1UofrkNX8/uu6wLC03k44zX5Vx5RjDF05rrH8m/wDM/tv6MGOnUyHFYWW0Kt1/29CP6xbNK716O1RtzLWBf+I7e7Zl8zb7+tcpq3iCbUZtqseT27VY0fQ5rohm3Gvhj+mC5faE18N0bqwP4g1iX3hye0bd5ZGOwrr7DQ2tl+8Y/wAa0CkbLtkZZG+mc0AeeWesyac+Np69K39O8R2+pLtf71W9d8KxaihZVVWx2Fcbf2LaZcbfTofSgDsZdHhu03Kw/wAKqnwouen6Vi6Z4jksn2uxPuK3F8XR7R8y0AaEOmRh/MlYzSH+JulXAuRwvt1rLmtzbwETLdRx9fk+4Px//VUum21y8OUkbb28xc8fWv6QP8hzUfai8qrbh16V+mvgr4WXH7e//BLHwJeW/mTa34Mjm8NXLMMszWjYiOeOsDw/rX5j2/mKQkjeXJjIxyrfSv14/wCCAfx+8P8Aj39mzxD8I5JLe28WeG9Qudcht/K2nUbCfyw0+7JDvHLlGGAVRoeuc1yZhho4nDSw9T4WfT8G8RYnI83o5nhXacGfnP43/ZT8ZfD67kiuNIupNhIyi5yK898ReHLzR5PJvLS4tJOyyoVzX7W/tK/C/UtIuZLyxtPtTR5bYIsg/pXwJ+2J8XrHVNHl0fXfCMVrdKSI7gxlWVvUGvxnNuHaWETkptdrrT70f6S8B+K+L4gjTpvDxkn8TjJJrz5Xv8j4N8W2DSqwEdeW+LPDc0rNiM19BalYRTltvzDnBxjNcl4g8PtIT+7XH0rxsFjHTZ9DxdwdHGxcrvXyPnLU/Dtzbu2U+X2FZk3h1pTwpX8K9y1bwgJS25Nv4VzGpeD5LWQsq7l69Oa+mw+aXP5+zfw6nSk3q0eZ2/hd1kFa9nonlj7vNdfYeHY7lzwU29jVg+HPII2xs30Ga6JZg5Oxx4TguNCn7bZdzH0jTGixxXY6FAUjVsd6z7Kww/C8A4rrfD/huSZEkP3SRwK5qlZyZ7uFyunh6anNuz/E7X4ceCbnxNb+cytHbpyzYrs7HyYn+xxtshU4JH3nrqPCcCT+CLTSLKNbdVTfcyf3qyfh/wDCq6+LHxKs7Oxm8uOS8S1iXPzOB80sp9ERRy3TJAq3R2UdWfO4fMp15Vatd+zpwu15JdX5v8Fqdz8Ib2+1S+h07R7Ty7aaTy9y/ekI6n1IHrX0X4Ht7j4UeH1h1C4t447hmu7gBAoiiQbmeSTrhVBO0YAxnmvJtF+H9x4C+NV1p3g83Nz/AGVIFiIzIZC3DcD1bt9K9JvPCx/ag0mfRJr++ttFtLj7Lquq2ZRW1iWNhvtbY4b91Gy4klPDOMKrBSa+w4aw8ozc2tLWv0Pw/wAUcfSrU6TotWlaVn8Wqvd/Jr5nafsP+P5/iV4S8XeMfE101xpeoXP2C1klQRH7OhJ2JtVTjc4GOSWBySc17p8PtSm1bxvdaxDa/YtP0eyFho9vnnfI2N7f7RZlPfATqaydK8H6N8PfhHZ6fp9umm2unvCLSOFQFVVJyo3A5yC2WPJZsk8mu78E6U2qairKqQwuyFEACrH2HA9CScmvsJH41Tsk2z134zX8fgX/AIJ6fFO+nCqIfBeoqsrH/XK1qyq34k1/N3441SS6mSFNzdAQK/fj/gs38Urf4P8A/BN3x5psb+S2uw6boVtzt3LPMuVHTnyYJSfxr8J7K3srna8jLnrX5Xx5VTxkKfaN/vb/AMj+2/ow4GVPIcVin9urZf8AbsI6/fJr5GB4Z8N9JJto71t3GsJYjy7eNpH/ANkVpTXGmwR4Mny46VnP4r0+yk220HmyewzXwp/S4llZX+ptuk/cp6d61INOS1G3O5qow63c333v3af3VFXYdTisU+Y7m69aAJnsGcZPy+wFYfiDwb9uiYqoTuCam1X4hx2IwoG6ua1jx1earFtjDIvrigDK1PRG02XEkyHacDB61U2x/wB79KfIJbg7n3Nnu3NN+zsPSqI1WyO+ezmuJY4/tG/acgP6VdaAxOh81WVBgrnP4iqstz5jleVT0HeoXvUhGANuK/o4/wAii9dSLeN5e5lZeQR1rqPgf8XfFv7NnxX0Pxx4M1T7F4g8O3AuLZ2BMcy4w8Mqg/NFIhZHXurdiARxcVxuj3Rn5vU09bqRYy249eD60Afuv8P/APgrl8EvjF+yXrXxS8SXGq+C08MTW1hr+iS2jXl3a3lyG8mK3KDFxHKUk2SDbxG5cRlWA8K+OHhHwv8At/8Awr1TxZ8B/EmieNI9MKrqOl3ljJZ6lYFhkebBMFkVW5CyBTGxU7WODX5ufsy/HaT4A/GXw74mmtbTW9H0/UIZtV0e/gW5sdUtxuSRJYHBR2EckuxmUtG7blIPNfvT4c+A/wAHfgD48ufGPgP4a+BfDOt6zZG3/tLSdKSxmnt5tjlNqYVVfajMAoyVGelebmOX0MRRdOt16o++4I4uzfKMwhisvak47xkrprz6/cz8JPH3wW8WeC9Rmj1Xw3e6XJG5UqEymR6EcVxc8JVzHKu1s4IYYIr9uP2n9Dl1uyluP+EXjvomBPyAdfrX5z/tAfs63Gv3lzdafoFzaOuSVSNj+ZxivyHNuG3hnejJy+R/odwL4uwzqkvrtKNN91JNX9G7ny3rHw9ujZi4W38y3PPmR/Mo+uORXK6h4X+U5VfyruludU8CazIkZmt5o2KuhHDexFaR+JdrFcefH4fs3kYYlWY743P9K8OnZdbH6FjsPGS5nBST2aaX33/NfcjxWbwz5cjfLhSfStZdE/sDRlkf/X3nEa44Re5NdL4hu4df1Xzo7K1sIicmKDO0U7xXZW/iHTEuI5BFLbKsawAdUHf65Oa6qdaSZ8nmGT0KnJBK0b3l+kdO73ML4e/CG++I2sR21nH5cW4BpT91RnrXq3xC+GOi/s/W8FtNdyX2rMofA+6v4c12Xwj8J3cXwa/tTTYPMm04ZmEXLFD1JFeX+NIJvHGpeddTPJOnyFiCWKjp+Ir1qM406asvefVn5HmmFxeaZrJVaqhh6Ta5Y7vtd/1uGheO73xFL5ENwIfPOCdvQdDX0b8MvDlv8IvDhvLWFV1W8iEayMpaaXPYDPAz2FeG/DX4Y3KXUd7a2cjW1rKqNIw+856KPVvYV9P/AAtGtW/i2O6t0jXUIsCKSSPd9nI7gdN31rrwcG53qaef+R8txk6FOn9XwrSp7yje12rWT309b+g34baTrl3pevaTY332HVtckWz1a7hTzJNPhb/Wwo33ftbISoUEmHfucA4FfQXhHwbpfwk8GW8l59n0vT9PiS3tbCAbvIiXAVcdfz5YnJ5JNO8C6RNokizSMLzXLgMIS4H7gEkvIQMBeSTgADnPrXM+O9LbxTqBs1uN2l6XKXuZ2bJvZ/8AZ9VUE4PqSemK/Scrt7FOKahHa+7835v8D+UuJsTLEY2V2pTla9lZK2iUVvZd3q32VkvQv7Um+InjCxtbOMSaHBGJkdyPMlwfvbAcqCem7kgZxjBr3T4Z+G5tXuobKPMclxIAzH+AbhXkfwE8MwaZoRuUjWBZCDnA+6B/nmvf/hBJb6L4TvvEmpXS6XpNtbS3lxeT/KthZRKzyzt6AIhb/wDXXpwmrc7/AKR87XoSVT2EFdppadW+n6HwZ/wcj/Htdb1vwF8M9Om+S3V/EeoIDnauDa2YPvtW5f8A7aCvy7g0S8J+WR1H0r279rT4+XH7VX7SXi74gXUUlvDr16WsLaT71lYxgRWsPoCsKIGwfvFj3rzLUtZj0yInj2r8KzvMPrmNqYhbN2XotF+Gp/pl4ccL/wCr3DmFyua9+Mbz/wAcnzS9bN8qfZIy4PCU0vzTTNj3NXrexsNJXDyLn+dcxrHja4u5/Kh3ZboqDJq7ofgW81f/AEi+P2W3AyzytgmvL5erPto1E3ZHU219bOuEKrVfUIY5hhZFX8aptq3h7QR5cPnXDL1ZBkfmTVZ/Hdiv+rs5cdidoqSiceGbd23FtzepFSTaJbww8bfaqqeLVnXKxIo/3qzdY8VzTMVXywMeucUAT3VrGrGofsyGsh7qa4fmRju9Kvpay7ByOlAHSysxlwyfL2ZTkVWkRp3ydpXPHzciny3y6PzJMzcZAIzUf9tQyJu3LnGSc9a/pA/yHGLOsD7RJ5hXqvLVOjPeKGY5I+6MbQKrrcyaiv7nai/3mIZv1qDUfEA0STy59lxIvGNyptPvyOfwoAvQmS3YhVUhhgqec1+if7IH/BYywj+Hek+D/jVda5b3uhotrpvjG1szfxyWwAWOK9giHnbowAonjWRnXG9dyl2/OLQPER1XPy+UoPUrljWhqF2tqoVQ00rdFLHFTOCkuWR1YPGVcLVVai7NH7q+C/jFc/FXw5/a3g3VtG8e+H1A3Xmh3aXgiz0EqL+8hb/ZlVWHpWpB4NfxrZstzpjxvIDkPHivwc8Iald6Nq8eq2c1xour2w/dX+m3ctndQjrgTRsHUewOK9B0n9v744eG545LH48fGCzhjxsR/Et5NH7cSFlP4g5rhlgIt76H2NLjmrCCSopS7ptfhqff3xw/4JV+IviF4he40PTg8sjNK4RNzEc4GM15Lp37BayXtx4f8UeHbyy1SMmNJocxzxMOOezD2avn/wCKf/BU39o/40fDeTwr4i+K2paloF5sW4Gm2dnpd1c7DuXzLi1hjmbkAsN+GKjcD3zfBn/BRH48fD7w5Bo+i/FrxjBp9uuyAXLwahPaj0inuY5JkH+yrgDtXj1eE8HOfOvn1R+i4H6Que0aH1aqrxS91ptST9eq8j0P4t/8Ez/HXw9e4kjhbULNfmi8pNrsvq3PB9hXmGmfAnVYkZJ7WWKRThlYc17V+zh/wV++MPw+8aS/8J9q158WPDd5CIbjT9Zlht7iBuomtrmOHcj9mR1dGHGAQGHrPir/AIKIfBDxddLeR/Df4jR6rMw32itp/kg98SiYsfxiH4V5mJ4Io3vQl8mfYZT9JjEypOnmVJX7xX5rY8W/Z1vdX+FGsNG1m1xZ3CmOWFx8rqa7Txh4A8K+JrpryLSbqymc7njiXCn154Ar2Dw78RfhH448KJqzf2t4V1Jn2DTNQtTc3EhP3fINuHEmemDtbPGMcnyXxp8WNV+LmvDQfhzZv4W0nzPKuvFWtJ5UkI6N5CpvCHGeV8x+m0qeKvD8N4iCVFtOPmr2/U+bznxewGIqyxlCElUas0na/r0+e50Xw3+F1r4l1mWzmvYdDt9Cg3NbwQtM1iHHyo2MBZ5evznzCATtCDdXrPgP4aWvh2M3EMM3omQGc/h61f8A2YPh1pPwY+Gt0y6ta6l4dtZXMLahp8Vibm4ba0105Zmmck4VdxBYDkDAFY3xL+NC/EW4ms9FMlrpaqEZol8tZSPvHjnaff8AIV71TIcPdezb8292/wAkuyS0Wl3ufluM49x2JUvaJa7JPRL82+7b1fREXjy7hv8AX/7Hs7zzYzCs14kWXZmyfkkYcFR8vy8DOc5xxofDfQLjxBqUiNMY7GN/NYkZwoPHB9fy/Kq3wN+H0l/HfXjQfY7XJ8hXB866PA3PxwmDgD0r1z4f+EY9HdsRrcSZ+VXGFjH9fxrslT2pQXuo8TD1oQjPE1Xeb28r/wBf1sdFo+gyaroUGn6dDskusIC3/LJD/EfUkc4+leHf8Ft/2uY/hN8GtH+BOg3Ma694jt4tQ8VSQv8APaaaCpt7R+wedkDsBgiOMAgiUV9DftA/H3Qf2EP2em+IPiSO3utavN1t4Z0J3xNrN6Vyu4ZysCZDyuOicDLOgP4n/Ejx7q3xk+IGteK/E+oSat4g8RXb31/eScGaVzk4A4VQMKqjhVVVHAFfJcYZ0sPR+pUX78lr5R7er/L5H734AeHdTNceuIsfH9xRk3TT+3U7+ap73/ntvaSOP1fWFtYevbt3NczJp194muflVkjz95q7ZtJtQ25l3EeuKr39xOy+Xax+WvTcRX5Uf281cytP0zT/AARF50wWaYcgdSTXPeK/E+oeKpNqyGGFfuotdEnhdppfMmLSM3UtVq08LRQOePvVSlZ3M50+aPLsvLQ870rwnJdTHc0khz3JAFdZpngJFTdK232rUu7BdPk3KB7VRv8AxKtiuWk3N6CnKpKW5nRw1KkvcQahpNrp0WEUdO4rm54lknbZ0z0ovvEjalLt3fL7Hr+NMgn2H5fpUuLW5pGpGXwsv6XZKpz1bsa1hbcfd/SqOl/vWXj9K2RGcdP5UjQyJQ8jeXNI11MrAFpD8o+gH+NWNd0ibT7aa8kaFogmFRQcj/Ciiv6QP8hzE0a5YXX7xmdVDMRuxlTj9ajs5LDWLwrDp4jXt5kpkP1J60UUAdHpGnx2Vvuj3H6np9KSKYrqsvmAN+7yMdhRRQBetblluH+6u0gcD1FW7az8nTkVMbVHf9aKKAKdnBG7TNHuV5CC2R8vIGMD8ea6C18NRxwKd24nqcYyaKKAOw+Hnw1k1+4WNJoo8nktn/CvoHwT+z54X+F2mR+JvFkN/rVjAdxstPnFvJO3ZTKwO1fUhScdCDzRRQAeBtM0P4xeM7ptH0VdPsYZDJDBqF010LVew4A8wgd2xmvaPDPgi0tfD02pqWa3sjsZ3UGViOyRjCRr9MmiigB8jyePJbWzywhkQusbvtUAY64B9a7Ky+G8fh2G1iKwRsyiRUhGFUe5wCW/AUUUAemeCNGi0ywurmTdIzgkex4/wr0zw3puj/C34X+LviN4ljub7Q/AWmzareWdkitcXQijMhVA5Veg43EAn0FFFc1aTjTlKPRM9DA01VxdOnU1UpRT9G0fjH+1r+2V4o/bo+Mtz4y8SbbO32m30bSIpTJbaJZ53LAhIG5j96SQgGR8nCgKq+atGqAflRRX8+Vq1StN1arvJ6tn+rmX5fhsBh4YLBwUKdNKMYrZJdP+Du3q9SQRbh/jUVwphXcuMe9FFZnYVlvznbjv2NWYZN/zUUUAc34w1RoY2Vc15tqU0t5esrSNs9KKK6sLu2eLnMnyRj0bLdjaKAMdK19Os1d8n8BRRWNSTudmBpxjTukdLpOnr8v9K1RHgUUVmdx//9kA" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 10: <a href="https://diabetesexpo.com/europe/events-list/advanced-technologies-for-the-treatment-of-diabetes">Advanced Technologies for the Treatment of Diabetes</a></strong></span></p> <p style="text-align: justify;"> The concept of 'new technologies' for type 1 diabetes and new discovery and advanced type 2 diabetes treatment has expanded in recent years at a rate that some might consider comparable to 'Moore’s Law', and the sheer number of new technologies entering into the type 1 diabetes marketplace is also growing at a remarkable rate. From the patient’s perspective, this is not only exciting but can lead to a sense of optimism. Technologies that today are growing commonplace (e.g. insulin pumps, rapid HbA1c monitoring, etc.) come under new therapeutic mechanisms of diabetes. Indeed, it could be argued that the major advances in type 1 diabetes care made within the last quarter of a century have come from technology rather than biology. At the same time, not all new technologies succeed (e.g. the Glucowatch), regardless of their purported promise. Both type 1 diabetes patients and their healthcare providers will soon see a series of further advanced medical technologies used in hospital and new technologies and novel therapies in diabetes treatment whose basis is tied to the notion of improving the lives of those with the disease.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" src="data:image/jpeg;base64,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/></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 11: <a href="https://diabetesexpo.com/europe/events-list/insulin-medication">Insulin Medication</a></strong></span></p> <p style="text-align: justify;"> <a href="http://www.scitechnol.com/scholarly/insulin-journals-articles-ppts-list.php">Insulin</a> medical care is usually recommended for patients with kind a pair of diabetes associate degreed an initial A1C level bigger than 9 %, or if <a href="http://www.omicsonline.org/scholarly/diabetes-journals-articles-ppts-list.php">diabetes</a>  is uncontrolled despite optimum oral glycaemic medical care. Internal secretion medical care is also initiated as augmentation, beginning at 0.3 units per weight unit, or as replacement, beginning at 0.6 to 1.0 units per weight unit. Aldohexose management, adverse effects, cost, adherence, and quality of life have to be compelled to be thought of once selecting medical care. Anti- diabetic drug ought to be continued if potential as a result of its verified to scale back all-cause mortality and vessel events in overweight patients with diabetes diseases. Volumetric analysis of internal secretion over time is important to up glycaemic management and preventing diabetes-related complications.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 12: <a href="https://diabetesexpo.com/europe/events-list/ketogenic-diet-for-diabetes">Ketogenic Diet for Diabetes</a></strong></span></p> <p style="text-align: justify;"> A <a href="https://www.diabetesexpo.com/europe/">Ketogenic diet </a>may be a very low-carb diet, considered to be once you eat a level of sugar of around 30g of carbohydrates per day or below. This encourages the body to induce its energy from burning body fat that produces AN energy supply called ketones. The diet helps to lower the body's demand for hypoglycemic agent that has advantages for individuals with type one and <a href="https://www.omicsonline.org/diabetes-endocrinology-conferences.php">type two diabetes</a>. Note that it's necessary that you just speak to your doctor if you're considering following the diet as precautions might have to be taken before beginning. On a Ketogenic diet, blood sugar levels area unit unbroken at a low however healthy level which encourages the body to interrupt down fat into a fuel supply called ketones. The method of breaking down or ‘burning’ body fat is known as ketosis. People on hypoglycemic agent can generally need smaller doses of <a href="http://www.omicsonline.org/scholarly/hypoglycemia-journals-articles-ppts-list.php">hypoglycemic agent</a> that results in less risk of huge dosing errors. The diet helps burn body fat and therefore, has specific benefits for those trying to reduce weight, as well as people with prediabetes, or those otherwise, in danger of type 2 diabetes.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> <p style="text-align: center;"> <span style="font-size:16px;"><strong>Track 13: <a href="https://diabetesexpo.com/europe/events-list/endocrinology-and-diabetes">Endocrinology and Diabetes</a></strong></span></p> <p style="text-align: justify;"> <a href="http://www.imedpub.com/open-access/endocrinology-journals-articles-ppts-list.php">Endocrinology</a> is a perplexing investigation of the different hormones and their activities and disarranges in the body. <a href="http://www.scitechnol.com/scholarly/endocrine-glands-journals-articles-ppts-list.php">Endocrine Glands</a> are organs that make hormones. These are substances that control exercises in the body and effectively affect the digestion system, multiplication, nourishment retention and use, development and improvement and so on. Hormones likewise control the way a living being reacts to their environment and help by giving sufficient vitality to different capacities. <a href="http://www.omicsonline.org/scholarly/diabetes-journals-articles-ppts-list.php">Diabetes</a> is brought about by diminished creation of insulin or by diminished capacity to utilize insulin. Insulin, the hormone delivered by the beta cells in the pancreas, permits (glucose) cells to have the capacity to utilize glucose. This hormone is fundamental for glucose to go from the blood to within the body cells. With deficient insulin, glucose develops in the circulatory system as opposed to going into the cells. The body can't utilize glucose for vitality in spite of the elevated amounts of glucose in the circulatory system. This causes the unreasonable thirst, pee, and appetite, which are the most widely recognized side effects of diabetes. The abundance sugar stays in the blood and is then evacuated by the kidneys. This sickness happens in a few structures, yet the most well-known are <a href="http://www.scitechnol.com/scholarly/diabetes-mellitus-journals-articles-ppts-list.php">Type I Diabetes</a> or Juvenile Onset Diabetes or Insulin-Dependent Diabetes Mellitus (IDDM), Type II or Non-Insulin Dependent Diabetes Mellitus (NIDDM), and Gestational.</p> <p style="text-align: center;"> <span style="font-size:16px;"><img alt="" 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" /></span></p> </p> </div> <div id="section_Market Analysis"> <h3>Market Analysis</h3> <p> <p align="justify"> <b>“28<sup>th</sup> <a href="https://www.diabetesexpo.com/europe">European Diabetes Congress</a></b>” is going to be held during <strong>July 17-18, 2019 Edinburgh, Scotland</strong>. The Conference will be organized around the theme “Recent Advancements and Developments for Changing Life of Diabetes World” highlighting the latest and exciting innovations in Diabetes Disease& Treatment. Diabetes 2019 Conference invites all Academic Scientists, Leading Endocrinologists, Surgeons, Oncologists, Radiation Therapists, General Physicians, Dieticians, Primary Health care specialists, Internists, Pharmaceutical Industrial Delegates, talented young scientists, and student communities across the globe to attend European Diabetes conference under a single roof where networking and global partnering happens for the acceleration of future research.</p> <p align="justify"> Today’s Market Study of Diabetes in USA | Europe | Middle East | Asia Pacific</p> <p align="justify"> <b>Europe</b>: The number of people living with diabetes in Europe is expected to increase from 52 million in 2014 to 68.9 million by 2035, according to the International Diabetes Federation (IDF). Across Europe, around 1 in 11 adults is affected and this number is set to rise as the population ages.</p> <p align="justify"> <b>USA</b>: Diabetes Mellitus has been growing at an exponential rate and World Health Organization (WHO) estimates that the diabetic population is likely to reach 366 million in 2030. The United States is expected to have an increase of 102 per cent in the diabetic epidemic in 2030 when compared to 2000</p> <p align="justify"> <b>Middle East</b>: The rate of diabetes in parts of the Arabian Peninsula is over twice the global average rate, and much higher than some other areas of the Middle East and North Africa (MENA). And cases of type-2 diabetes outnumber cases of type-1 diabetes by a ratio of 10:1.</p> <p align="justify"> <b>Asia Pacific</b>: The Asia-Pacific Diabetes Care Devices Market has been estimated at USD 2.461 Billion in 2015 and is projected to reach USD 3.518 billion by 2020, at a CAGR of 7.41% during the forecast period from 2015 to 2020.</p> <p align="justify"> For more details please visit- <a href="http://www.diabetesexpo.com/europe">http://www.diabetesexpo.com/europe</a></p> <p align="justify"> <b>Conference Highlights:</b></p> <ul style="list-style-type:circle;"> <li style="text-align: justify;"> Genetics of Diabetes</li> <li style="text-align: justify;"> Emerging Focus in Diabetes Research</li> <li style="text-align: justify;"> Risk Factors and Related Diseases of Diabetes</li> <li style="text-align: justify;"> Type 1 Diabetes Mellitus</li> <li style="text-align: justify;"> Type 2 Diabetes Mellitus</li> <li style="text-align: justify;"> Gestational Diabetes</li> <li style="text-align: justify;"> Diabetes Ophthalmology</li> <li style="text-align: justify;"> Cardiovascular risk in Type 2 Diabetes</li> <li style="text-align: justify;"> Stem Cell treatment for Type 2 Diabetes</li> <li style="text-align: justify;"> Advanced Technologies for the Treatment of Diabetes</li> <li style="text-align: justify;"> Insulin Medication</li> <li style="text-align: justify;"> Ketogenic Diet for Diabetes</li> <li style="text-align: justify;"> Endocrinology and Diabetes</li> </ul> <p align="justify"> <b>Importance & Scope:</b></p> <p align="justify"> Diabetes is also a chronic disorder of glucose metabolism and should be a serious reason behind wellness, heart condition cardiomyopathy cardiovascular disease and end-stage nephritic disease in European populations, the one biggest reason behind preventable visual impairment, the leading reason behindnon-traumatic lower extremity amputation and major reason behind premature mortality. The lay trend and geographical variation of kind 2 polygenic disease counsel that genes and lifestyles act in their influence on hexose metabolism and conjointly the event of polygenic disease. The prevalence of polygenic disease is rising worldwide. In Europe, between 35-40% of people will develop polygenic disease over their amount of your time, accounting for up to 10 of all funds spent on care. the need to grasp its aetiology and to develop preventive ways that is, therefore, key to rising the health of the overall public and to reducing the burden on the health care system. Diabetes describes a bunch of metabolic disorders outlined by accumulated aldohexose concentration. People living with inherited disorder have a much better risk of morbidity and mortality than the final population. The planet prevalence of inherited disorder in adults has been increasing over recent decades. In 1964, it had been determinable that thirty million people had polygenic disease. Under forty years later, the international organisation agency calculable that there are 171 million people living with polygenic disease. The International polygenic disease Federation (IDF) determinable the planet prevalence to be 151 million in 2000, 194 million in 2003, 246 million in 2006, 285 million in 2009, 366 million in 2011 and 382 million in 2013. Each estimate was supported the foremost recent data out there. The unit Atlas methodologyology was well updated in 2011 to incorporate associate analytic hierarchy method that formalised the ways to position the simplest quality data from out there sources. The dramatic increase in inherited disorder has occurred altogether countries, and in rural in addition as urban areas. correct world, regional, and country-level estimates and projections of inherited disorder prevalence unit necessary for interference and treatment ways that to be planned and monitored, and to assess progress towards reaching the targets set by the planet Action got wind of for Non-Communicable Diseases and conjointly the property Development Goals. This paper provides estimates of the worldwide and regional impact of polygenic disease for 2015 and 2040 supported the foremost recent and highest quality medical science data. For the first time, the Israeli Defence Force polygenic disease Atlas methodology in addition includes uncertainty intervals to mirror confidence levels around the prevalence estimates. These uncertainty measurements permit the comparison of the Israeli Defence Force polygenic disease Atlas estimates with totally different sources and over time.</p> <p align="justify"> <b>Why Scotland?</b></p> <p align="justify"> Diabetes affects one in twenty-five people in Scotland, according to current statistics. That’s over 228,000 people. Meanwhile, the figure could be as high as 250,000 as it is estimated that 20,000 people in Scotland remain undiagnosed. As in many countries, type 2 diabetes is rapidly increasing in Scotland and accounts for about 87% of diabetes in Scotland. Obesity accounts for 80% of Scottish people with type 2 diabetes, according to the latest ‘Scottish Diabetes Survey’ (2009).People with type 1 diabetes account for about 12% of the diabetic population and other diabetes type’s account for 0.6%. </p> <p align="justify"> <b>Blood glucose control in Scotland</b>: Approximately 70% of people with type 2 diabetes have an HbA1c of 7.5% or under. For people with type 1 diabetes, approximately 25% have an HbA1c of 7.5% or under whereas about 44% have an HbA1c value of over 9%. </p> <p align="justify"> <b>Insulin pumps</b>:</p> <p align="justify"> Insulin pump usage in Scotland currently stands at only 2%.Charities such as Diabetes UK and the JDRF have been campaigning for wider availability of insulin pumps. The Scottish Diabetes Action Plan 2010 commits to make “significant and sustained progress” to increase access to insulin pump therapy over the next three year</p> <p align="justify"> <b>Self-testing for <a href="https://www.diabetesexpo.com/europe/events-list/type-2-diabetes-mellitus">Type 2 diabetics</a>:</b></p> <p align="justify"> In March 2010 the NHS National Institute for Health Research published report which concluded that self-monitoring of blood glucose levels for people with type 2 diabetes is unlikely to be cost effectiveness in improving their blood sugar control.</p> <p align="justify"> The report makes for disappointing reading among those type 2 diabetics who rely on regular blood testing to manage their diabetes.</p> <h2 style="text-align: justify;"> <a href="https://www.diabetesexpo.com/europe/events-list/emerging-focus-in-diabetes-research">Diabetes research</a> in Scotland:</h2> <p align="justify"> Diabetes research in Scotland involves a new state-of-the-art diabetes research centre opened at the Perth Royal Infirmary in August as well as the DNA of Scottish type 1 diabetics being used to further research into understanding of the development of the condition and its associated complications.</p> <ul> <li style="text-align: justify;"> New diabetes research centre opens in Scotland</li> </ul> <ul> <li> DNA of diabetic Scots to form research database</li> </ul> <p> <b><img alt="" height="340" 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" width="500" /></b></p> <p> <b><em>Causes of Death in Scotland</em><em>:</em></b></p> <p align="justify"> Alife-threateningcondition:<br /> <br /> In 2000, 3.2 million folks died from complications related to polygenic disorder. In countries with high polygenic disorder prevalence, akin to those within the Pacific and therefore the geographic area, as several joined in four deaths in adults aged between thirty five and sixty four years is because of polygenic disorder. Polygenic disorder has become one in all the foremost causes of premature malady and death in most countries, in the main through the hyperbolic risk of disorder (CVD). Disorder is liable for between five hundredth and eightieth of deaths in folks with polygenic disorder. Polygenic disorder may be a leading explanation for visual disorder, amputation and kidney disease. These complications account for a lot of of the social and monetary burden of polygenic disorder. Though polygenic disorder is usually thought-about a condition of developed nations, the loss of life from premature death among persons with polygenic disorder is greatest in developing countries. The burden of premature death from polygenic disorder is comparable to it of HIV/AIDS, cancer and vessel Diseases however the matter is basically unrecognized.</p> <p align="justify"> <img alt="" height="342" 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width="511" /></p> <p align="justify"> Over time, polygenic disorders will injury the guts, blood vessels, eyes, kidneys, and nerves:</p> <ul style="list-style-type:circle;"> <li style="text-align: justify;"> Adults with polygenic disorder have a two- to three-fold hyperbolic risk of heart attacks and strokes.</li> <li style="text-align: justify;"> Combined with reduced blood flow, pathology (nerve damage) within the feet will increase the possibility of foot ulcers, infection and ultimate want for limb amputation.</li> <li style="text-align: justify;"> Diabetic retinopathy is a crucial explanation for visual disorder, and happens as a result of long-run accumulated injury to the little blood vessels within the tissue layer. 2.6% of worldwide visual disorder may be attributed to polygenic (disorder).</li> <li style="text-align: justify;"> Diabetes is among the leading causes of kidney disease.</li> </ul> <p align="justify"> <img alt="" height="340" 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width="500" /></p> <p align="justify"> <b><em>Members Associated with Diabetes and Endocrinology societies</em><em>:</em></b></p> <p align="justify"> The ESE Council of Affiliated Societies (ECAS) provide a forum for discussions between ESE and the National Affiliated Societies. It provides an opportunity for them to raise concerns and issues faced by their members and for the National Affiliated Societies to work together with ESE for the benefit of endocrinologists throughout Europe. All National Affiliated Societies who are members of ESE are automatically members of ECAS.</p> <p align="justify"> Because endocrinology encompasses so many conditions and diseases, there are many organizations that provide education to patients and the public. The Hormone Foundation is the public education affiliate of The Endocrine Society and provides information on all endocrine-related conditions. Other educational organizations that focus on one or more endocrine-related conditions include the American Diabetes Association, Human Growth Foundation, American Menopause Foundation, Inc., and Thyroid Foundation of America.</p> <p align="justify"> <img alt="" height="340" 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" width="500" /></p> <p> <b><em>Societies Associated with Endocrinology Research</em><em>:</em></b></p> <ul> <li> Alexandria Thyroid Association</li> <li> European Academy of Anthology</li> <li> European Biological Rhythms Society</li> <li> European Calcified Tissue Society</li> <li> European Network for the Study of Adrenal Tumours</li> <li> European Neuroendocrine Association</li> <li> European Neuroendocrine Tumour Society</li> <li> European Society for Paediatric Endocrinology</li> <li> European Society of Gynaecology</li> <li> European Thyroid Association</li> <li> International Growth Hormone (IGF) Society</li> <li> The Growth Hormone Research Society</li> </ul> <p> <img alt="" height="340" 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width="501" /></p> <p align="justify"> <b><em>Market value on Diabetic research In Scotland</em><em>:</em></b></p> <p align="justify"> The Programme budget 2015–2018 was originally approved by the Health Assembly in May 2015 at US$ 4385 million. In May 2016, the Health Assembly, in decision WHA69(9), decided inter alia to increase the budget to US$ 4545 million, providing a further US$ 160 million for the WHO Health Emergencies Programme. Base programmes represent 74% of the approved Programme budget, or US$ 3354 million. The remaining Programme budget is for polio, outbreak and crisis response and special programmes. The graph above summarizes the revised approved budget, funds available and expenditure, by level, for 2016–2017 and shows that over 50% goes to countoffices.And the plot of the budget is as Shown below:</p> <p align="justify"> <img alt="" height="340" src="data:image/jpeg;base64,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" width="499" /></p> <p align="justify"> <b>No.of diabetic persons effected all over the world (millions):</b></p> <p align="justify"> The numbers of individuals with polygenic disease can quite double ensuing twenty five years, to succeed in a complete of 366 million by 2030. Most of this increase can occur as a results of a a hundred and fiftieth rise in developing countries. These projections of the quantity individuals|of individuals} with polygenic disease in 2030 take into consideration the very fact that there'll be additional folks within the world (population growth) which there'll be additional older people (population ageing). They conjointly take into consideration trends in urbanization - the very fact that folks square measure moving from rural areas to cities, notably in developing countries. This affects the quantity of individuals WHO square measure probably to own polygenic disease, as a result of folks living in cities in developing countries tend to be less physically active and have higher levels of overweight and avoirdupois than folks in rural areas. In fact, current trends in avoirdupois recommend that these projections square measure conservative which the rise within the prevalence of polygenic disease is also even bigger. In developing countries it's folks within the middle, productive years of their lives WHO square measure notably littered with polygenic disease. In these countries three-quarters of all folks with polygenic disease square measure below sixty five years recent and twenty fifth of all adults with polygenic disease square measure younger than forty four. In developed countries, quite half all folks with polygenic disease square measure older than sixty five, and solely V-E Day of adults with polygenic disease square measure younger than forty four.</p> <p align="justify">  “In 2000, there were approximately171 million people, worldwide, with diabetes”.</p> <p align="justify"> <img alt="" height="340" 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" width="500" /></p> <p> <b>Ketogenic Diet</b></p> <p> Graphical Represntation of Insulin concentration Before and after ketogenic Diet:</p> <p> <img alt="" height="340" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAooAAAGQCAMAAAAeD7HeAAABEVBMVEXy8vLy8vLmfiI0mNvn5+fFxcXTVAApgLlmZmaAgIBNTU29vb3l5eXtxJ/f399jY2OZmZnpm1XNzc3daRHio3m0tLRjruHi4uLg4OCrq6uioqIvjMrq6uqNudUshsLsvJHA1eXv07tubm7W1tbnhjDYXwnqyrXuy62enp7pt5CDg4PpnVmWlpa7u7vw49bDw8N5eXnw28impqbstIOxsbGLi4vx6uSPj4/olUzojT7rrHVgqNmnp6edxuKIiIjc3NzqpWdYWFiTxebj4+PsuIrR0dGurq7MzMzGxsauzOBRndDbm3HklU/YiUSFsc2Hnauykn3W4+zdvajIiF67e1GFut5wnLlnk7Dm5ua8vLxhjKk+Hxx4AAAAAXRSTlPA24Ia1gAAFfhJREFUeNrs0jEBAAAMw6DOv+nZyAEa2EHBVKRBRSJUJEJFIlQkQkUiVCRCRSJUJEJFIlQkQkUiVCRCRSJUJEJFIlQkQkUiVCRCRSJUJEJFIlTk2TG71cZhIAoz536eQQgGdCEQCIGQdOX3f6qtPbGVlVWzXWgTdv1Bk8Y685PRSRz7TbitePMm3Fa8eRNuK968CbcVb96E24pn8t8H3vwtP2ZFGPoUB6KSaCCnClkCfQUHGoEjSoU+ASuV6QlbsdAVLGKoEyC0kQQOF+9+kThp9Jqxc4MPSso0TAyuV/pyEdVqtdfxFlZkECUeDoYqiU2VSF+AJ1ZkIk70CViY2cNSR1q49H8EWzwpErD1bmEjX1gxwc4avWbs3ICZm9QwTAzcK325iGq12uv4SSs62IJiibIXWYJ+EB10DHCrZulfOKVm+iBFIltQEz2vm4oS12eRRHRkbgAMwXhPuQl8JgugaqUhiwKjj3suDTjEmouiR9UI7Tgj0oE0X4ioQTGbvMQ9eC/DcLRX0UZ7FeIKb0B7aG9SO/fYG95ElGvZJqaBUZs+zbmdu3EIa6tlLKTa2ZyO3fp2ftKKjOJsKUTex7i0xwdxtyITQYxtj122/TvEolmW9rTehG0rqyOtrYaOzCHBBgKSJfNxpHrKFikSY5JlRU3oEPdcGnCINVeQFN3h3gBTFlI0eI3famv9ICYaiRq8l3Fqeq2i4l7FfQiNgHqoNvnUedWGDY7pgFdju5AkaNPjnGfdbO9CzKmQamdz2nfr2/lZK1K3HeXRivqnDzrzB9tXi0M41gPcliCvzxZDJrVXzvsr1n9OWTawwdRzEbiLNVfTV1lDQoWhTilEsjzXX1a5X4i6Dl4aEQ0dH1WKxvfQvcneeabfxgKzrmbhrh/mPO+mVX0ns0LzOe279e28xIqLNJvpj62oR+COdfdYs4ghRNjfM6kseJSlW3GSZUN/K9bccxF4FNcUdG3FShJD0ZMSV0VDfqov5kNuRLMogNQ8dDxWYYyh4KNzZbCipgumXlhxSBkRVwfOC83npLv1/bzEimQKxF1bsZ+g9UieWJGx4WZW9D7nsxXzyYpmO8o9F4FP4n1tpba1N99IaTDMCea5vvKbFZdcSh46HqowhtDdIXK2ooXVVeXKioOktAA7LzSf075b384rrLiSF7m2Yr9s+fwEHRFUO7Ei+OoEPVrR9FwEHsUlUUfSmk8e6izYqEf9LtfgvUwQT73K/ATdQ69P0HrZwj3dzIrzblhMHY5en6D33fp2XmJFb2JcCkX9sT61Yr+ZY/cf0sd6v2zxxUaTqGd2cFZlxefg18PSePg5fj5BI/ZcBB7FFibGlDRiEReTiKUNhn089foOJtglDlakKG2vosLzZcsQCj5ftujNHAkqWapTvTQe5zzvJgsSnQupdjanfbe+nR+0Yr9547yID0RGZDHQY3D6tz4o/Ra39aiJ+vp+M2eViI/UM2ePpIrspTSsUtTsMMmygZXqqOciuFFM1ktd4qOtJh+69PBiqbQhS69PrqCm3IuoFckiHVVUaP3vN3OGULjJzRxAFfsgpJis73Kc87ybhkDnQqqdzUl361+6mXNzRabVVfSfc1vx9XCxgcXQf85txdeTW0X97514W/HmXbitePMm3Fa8eRNuK968CbcVb96EX+zZwWoCQRBFUQoSqDDoQnBXGw3IZJjOTES3nVXI//9REiHLFhW6eQP3fMOFonikCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBGkCBH1UxzdonefNwYU1U8xzu42zimNvjagpH6Kr+eTW4RZeDKgpMWBPrn92TgXGmXtUoxhsIt4wrKF1dAsxRjmsIvPZyzbl9XQKsX1PPO04JpGKU77fUopDChpkWJyG/wXHzSuYG2BDFKECFKECFKECFKECFKECFKECFKECFKECFKEiHtSjK7PL7mfGJNxsyopdjkft932mPO3ATeplOJ/gdNkS/Z+OKzeHrTa7T4MP+zd70rbUBiAcd7p9Bwiwtzcl8VRzJdQUlKCpR90KShUnNtAxnb/lzKtFJkg9O3hJG9Onx9jeAEPOf+anCj0c8UbGbhPBwcf323vgyAGfYqFl4EjRZtIkRSNIEVSNEKzbFlZkiIiUKXon5EiItjJ0xZStIkUSdEIXYq3dV0P/qiFFG1SpVgyVyTFSJQp+sE/EUVI0SpVistMEkCKNqlSrBmgSTES7QC9ZNlCinEoU5wXkgBStEmVYlPyVCTFOJQpcvBHirFw2kKKZkRPsXaTx/+mbmrmLQRStGnzFJenC9GbOHchhSsnpbOy5iFFmzZPcXE6n+trnJ08pjgbi8h4JjaQok2KAXrLGt3F07/VN7ltIEWbVCnKqkbReJWihXtb7gNT3N9xw723ZZ3i1VOKFu5t+R2W4o/3O26497YwV8QG9O+2zDNRYgWNDejf+Ft6bYvsK2IT+gH6tJWBI0Wb1CnWnEEjAp6KpGiGfq44+JcKSNEm9Qp68CWSolH8SIwUjSBFUjRCM1csbmteKCDFOFQpzjNeKCDFWBigSdGM4aT4MBrdfdvS3Wj0IM9I0SpdikWPc8Wzw8Mve9v7LM9I0SpVik1/c0VSTJ4qRV9LX0gxecP5UAkpJm44HyohxcQN50MlpJi44WzmkGLiFCnmr/7qFCkmT5FiWWULEVlk80Y6R4rJ0zwVT1v/pM2ke6SYPO1pS1YvpA+kmDyWLaRoBCmSohGkSIpGkCIpGkGKpGjEcK4mJ8XEkSIpGqHcV5z7in1FRKBLMV96n0k/SDF5ihQDHon11LnZsQQgxeR1Mlc8dtVkMh1LAFJMXicpTpyEXpZBisnrZF8xn87qyfmVBCDF5HWSohTOubGs5Edb+hWW4uXR2n3gZRlHO25fYtCleNO0bXMjevl5mRfjSp4U2Zb+hqX4PVsLvLflZ7bjbiVQeIo3rX/UqltkrohXQlNsfJbnmW9E7dhVNStorAWn2FbyqGpF72TqXJVLAFJMXkCKnSLF5AUM0J0ixeQFLFs6RYrJC9jM6RQpJo9fcZOiEaRIikbwK+6uU3w4O/tzua3r62tJFSl2neLo8PDrXgBJlSLFYiH9IUVSfOFL6Q8pkuIaKZJiTMwVSdEMUiRFIxigSdEIUiRFIxQp3hbSH1IkxdfyTPpAiqT4v6Jh2SIhSPENuhTzbO59TzNGUiTFF433vuqrRFIkxRfelwshRVKMQpVi632VkSIpRqFKMa8r733LJbwhSPEN2hX0YsnBHylGoU1x9WiUPpAiKb7IS1/mUpBiCFJ8g3ozpywZoP+xdwerTkNBAIYZEclByaJQblvOxhQ1loSGonYjcVFUXCkiqO//IrZejhFhFjljJln8H9z7BD89SdrMiAUpKkalGM5yDqE/yhxIkRQHoZY6rKPMghRJcfA7RZkJKZJiwq+4l5bim+fPX7zM9fTpU1kYnxT3B+YrJv8txeePHj17YCAL4/IedKxeH9uuFQNSJMXE8kJBXUWRKBakSIqJJcWultVKTEiRFBPLtWLxuiqKai838S6TdW/LXWLd23Jn88mY4l3y1ZjiXaYfkmUhKXYrKQ+d3LxfZ7LubVkn1r0ta5vPxhTXyRdjiutMR5mA1wF9aIS9Lfc4oBVOKR6Lt21bNWJAiqSYmN6DbruiqMWCFElxMUiRFBeCFEnxHt9Bk+KUSFFHiq7GHtD7c2jeyRxIkRT/Ej+E8FjmQYqkmMz7kSikSIoJ14qkOCVS1JGiK54r6kjR1djvoM8nqflUtCBFxdgUQ02KpDgJUtSRoitS1JGiK+6gdaToihR1pOiKhzk6UnQ1LsXjXmR/lFmQIikOPoaTyCkwi9uCFBWjUmzCReQSmDprQYqK8W/88TCHFCcxKsX+LFfnXuZAiqQ4+BA+xHj9J3MgRVIcxD5c9VHmQIqk+JfLqe9PF5kFKZLiYpAiKS4EKZLiQpAiKd7j5xCkOCVS1JGiK6ZD6EjRFdMhdKToym86RKwKsSBFUkyM14pNQYo3pKhwS/FYvCXFG1JMDCmadK/SgoK4yWTd27JJrHtbNjbWvS2bxLq3ZZPpiUzB6zvot52kFFfbTN+Ne1u2yTfj3patjXVvyzax7m3ZZvopRvYUL3246jNaLKu6rYs2Sj4OaA7owSk8jvFxOMlobfHbSvKRIikO+kauml6yvOK25YYUFY4ptqR4Q4oKwwHtjBRJMVFuW7yQIin+wQsFpDghfjqrI0VXzMzRkaIrZuboSNEVM3N0pOiKmTk6UnTFzBwdKbpiZo6OFF0xM0dHiq54xK0jRVc84taRoitS1JGiK1LUkaIrUtSRoitS1JGiK1LUkaIrJonpSNEVKepI0RVD7XSk6IqhdjpSdGUYaueMFEkx4VqRFKdEijpSdMVzRR0puiJFHSm64oDWkaIrUtSRoisOaB0puspIcc8r+RakqMhIsQ4yWqyLoluJBSmS4j+yUmy6tm2KUgxIkRT/kZVijNe/ohUDUiTFxHoHvSpWcvOwzGTd21Im1r0tpY11b0uZWPe2lJkukmsZKcbDQX77uMtk3duyS6x7W3Y21r0tu8S6t2WXaS1Geooe4qGLYsEBzQH9X5RdV4oJKZLiINycH8t4x6pq2zaKASmS4iDcy2jxF3t3jNowEIRRmCkCq05NOndqhFCwMTZpglQYnDvk/gdJRBDGxV/II41W4n1neFi7a5hp0h9u0ANSFFSKWt992hpIkRSfMXWWFJfBr6JGiqEcZ8VgpEiKI3GDjkKKpJgNUiTFTJAiKY5u73aoizNj4T1IUZi4LKO6FwX7oM2DFIWpK4S64sYKIfMgRWHaDbrti9Zanrg9SFGYlOJ5eFTsi9rWQIqk+DDcWey7Y76iBykKMkXtYKsgRVLMBimS4j8GlZDikkhRI8VQjIXXSDEUY+E1UgzFWHiNFENxVtRIMRQpaqQYindFjRRDkaJGiqH4QGukGIoUNVIMxQdaI8VQpKiRYihS1EgxFClqpBiKFDVSDBWV4vGUTkfzIEVSnEOV6o86VeZAiqQ4h2tjZs3VHEiRFOeQLmZ2SeZAiqTo95ziW/miH+felnLk3dtS+nj3tpQj796W8kV3W0Jkil/JAGVLZ0Xs3HZu0Ni57bwrYue2828Ldo4UkQlSRCZIEZkgRWSCFJGJraX4y375rDoLA1GcA12dzeQZZhkISBCylCwE3/+Jvi8OQ7Rc4XJpS4UcWts6zp9jflgVkpQVXUlrxqUoh9yC36lI2yg+ILUBl4kRRX52jL9a0IIb6X4oiigVXVXSiktRjt9/3QQfQnEjuQGYOCcIL4b5m4WB4jvlp7htklJngCSBIPsPYageMVEgzEJZ7cgWlNwCGqU0DKoCWajJ0muGkDQwvK6XeLkKIyOso7VFqDXA5nPHPhjcQjertfFcjml0C6DAA17ii3VHFB8iwEZNkSsCJSBTQ+UGoQZ4pMlQlBAZ7ciVmgozQMa8MWBmRmZJyrWlF0oDMyx7J6/rJV6uWtvLOlrbzJx9Pnfsg+0W3J+ZzUwo3I5p3YKlxMgAL/HFuh+KTQEoXLCw7LBB6gOJEUL0SJOhuH/auzRGVe0HRNEWVQV7hhD+ts2p7hsWcmZE5HzoCNE+X9N5KArcn+1Y2xc5pp2PtmDf+cW6H4ryX0wwJqVD5tT1CPCMogcJSwlcqwK0jGcUe913oThxxsypd/RZrlHs/gwslY3hnCbEs+mB4uslBLBwQv8Lfr4qWsT0jOI5DSuFGRBB08evigtNS+/os1yi6BYcrEzh6mnjqvg52VVRGZGoc1YAlOM9HdAjwBnFWgssuPhSa+MAgTFl7cs1sVgtr/smFDOliXlvYG0Dy6zLFYrdgoO1kAoc07qFfq84UHy9hE36AGalhIed/P6kC/QIcEYxUx5Iwhp9qZE57R+W4cu11np6gn4Xisq5jUuFENa2tazTeoGiWTB/DtbEDJzS3ILVKLUGDBSHhgaKQ3fTQHHoSzRQ/McuHQsAAAAADPK3nsaOYogJFZlQkQkVmVCRCRWZUJEJFZlQkQkVmVCRCRWJXTpWUSAIgjBM3SWd3IIdGHU0k8jisQtqNpGY+AC+/6sYiLgDy2ziagX1RRNMUA0/CaUoJJSikFCKQkIpCgmlKCSUopBQikJCKQoJpSgklKKQUIpCQikKCaUoJJSikFCKQkIpCgmlKCSUopD4ZorXbeUGNn+bygGymu+meP6tbMHm8lPZQFajFBuU4ieRpmiOzo54iIIWD7x0tgeQDe/QSLEaWAIN4fOjS0x35t6sz1hWnv8wJBsHzFi8P8r05QEOnCkOMe6BBze0JMdLSRaAr51iPdAcDZ7mR5tPdmbb5bxLGUt89HwaAaCzfz/2mLF4v9v0lRwc7uyaMa/cIBCENd00odh6iwQaZGFBYTpXUZr8/z8Urc0KJXeX6KIkd5H8NfDwzTK2R48H7940ir0D0M5FQTKFhUsAUmMnkMkMJHZrmLTQf0PFtW2AEDZWFLRLLniWR1F0g6MuScFpUDtZ3OCYPBFuMFGx7GaPyVTCPnz1I9elH5rcuXuN1FiYUOl3qECldYQJR02ACexsCYnFGpkWOstOL+eWSKbaGOvRYzrd+wN9Ee8axdYUQM/IHUJgybovQNt1I/au2u2NSmAApXRNO4wasTWYovQQegF3XemCZ3kURTfodSlusPeg2ecbk5sZN9iqckEuJqH4HQBgPezTNJUi9Bptx0rBFhIDDkLqHUbnsqmVP6ptujcIV1gzLWzBKt5awiYYPcpw73Zew9tGMQqgDAiEEIFqP1kjhF2TCH8JQsGgZygThHZhNFPwLI+i6Aa9LsUNjlnnuNDNHOSylhhaPX37HWBG0TVew+raWI3diyxkwoHk2FT8Kdj8QoxmWqDcs4TaYvEoDvdu5zW8axTrGgOEJGO6iSKNe1EMNPJNFGn8wSi6QRp3okjjXhQl9poz9ccozgV6agyPojIlk5AAsEUMlPIgitMC5Z4lZcV6RdH5WRSRmyJuCAJhmAs0NqJnhaQZRV//sDcR2ahzgabJXfAsD6PoBkddin6/QPu4v3c3CJBa2Ydv9Xc/ty2u8RpjgQ4M4fxgLSJ7tJ60KpuNB7lZoF3uUbyxZLLRmwv0FcX7hznoC9LCWIGF8t22RQu5CPwP9rltiTsA5ZrmtiUh0QXP8jCKbnDULVxxGgydLD7fOfncthilA1zNt6nGHRh+mOMar3FsWwQbl/ODmsl2SvbzMCez07ctwmLNlDPNRzAt2RPdGJezN7ctbuclvGkUH1EDtoZ/xfNH3CLQ/Y8arAGV+DWUY37iP+a/iuJKtoR/xfNRrI1c/qjBNbIJfs042bmi+Ftc//i7wOSK4k+4ovgveW0UP37+jq94Nz59+Y4PuPhrXF+dvXgbrihefGuXjgkAAAAQBtk/tTV2QAYiVCRCRSJUJEJFIlQkQkUiVCRCRSJUJEJFIlQkQkUidtps+Q1gX2w9AAAAAElFTkSuQmCCAA==" width="500" /></p> <p> <b>Research institutes in Scotland:</b></p> <ol> <li> Edinburgh Science Triangle</li> <li> Elphinstone Research Centre</li> <li> Fisheries Research Services</li> <li> Fisheries Research Services Marine Laboratory</li> <li> Glasgow Cardiovascular Research Centre</li> <li> Glasgow Clinical Trials Unit</li> <li> James Hutton Institute</li> <li> Macaulay Institute</li> <li> Morden Research Institute</li> <li> National Engineering Laboratory</li> <li> Ness Foundation</li> <li> NHS Health Scotland</li> <li> Roslyn Institute</li> <li> Rewet Research Institute</li> <li> Sea Mammal Research Unit</li> <li> Strathclyde Institute of Pharmacy and Biomedical Sciences</li> <li> Wellcome Trust Centre for Gene Regulation and Expression</li> </ol> <p> <b> List of universities in Scotland:   </b>    </p> <ol> <li> University of the Highlands and Islands</li> <li> University of St Andrews</li> <li> University of Glasgow</li> <li> University of Aberdeen</li> <li> University of Edinburgh</li> <li> University of Strathclyd</li> <li> Heriot-Watt University</li> <li> University of Dundee</li> <li> University of Stirling</li> <li> Edinburgh Napier University</li> <li> The Robert Gordon University</li> <li> Glasgow Caledonian University</li> <li> University of Alberta Dundee</li> <li> Queen Margaret University</li> <li> University of the West of Scotland</li> </ol> <p -webkit-text-stroke-width:="" background-color:="" font-size:="" font-style:="" font-variant-caps:="" font-variant-ligatures:="" font-weight:="" helvetica="" letter-spacing:="" style="box-sizing: border-box; margin: 0px 0px 10px; color: rgb(51, 51, 51); font-family: " text-align:="" text-decoration-color:="" text-decoration-style:="" text-indent:="" text-transform:="" white-space:="" word-spacing:=""> <strong style="box-sizing: border-box; font-weight: 700;">DISCLAIMER </strong></p> <p -webkit-text-stroke-width:="" background-color:="" font-size:="" font-style:="" font-variant-caps:="" font-variant-ligatures:="" font-weight:="" helvetica="" letter-spacing:="" style="box-sizing: border-box; margin: 0px 0px 10px; color: rgb(51, 51, 51); font-family: " text-align:="" text-decoration-color:="" text-decoration-style:="" text-indent:="" text-transform:="" white-space:="" word-spacing:=""> The information developed in this report is intended only for the purpose of understanding the scope of hosting related international meetings at the respective locations. This information does not constitute managerial, legal or accounting advice, nor should it be considered as a corporate policy guide, laboratory manual or an endorsement of any product, as much of the information is speculative in nature. Conference Organizers take no responsibility for any loss or damage that might result from reliance on the reported information or from its use.</p> <p>  </p> <p>  </p> <p>  </p> </p> </div> <div id="section_Related Conferences"> <h3>Related Conferences</h3> <p> <p style="text-align: justify;"> <strong>Recommended Conferences</strong>: <a href="http://www.diabetesexpo.com/europe/abstract-submission.php">Diabetes Conferences</a> | <a href="http://www.diabetesexpo.com/europe/">Endocrinology Conferences</a> | <a href="http://www.diabetesexpo.com/europe/registration.php">Diabetes Meetings</a></p> <p style="text-align: justify;"> <strong>Related Conferences</strong>:</p> <p style="text-align: justify;"> 4<sup>th</sup> World Congress on <a href="https://publichealth.healthconferences.org/">Public Health and Nutrition</a> February 25-27, 2019 | Berlin, Germany; 4<sup>th</sup> International Conference on <a href="https://generalpractice.insightconferences.com/">General Practice & Primary Care</a> April 15-16, 2019 | Berlin, Germany; 5<sup>th</sup> World Congress on <a href="https://healtheconomics.healthconferences.org/">Health Economics, Health Policy and Healthcare Management</a> October 14-15, 2019 | Warsaw, Poland; 30<sup>th</sup> <a href="http://diabetesmeeting.conferenceseries.com/">Prevention of Diabetes and Complications Conferences</a> October 21-22, 2019 | Zurich, Switzerland; 12<sup>th</sup> International Conference on <a href="https://www.diabetesexpo.com/europe/registration.php">Advanced Technologies</a> & <a href="https://www.diabetesexpo.com/europe/abstract-submission.php">Treatments for Diabetes</a> February 20 -23, 2019 | Berlin, Germany; 7<sup>th</sup> Asia Pacific Congress on <a href="http://www.diabetesexpo.com/europe">Controversies to Consensus in Diabetes, Obesity and Hypertension</a> May 10-11, 2019 | Shanghai, China; 3<sup>rd</sup> Edition of the <a href="https://www.diabetesexpo.com/europe">Diabetes and Endocrinology conference</a> May 30-31, 2019 | Nice, France; <a href="https://www.diabetesexpo.com/europe/registration.php">Diabetes & Endocrinology</a>: What New and what Next April 12-13, 2019 | Rome, Italy</p> <p style="text-align: justify;"> <strong>Related Societies: </strong></p> <p style="text-align: justify;"> <strong>USA:</strong> <a href="http://www.diabetesexpo.com/europe/">American Association of Diabetes Educators</a> | <a href="http://www.diabetesexpo.com/europe/abstract-submission.php">American Diabetes Association</a> | <a href="http://www.diabetesexpo.com/europe/registration.php">Canadian Diabetes Association</a> | <a href="http://www.diabetesexpo.com/europe/organizing-committee.php">American Association for Clinical Endocrinology</a> | <a href="http://www.diabetesexpo.com/europe/">Diabetes Canada</a></p> <p style="text-align: justify;"> <strong>Europe:</strong> <a href="http://www.diabetesexpo.com/europe/">European Society of Endocrinology</a> | <a href="http://www.diabetesexpo.com/europe/abstract-submission.php">Central European Diabetes Association</a> | <a href="http://www.diabetesexpo.com/europe/registration.php">FAND - Italian Association of Diabetics</a> | <a href="http://www.diabetesexpo.com/europe/organizing-committee.php">Italian Association for the Defence of the Interests of Diabetics</a> | <a href="http://www.diabetesexpo.com/europe/">International Diabetes Federation- Italy</a></p> <p style="text-align: justify;"> <strong>Asia-Pacific:</strong> <a href="http://www.diabetesexpo.com/europe/">Australian Diabetes Society</a> | <a href="http://www.diabetesexpo.com/europe/abstract-submission.php">Asian Association for the Study of Diabetes</a> | <a href="http://www.diabetesexpo.com/europe/registration.php">Diabetes Association of Nigeria</a> | <a href="http://www.diabetesexpo.com/europe/organizing-committee.php">Diabetes Association of the Republic of China</a> | <a href="http://www.diabetesexpo.com/europe/">Asian Diabetic Association</a></p> </p> </div> <div id="section_pcontent"> <h3>Past Conference Report</h3> <p><b>Diabetes Europe 2018</b></br><p style="text-align: justify;"> Thanks to all our momentous speakers, delegates, and all the conference attendees contributed for the success of <strong>27<sup>th</sup> European Diabetes Congress </strong>(<strong>Euro Diabetes 2018</strong>) convoked by <strong>Conference Series LLC Ltd</strong> during <strong>June 20-21, 2018 </strong>was successfully held at <strong>Embassy suites Rome, Italy </strong>with a theme <em>“New technologies and practical approaches in the field of diabetes and endocrine disorders”</em> was a great success where eminent keynote speakers from various reputed institutions with their resplendent presence addressed the gathering.</p> <p style="text-align: justify;"> <strong>Euro Diabetes 2018 </strong>witnessed an amalgamation of peerless speakers who enlightened the crowd with their knowledge and confabulated on various new-fangled topics related to the fields of Endocrinology, Diabetes, Pediatrics, and Surgery.</p> <p style="text-align: justify;"> The meeting was carried out through various sessions, in which the discussions were held on the following major scientific tracks:</p> <ul> <li style="text-align: justify;"> Diabetes Research in Clinical Practice</li> <li style="text-align: justify;"> Diabetes mellitus type 1</li> <li style="text-align: justify;"> Diabetes mellitus type 2</li> <li style="text-align: justify;"> Diabetic Disorders and Treatment</li> <li style="text-align: justify;"> Diabetes Advanced Technologies</li> <li style="text-align: justify;"> Gestational Diabetes</li> <li style="text-align: justify;"> Stem Cell treatment in Diabetes</li> <li style="text-align: justify;"> Diabetes Ophthalmology</li> <li style="text-align: justify;"> Endocrinology & Diabetes: Diseases & Disorders</li> <li style="text-align: justify;"> Thyroid Disorders in Children, Teens and Adolescents</li> <li style="text-align: justify;"> Advances in Endocrinology Metabolism</li> <li style="text-align: justify;"> Treatment and Diagnosis of Endocrine Diseases</li> <li style="text-align: justify;"> Case Reports and Others</li> <li style="text-align: justify;"> Ketogenic Diet for Diabetes</li> </ul> <p style="text-align: justify;"> Euro Diabetes 2018 Organizing Committee would like to thank the Moderators of the conference, <strong>Speech by Anna Archvadz, Tbilisi State Medical University, Georgia </strong>and <strong>Suman Mishra, Massey University, and New Zeland</strong> who has contributed a lot for the smooth functioning of this event.</p> <p style="text-align: justify;"> <strong>Euro Diabetes 2018 </strong>extends its warm gratitude to all the Honourable Guest and Keynote Speakers of the event:</p> <ul style="list-style-type:circle;"> <li style="text-align: justify;"> <strong>Dr.Douglas N Ishii</strong>, Colorado State University, USA .</li> <li style="text-align: justify;"> <strong>Dr Serge P Bottari,</strong> University Grenoble Alpes, France .</li> <li style="text-align: justify;"> <strong>Dr Gerald C Hsu</strong>, eclaireMD Foundation, USA .</li> <li style="text-align: justify;"> <strong>Dr Mikhail G Kolonin, </strong>University of Texas, USA.</li> </ul> <p style="text-align: justify;"> Conference Series LLC Ltd is privileged to felicitate Euro Diabetes 2018 Organizing Committee, Chairs & Co-Chairs who supported for the success of this event. Conference Series LLC would like to thank every individual participant for the enormous exquisite response. This inspires us to continue organizing events and conferences for further research in the field of Diabetes.</p> <p style="text-align: justify;"> With the valuable feedback received from the participants of Euro Diabetes 2018, Conference Series LLC Ltd is glad to announce the commencement of “<strong>28<sup>th</sup> European Diabetes Congress </strong>during <strong>July 17-18, 2019</strong><strong> </strong>at<strong> Edinburgh, Scotland</strong>. We welcome all the eminent researchers, students and delegate participants to take part in this upcoming conference to witness invaluable scientific discussions and contribute to the future innovations in the field of managing diabetes and its concomitant risk factors.</p> <p style="text-align: justify;">  </p> <br><a href='https://www.conferenceseries.com/Past_Reports/diabetes-europe-2018-past' target="_blank"><span class="btn btn-warning btn-xs">Past Reports</span></a>  <a href='https://www.conferenceseries.com/Past_Reports/diabetes-europe-2018-gallery' target="_blank"><span class="btn btn-warning btn-xs">Gallery</span></a>   </br></br></p> </div> </div> </div> </div> </div>  <div class="well well-sm offer"> <div class="conf-available padding-sm"> <h3 class="h5 bg-success-gradient padding-lg text-white text-center">To Collaborate Scientific Professionals around the World</h3> <div class="conf-available-sub"> <div> <p class="padding-lg">Conference Date <span><em>July 17-18, 2019</em></span></p> </div> <div> <p class="padding-lg"><em>For Sponsors & Exhibitors</em></p> <p><a href="mailto:sponsor@conferenceseries.com" title="sponsor@conferenceseries.com">sponsor@conferenceseries.com</a></p> </div> <div class="clearfix"> <p><em>Speaker Opportunity</em></p> </div> <div class="clearfix"> <a href="abstract-submission.php" title="Poster Competition" class="col-md-6">Poster Opportunity</a> <a href="abstract-submission.php" title="E-Poster Competition" class="col-md-6">E-Poster Opportunity</a> </div> </div> </div> </div>   <div class="row"> <div class="col-md-6"> <div class="useful-links"> <h3 class="bg-success-gradient text-center text-uppercase text-white h4 padding-lg margin-zero"><span class="glyphicon glyphicon-link"></span> Useful Links</h3> <div class="list-group show"> </div> </div>   <div class="previous-conferences"> <h3 class="bg-success-gradient text-center text-uppercase text-white h4 padding-lg margin-zero">Past Conference Report</h3> <div class="list-group show"> <a href="https://www.conferenceseries.com/Past_Reports/diabetes-europe-2018-past" title="Diabetes Europe 2018 Report" target="_blank" class="list-group-item">Diabetes Europe 2018 Report</a> <a href="https://www.conferenceseries.com/Past_Reports/diabetes-expo-europe-2019-gallery" class="list-group-item" title="Diabetes Europe 2018 Gallery" target="_blank">Diabetes Europe 2018 Gallery</a> <a href="https://www.omicsonline.org/ArchiveJDM/euro-diabetes-2018-proceedings.php" title="Diabetes Europe 2018 Proceedings" target="_blank" class="list-group-item">Diabetes Europe 2018 Proceedings</a> <a href="https://diabetesexpo.com/europe/2018" title="Diabetes Europe 2018 Conference" target="_blank" class="list-group-item">Diabetes Europe 2018 Conference</a> </div> </div>  </div> <div class="col-md-6">  <div class="supportedBy"> <h3 class="bg-success-gradient text-center text-uppercase text-white h4 padding-lg margin-zero">Supported By</h3> <div class="list-group show"> <a href="https://www.omicsonline.org/diabetes-metabolism.php" target="_blank" title="Journal of Diabetes & Metabolism" class="list-group-item">Journal of Diabetes & Metabolism</a> <a href="https://www.omicsgroup.org/journals/pancreatic-disorders-therapy.php" target="_blank" title="Pancreatic Disorders & Therapy" class="list-group-item">Pancreatic Disorders & Therapy</a> <a href="https://www.omicsonline.org/steroids-hormonal-science.php" target="_blank" title="Journal of Steroids & Hormonal Science" class="list-group-item">Journal of Steroids & Hormonal Science</a> <p class="list-group-item">All accepted abstracts will be published in respective Conference Series International Journals.</p> <p class="digital-identifier list-group-item">Abstracts will be provided with Digital Object Identifier by</p> </div> </div>  </div> </div> </div> <aside class="col-md-3">    <div> <a href="advertising.php" class="full-width-img subconf_add_banner"><img 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title="Insulin Medication">Insulin Medication</a></li> </ul> <ul> <li class="list-group-item"><a href="https://diabetesexpo.com/europe/events-list/ketogenic-diet-for-diabetes" title="Ketogenic Diet for Diabetes">Ketogenic Diet for Diabetes</a></li> </ul> <ul> <li class="list-group-item"><a href="https://diabetesexpo.com/europe/events-list/endocrinology-and-diabetes" title="Endocrinology and Diabetes">Endocrinology and Diabetes</a></li> </ul> </div> </section>  <div class="imp-highlights-main"> </div>    <a class="twitter-timeline" data-width="350" data-height="250" data-theme="dark" href="https://twitter.com/NareshB32530779?ref_src=twsrc%5Etfw">Tweets by conferenceseries</a> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>    <br> <div class="journals"> <h2 class="bg-success-gradient text-center text-uppercase text-white h4 padding-lg margin-zero">Supported Journals</h2> <div id="carousel-journals" class="carousel slide" data-ride="carousel"> <div 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<option value="Panama">Panama</option> <option value="Papua New Guinea">Papua New Guinea</option> <option value="Paraguay">Paraguay</option> <option value="Peru">Peru</option> <option value="Philippines">Philippines</option> <option value="Pitcairn">Pitcairn</option> <option value="Poland">Poland</option> <option value="Portugal">Portugal</option> <option value="Qatar">Qatar</option> <option value="Reunion">Reunion</option> <option value="Romania">Romania</option> <option value="Russian Federation">Russian Federation</option> <option value="Rwanda">Rwanda</option> <option value="S. Georgia and S. Sandwich Isls.">S. Georgia and S. Sandwich Isls.</option> <option value="Saint Kitts and Nevis">Saint Kitts and Nevis</option> <option value="Saint Lucia">Saint Lucia</option> <option value="Saint Vincent and The Grenadines">Saint Vincent and The Grenadines</option> <option value="Samoa">Samoa</option> <option value="San Marino">San Marino</option> <option value="Sao Tome and Principe">Sao Tome and Principe</option> <option value="Saudi Arabia">Saudi Arabia</option> <option value="Senegal">Senegal</option> <option value="Serbia">Serbia</option> <option value="Seychelles">Seychelles</option> <option value="Sierra Leone">Sierra Leone</option> <option value="Singapore">Singapore</option> <option value="Slovak Republic">Slovak Republic</option> <option value="Slovenia">Slovenia</option> <option value="Solomon Islands">Solomon Islands</option> <option value="Somalia">Somalia</option> <option value="South Africa">South Africa</option> <option value="Spain">Spain</option> <option value="Sri Lanka">Sri Lanka</option> <option value="St. Helena">St. Helena</option> <option value="St. Pierre and Miquelon">St. Pierre and Miquelon</option> <option value="Sudan">Sudan</option> <option value="Suriname">Suriname</option> <option value="Svalbard and Jan Mayen Islands">Svalbard and Jan Mayen Islands</option> <option value="Swaziland">Swaziland</option> <option value="Sweden">Sweden</option> <option value="Switzerland">Switzerland</option> <option value="Syria">Syria</option> <option value="Taiwan">Taiwan</option> <option value="Tajikistan">Tajikistan</option> <option value="Tanzania">Tanzania</option> <option value="Thailand">Thailand</option> <option value="Togo">Togo</option> <option value="Tokelau">Tokelau</option> <option value="Tonga">Tonga</option> <option value="Trinidad and Tobago">Trinidad and Tobago</option> <option value="Tunisia">Tunisia</option> <option value="Turkey">Turkey</option> <option value="Turkmenistan">Turkmenistan</option> <option value="Turks and Caicos Islands">Turks and Caicos Islands</option> <option value="Tuvalu">Tuvalu</option> <option value="US Minor Outlying Islands">US Minor Outlying Islands</option> <option value="Uganda">Uganda</option> <option value="Ukraine">Ukraine</option> <option value="United Arab Emirates">United Arab Emirates</option> <option value="United Kingdom">United Kingdom</option> <option value="United States">United States</option> <option value="Uruguay">Uruguay</option> <option value="Uzbekistan">Uzbekistan</option> <option value="Vanuatu">Vanuatu</option> <option value="Vatican City State (Holy See)">Vatican City State (Holy See)</option> <option value="Venezuela">Venezuela</option> <option value="Viet Nam">Viet Nam</option> <option value="Virgin Islands (British)">Virgin Islands (British)</option> <option value="Wallis and Futuna Islands">Wallis and Futuna Islands</option> <option value="Western Sahara">Western Sahara</option> <option value="Yemen">Yemen</option> <option value="Yugoslavia">Yugoslavia</option> <option value="Zaire">Zaire</option> <option value="Zambia">Zambia</option> <option value="Zimbabwe">Zimbabwe</option> </select> </div> </div> <div class="form-group"> <label for="inputSubject" class="col-sm-2 control-label">Material Type</label> <div class="col-sm-10"> <select class="form-control" name="MaterialType" id="MaterialType" required=""> <option value="">Select Material Type</option> <option value="Proceedings (Souvenir) - Hard Copy">Proceedings (Souvenir) - Hard Copy</option> <option value="Proceedings (Souvenir) - Soft Copy">Proceedings (Souvenir) - Soft Copy</option> <option value="Attendees List & Contacts">Attendees List & Contacts</option> <option value="Post Conference Networking">Post Conference Networking</option> <option value="Conference Photos Gallery">Conference Photos Gallery</option> </select> </div> </div> <div class="form-group"> <label for="inputMessage" class="col-sm-2 control-label">Message</label> <div class="col-sm-10"> <textarea class="form-control" rows="3" name="inputMessage" id="inputMessage" name="message" Placeholder="Enter Your Message Here"></textarea> </div> </div> <div class="form-group"> <p class="text-center"><button type="button" id="purchaseTodayBtn" class="btn btn-success">Submit</button><button type="button" class="btn btn-default" data-dismiss="modal">Close</button></p> </div> </form> </div> </div> </div> </div> <script> $(document).ready(function(){ var Emailfilter = /^([a-zA-Z0-9_\.\-])+\@(([a-zA-Z0-9\-])+\.)+([a-zA-Z0-9]{2,4})+$/; $('#purchaseTodayBtn').click(function(event){ event.preventDefault(); var postData = { 'conference_name' : $('#purchaseToday input[id=conference_name]').val(), 'conference_url' : $('#purchaseToday input[id=conference_url]').val(), 'conference_email' : $('#purchaseToday input[id=conference_email]').val(), 'inputName' : $('#purchaseToday input[id=inputName]').val(), 'inputEmail' : $('#purchaseToday input[id=inputEmail]').val(), 'inputMobile' : $('#purchaseToday input[id=inputMobile]').val(), 'inputCountry' : $('#purchaseToday select[id=Country]').val(), 'materialType' : $('#purchaseToday select[id=MaterialType]').val(), 'inputMessage' : $('#purchaseToday textarea[id=inputMessage]').val(), 'confId' : $('#purchaseToday input[id=confId]').val(), 'country' : $('#purchaseToday input[id=conference_country]').val() } if (postData.inputName=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Name Required.</font>'); } else if (postData.inputEmail=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Email Required.</font>'); } else if (!Emailfilter.test(postData.inputEmail)) { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Invalid Email.</font>'); } else if (postData.inputMobile=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Mobile Number Required.</font>'); } else if (postData.inputCountry=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Country Required.</font>'); } else if (postData.materialType=='') { $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Material Type Required.</font>'); } else { $('#materials_msg').html(""); $.ajax({ url:'http://diabetesexpo.com/europe/purchase_materials.php', type:'post', data:postData, success: function(response){ if(response==1){ $('#purchase_form').html('<p style="color:green;font-weight:bold; font-size:20px; text-align:center;">Thanks for contacting us for purchasing,<br/> we will get back to you soon from </p><a id="contact_mail" href="mailto:' + postData.conference_email + '">' + postData.conference_email + '</a>'); }else{ $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Sorry! Something went wrong! Try again!</font>'); } }, error:function(response){ $('#materials_msg').html('<font style="color:red;font-weight:bolder;">Sorry! Something went wrong! Try again!</font>'); } }); } }); }); </script> <div class="modal fade" id="customisedSponsorship" tabindex="-1" role="dialog"> <div class="modal-dialog" role="document"> <div class="modal-content"> <div class="modal-header"> <button type="button" class="close" data-dismiss="modal" aria-label="Close"><span aria-hidden="true">×</span></button> <h3 class="modal-title text-center">Customised Sponsorship</h3> <div id="sponsorship_msg" class="span12 text-center"></div> </div> <div class="modal-body" id="contact_form"> <p class="text-center text-success"><strong>Please fill the form. we will get back you soon.</strong></p> <form class="form-horizontal" id="sponsorship_form"> <input type="hidden" name="conference_url" id="conference_url" value=""> <input type="hidden" name="conference_country" id="conference_country" value=""> <input type="hidden" name="conference_name" id="conference_name" value="" /> <input type="hidden" name="conference_email" id="conference_email" value="eurodiabetes@brainstormingmeetings.com" /> <input type="hidden" name="confId" id="confId" value="4609" /> <div class="form-group"> <label for="inputName" class="col-sm-2 control-label">Name</label> <div class="col-sm-10"> <input type="name" class="form-control" name="inputName" id="inputName" placeholder="Enter Your Name Here" name="name" required="required"> </div> </div> <div class="form-group"> <label for="inputEmail" class="col-sm-2 control-label">Email</label> <div class="col-sm-10"> <input type="email" class="form-control" name="inputEmail" id="inputEmail" placeholder="Enter Your Email Address Here" name="email" required="required"> </div> </div> <div class="form-group"> <label for="inputMobile" class="col-sm-2 control-label">Mobile Number</label> <div class="col-sm-10"> <input type="text" class="form-control" name="inputMobile" id="inputMobile" placeholder="Enter Your Mobile Number Here" name="mobile" required="required"> </div> </div> <div class="form-group"> <label for="inputMobile" class="col-sm-2 control-label">Country</label> <div class="col-sm-10"> <select class="form-control" name="Country" id="Country" required=""> <option value="">Select country</option> <option value="United States">United States</option> <option value="United Kingdom">United Kingdom</option> <option value="Afghanistan">Afghanistan</option> <option value="Albania">Albania</option> <option value="Algeria">Algeria</option> <option value="American Samoa">American Samoa</option> <option value="Andorra">Andorra</option> <option value="Angola">Angola</option> <option value="Anguilla">Anguilla</option> <option value="Antarctica">Antarctica</option> <option value="Antigua and Barbuda">Antigua and Barbuda</option> <option value="Argentina">Argentina</option> <option value="Armenia">Armenia</option> <option value="Aruba">Aruba</option> <option value="Australia">Australia</option> <option value="Austria">Austria</option> <option value="Azerbaijan">Azerbaijan</option> <option value="Bahamas">Bahamas</option> <option value="Bahrain">Bahrain</option> <option value="Bangladesh">Bangladesh</option> <option value="Barbados">Barbados</option> <option value="Belarus">Belarus</option> <option value="Belgium">Belgium</option> <option value="Belize">Belize</option> <option value="Benin">Benin</option> <option value="Bermuda">Bermuda</option> <option value="Bhutan">Bhutan</option> <option value="Bolivia">Bolivia</option> <option value="Bosnia and Herzegovina">Bosnia and Herzegovina</option> <option value="Botswana">Botswana</option> <option value="Bouvet Island">Bouvet Island</option> <option value="Brazil">Brazil</option> <option value="British Indian Ocean Territory">British Indian Ocean Territory</option> <option value="Brunei Darussalam">Brunei Darussalam</option> <option value="Bulgaria">Bulgaria</option> <option value="Burkina Faso">Burkina Faso</option> <option value="Burundi">Burundi</option> <option value="Cambodia">Cambodia</option> <option value="Cameroon">Cameroon</option> <option value="Canada">Canada</option> <option value="Canadian Nunavut Territory">Canadian Nunavut Territory</option> <option value="Cape Verde">Cape Verde</option> <option value="Cayman Islands">Cayman Islands</option> <option value="Central African Republic">Central African Republic</option> <option value="Chad">Chad</option> <option value="Chile">Chile</option> <option value="China">China</option> <option value="Christmas Island">Christmas Island</option> <option value="Cocos (Keeling Islands)">Cocos (Keeling Islands)</option> <option value="Colombia">Colombia</option> <option value="Comoros">Comoros</option> <option value="Congo">Congo</option> <option value="Cook Islands">Cook Islands</option> <option value="Costa Rica">Costa Rica</option> <option value="Cote D'Ivoire (Ivory Coast)">Cote D'Ivoire (Ivory Coast)</option> <option value="Croatia (Hrvatska)">Croatia (Hrvatska)</option> <option value="Cuba">Cuba</option> <option value="Cyprus">Cyprus</option> <option value="Czech Republic">Czech Republic</option> <option value="Denmark">Denmark</option> <option value="Djibouti">Djibouti</option> <option value="Dominica">Dominica</option> <option value="Dominican Republic">Dominican Republic</option> <option value="East Timor">East Timor</option> <option value="Ecuador">Ecuador</option> <option value="Egypt">Egypt</option> <option value="El Salvador">El Salvador</option> <option value="Equatorial Guinea">Equatorial Guinea</option> <option value="Eritrea">Eritrea</option> <option value="Estonia">Estonia</option> <option value="Ethiopia">Ethiopia</option> <option value="Falkland Islands (Malvinas)">Falkland Islands (Malvinas)</option> <option value="Faroe Islands">Faroe Islands</option> <option value="Fiji">Fiji</option> <option value="Finland">Finland</option> <option value="France">France</option> <option value="France, Metropolitan">France, Metropolitan</option> <option value="French Guiana">French Guiana</option> <option value="French Polynesia">French Polynesia</option> <option value="French Southern Territories">French Southern Territories</option> <option value="Gabon">Gabon</option> <option value="Gambia">Gambia</option> <option value="Georgia">Georgia</option> <option value="Germany">Germany</option> <option value="Ghana">Ghana</option> <option value="Gibraltar">Gibraltar</option> <option value="Greece">Greece</option> <option value="Greenland">Greenland</option> <option value="Grenada">Grenada</option> <option value="Guadeloupe">Guadeloupe</option> <option value="Guam">Guam</option> <option value="Guatemala">Guatemala</option> <option value="Guinea">Guinea</option> <option value="Guinea-Bissau">Guinea-Bissau</option> <option value="Guyana">Guyana</option> <option value="Haiti">Haiti</option> <option value="Heard and McDonald Islands">Heard and McDonald Islands</option> <option value="Honduras">Honduras</option> <option value="Hong Kong">Hong Kong</option> <option value="Hungary">Hungary</option> <option value="Iceland">Iceland</option> <option value="India">India</option> <option value="Indonesia">Indonesia</option> <option value="Iran">Iran</option> <option value="Iraq">Iraq</option> <option value="Ireland">Ireland</option> <option value="Israel">Israel</option> <option value="Italy">Italy</option> <option value="Jamaica">Jamaica</option> <option value="Japan">Japan</option> <option value="Jordan">Jordan</option> <option value="Kazakhstan">Kazakhstan</option> <option value="Kenya">Kenya</option> <option value="Kiribati">Kiribati</option> <option value="Korea (North)">Korea (North)</option> <option value="Korea (South)">Korea (South)</option> <option value="Kuwait">Kuwait</option> <option value="Kyrgyzstan">Kyrgyzstan</option> <option value="Laos">Laos</option> <option value="Latvia">Latvia</option> <option value="Lebanon">Lebanon</option> <option value="Lesotho">Lesotho</option> <option value="Liberia">Liberia</option> <option value="Libya">Libya</option> <option value="Liechtenstein">Liechtenstein</option> <option value="Lithuania">Lithuania</option> <option value="Luxembourg">Luxembourg</option> <option value="Macau">Macau</option> <option value="Macedonia">Macedonia</option> <option value="Madagascar">Madagascar</option> <option value="Malawi">Malawi</option> <option value="Malaysia">Malaysia</option> <option value="Maldives">Maldives</option> <option value="Mali">Mali</option> <option value="Malta<">Malta</option> <option value="Marshall Islands">Marshall Islands</option> <option value="Martinique">Martinique</option> <option value="Mauritania">Mauritania</option> <option value="Mauritius">Mauritius</option> <option value="Mayotte">Mayotte</option> <option value="Mexico">Mexico</option> <option value="Micronesia">Micronesia</option> <option value="Moldova">Moldova</option> <option value="Monaco">Monaco</option> <option value="Mongolia">Mongolia</option> <option value="Montserrat">Montserrat</option> <option value="Morocco">Morocco</option> <option value="Mozambique">Mozambique</option> <option value="Myanmar">Myanmar</option> <option value="Namibia">Namibia</option> <option value="Nauru">Nauru</option> <option value="Nepal">Nepal</option> <option value="Netherlands">Netherlands</option> <option value="Netherlands Antilles">Netherlands Antilles</option> <option value="New Caledonia">New Caledonia</option> <option value="New Zealand">New Zealand</option> <option value="Nicaragua">Nicaragua</option> <option value="Niger">Niger</option> <option value="Nigeria">Nigeria</option> <option value="Niue">Niue</option> <option value="Norfolk Island">Norfolk Island</option> <option value="Northern Mariana Islands">Northern Mariana Islands</option> <option value="Norway">Norway</option> <option value="Oman">Oman</option> <option value="Pakistan">Pakistan</option> <option value="Palestine">Palestine</option> <option value="Palau">Palau</option> <option value="Palestine">Palestine</option> <option value="Panama">Panama</option> <option value="Papua New Guinea">Papua New Guinea</option> <option value="Paraguay">Paraguay</option> <option value="Peru">Peru</option> <option value="Philippines">Philippines</option> <option value="Pitcairn">Pitcairn</option> <option value="Poland">Poland</option> <option value="Portugal">Portugal</option> <option value="Qatar">Qatar</option> <option value="Reunion">Reunion</option> <option value="Romania">Romania</option> <option value="Russian Federation">Russian Federation</option> <option value="Rwanda">Rwanda</option> <option value="S. Georgia and S. Sandwich Isls.">S. Georgia and S. Sandwich Isls.</option> <option value="Saint Kitts and Nevis">Saint Kitts and Nevis</option> <option value="Saint Lucia">Saint Lucia</option> <option value="Saint Vincent and The Grenadines">Saint Vincent and The Grenadines</option> <option value="Samoa">Samoa</option> <option value="San Marino">San Marino</option> <option value="Sao Tome and Principe">Sao Tome and Principe</option> <option value="Saudi Arabia">Saudi Arabia</option> <option value="Senegal">Senegal</option> <option value="Serbia">Serbia</option> <option value="Seychelles">Seychelles</option> <option value="Sierra Leone">Sierra Leone</option> <option value="Singapore">Singapore</option> <option value="Slovak Republic">Slovak Republic</option> <option value="Slovenia">Slovenia</option> <option value="Solomon Islands">Solomon Islands</option> <option value="Somalia">Somalia</option> <option value="South Africa">South Africa</option> <option value="Spain">Spain</option> <option value="Sri Lanka">Sri Lanka</option> <option value="St. Helena">St. Helena</option> <option value="St. Pierre and Miquelon">St. Pierre and Miquelon</option> <option value="Sudan">Sudan</option> <option value="Suriname">Suriname</option> <option value="Svalbard and Jan Mayen Islands">Svalbard and Jan Mayen Islands</option> <option value="Swaziland">Swaziland</option> <option value="Sweden">Sweden</option> <option value="Switzerland">Switzerland</option> <option value="Syria">Syria</option> <option value="Taiwan">Taiwan</option> <option value="Tajikistan">Tajikistan</option> <option value="Tanzania">Tanzania</option> <option value="Thailand">Thailand</option> <option value="Togo">Togo</option> <option value="Tokelau">Tokelau</option> <option value="Tonga">Tonga</option> <option value="Trinidad and Tobago">Trinidad and Tobago</option> <option value="Tunisia">Tunisia</option> <option value="Turkey">Turkey</option> <option value="Turkmenistan">Turkmenistan</option> <option value="Turks and Caicos Islands">Turks and Caicos Islands</option> <option value="Tuvalu">Tuvalu</option> <option value="US Minor Outlying Islands">US Minor Outlying Islands</option> <option value="Uganda">Uganda</option> <option value="Ukraine">Ukraine</option> <option value="United Arab Emirates">United Arab Emirates</option> <option value="United Kingdom">United Kingdom</option> <option value="United States">United States</option> <option value="Uruguay">Uruguay</option> <option value="Uzbekistan">Uzbekistan</option> <option value="Vanuatu">Vanuatu</option> <option value="Vatican City State (Holy See)">Vatican City State (Holy See)</option> <option value="Venezuela">Venezuela</option> <option value="Viet Nam">Viet Nam</option> <option value="Virgin Islands (British)">Virgin Islands (British)</option> <option value="Wallis and Futuna Islands">Wallis and Futuna Islands</option> <option value="Western Sahara">Western Sahara</option> <option value="Yemen">Yemen</option> <option value="Yugoslavia">Yugoslavia</option> <option value="Zaire">Zaire</option> <option value="Zambia">Zambia</option> <option value="Zimbabwe">Zimbabwe</option> </select> </div> </div> <div class="form-group"> <label for="inputSubject" class="col-sm-2 control-label">Category Type</label> <div class="col-sm-10"> <select class="form-control" name="SponsorType" id="SponsorType" required=""> <option value="">Select Your Category</option> <option value="Young Researcher Awards Sponsor">Young Researcher Awards Sponsor</option> <option value="Best Poster Award Sponsor">Best Poster Award Sponsor</option> <option value="Keynote Forum Sponsor">Keynote Forum Sponsor</option> <option value="Speaker Forum">Speaker Forum</option> <option value="Program Sponsor">Program Sponsor</option> <option value="Coffee Break Sponsor">Coffee Break Sponsor</option> <option value="Luncheon Sponsor">Luncheon Sponsor</option> <option value="Pre Conference Dinner Sponsor ">Pre Conference Dinner Sponsor </option> <option value="Backdrop Sponsor">Backdrop Sponsor</option> <option value="Souvenir Sponsor">Souvenir Sponsor</option> <option value="Conference Kit Sponsor">Conference Kit Sponsor</option> <option value="Podium Sponsor">Podium Sponsor</option> <option value="Lanyard Sponsor">Lanyard Sponsor</option> <option value="Add Sponsor (In Souvenir)">Add Sponsor (In Souvenir)</option> </select> </div> </div> <div class="form-group"> <label for="inputMessage" class="col-sm-2 control-label">Message</label> <div class="col-sm-10"> <textarea class="form-control" rows="3" name="inputMessage" id="inputMessage" name="message" Placeholder="Enter Your Message Here"></textarea> </div> </div> <div class="form-group"> <p class="text-center"><button type="button" id="sponsorshipBtn" class="btn btn-success">Submit</button><button type="button" class="btn btn-default" data-dismiss="modal">Close</button></p> </div> </form> </div> </div> </div> </div> <script> $(document).ready(function(){ var Emailfilter = /^([a-zA-Z0-9_\.\-])+\@(([a-zA-Z0-9\-])+\.)+([a-zA-Z0-9]{2,4})+$/; $('#sponsorshipBtn').click(function(event){ event.preventDefault(); var postData = { 'conference_name' : $('#customisedSponsorship input[id=conference_name]').val(), 'conference_url' : $('#customisedSponsorship input[id=conference_url]').val(), 'conference_email' : $('#customisedSponsorship input[id=conference_email]').val(), 'inputName' : $('#customisedSponsorship input[id=inputName]').val(), 'inputEmail' : $('#customisedSponsorship input[id=inputEmail]').val(), 'inputMobile' : $('#customisedSponsorship input[id=inputMobile]').val(), 'inputCountry' : $('#customisedSponsorship select[id=Country]').val(), 'sponsorType' : $('#customisedSponsorship select[id=SponsorType]').val(), 'inputMessage' : $('#customisedSponsorship textarea[id=inputMessage]').val(), 'confId' : $('#customisedSponsorship input[id=confId]').val(), 'country' : $('#customisedSponsorship input[id=conference_country]').val() } if (postData.inputName=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Name Required.</font>'); } else if (postData.inputEmail=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Email Required.</font>'); } else if (!Emailfilter.test(postData.inputEmail)) { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Invalid Email.</font>'); } else if (postData.inputMobile=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Mobile Number Required.</font>'); } else if (postData.inputCountry=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Country Required.</font>'); } else if (postData.SponsorType=='') { $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Sponsor Type Required.</font>'); } else { $('#sponsorship_msg').html(""); $.ajax({ url:'http://diabetesexpo.com/europe/customised_sponsorship.php', type:'post', data:postData, success: function(response){ if(response==1){ $('#sponsorship_form').html('<p style="color:green;font-weight:bold; font-size:20px; text-align:center;">Thanks for contacting us for customied sporsorship,<br/> we will get back to you soon from </p><a id="contact_mail" href="mailto:' + postData.conference_email + '">' + postData.conference_email + '</a>'); }else{ $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Sorry! Something went wrong! Try again!</font>'); } }, error:function(response){ $('#sponsorship_msg').html('<font style="color:red;font-weight:bolder;">Sorry! Something went wrong! Try again!</font>'); } }); } }); }); </script> <div class="modal fade" id="callForWebinars" tabindex="-1" role="dialog"> <div class="modal-dialog" role="document"> <div class="modal-content"> <div class="modal-header"> <button type="button" class="close" data-dismiss="modal" aria-label="Close"><span aria-hidden="true">×</span></button> <h3 class="modal-title text-center">Download Call for Webinars</h3> <div id="webinar_msg" class="span12 text-center"></div> </div> <div class="modal-body" id="call_for_webinar_form"> <p class="text-center text-success"><strong>Please fill the form to download Call for Webinars.</strong></p> <form class="form-horizontal" id="enquiry_form"> <input type="hidden" name="conference_url" id="conference_url" value=""> <input type="hidden" name="conference_country" id="conference_country" value=""> <input type="hidden" name="conference_name" id="conference_name" value="" /> <input type="hidden" name="conference_email" id="conference_email" 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value="Australia">Australia</option> <option value="Austria">Austria</option> <option value="Azerbaijan">Azerbaijan</option> <option value="Bahamas">Bahamas</option> <option value="Bahrain">Bahrain</option> <option value="Bangladesh">Bangladesh</option> <option value="Barbados">Barbados</option> <option value="Belarus">Belarus</option> <option value="Belgium">Belgium</option> <option value="Belize">Belize</option> <option value="Benin">Benin</option> <option value="Bermuda">Bermuda</option> <option value="Bhutan">Bhutan</option> <option value="Bolivia">Bolivia</option> <option value="Bosnia and Herzegovina">Bosnia and Herzegovina</option> <option value="Botswana">Botswana</option> <option value="Bouvet Island">Bouvet Island</option> <option value="Brazil">Brazil</option> <option value="British Indian Ocean Territory">British Indian Ocean Territory</option> <option value="Brunei Darussalam">Brunei Darussalam</option> <option value="Bulgaria">Bulgaria</option> <option value="Burkina Faso">Burkina Faso</option> <option value="Burundi">Burundi</option> <option value="Cambodia">Cambodia</option> <option value="Cameroon">Cameroon</option> <option value="Canada">Canada</option> <option value="Canadian Nunavut Territory">Canadian Nunavut Territory</option> <option value="Cape Verde">Cape Verde</option> <option value="Cayman Islands">Cayman Islands</option> <option value="Central African Republic">Central African Republic</option> <option value="Chad">Chad</option> <option value="Chile">Chile</option> <option value="China">China</option> <option value="Christmas Island">Christmas Island</option> <option value="Cocos (Keeling Islands)">Cocos (Keeling Islands)</option> <option value="Colombia">Colombia</option> <option value="Comoros">Comoros</option> <option value="Congo">Congo</option> <option value="Cook Islands">Cook Islands</option> <option value="Costa Rica">Costa Rica</option> <option value="Cote D'Ivoire (Ivory Coast)">Cote D'Ivoire (Ivory Coast)</option> <option value="Croatia (Hrvatska)">Croatia (Hrvatska)</option> <option value="Cuba">Cuba</option> <option value="Cyprus">Cyprus</option> <option value="Czech Republic">Czech Republic</option> <option value="Denmark">Denmark</option> <option value="Djibouti">Djibouti</option> <option value="Dominica">Dominica</option> <option value="Dominican Republic">Dominican Republic</option> <option value="East Timor">East Timor</option> <option value="Ecuador">Ecuador</option> <option value="Egypt">Egypt</option> <option value="El Salvador">El Salvador</option> <option value="Equatorial Guinea">Equatorial Guinea</option> <option value="Eritrea">Eritrea</option> <option value="Estonia">Estonia</option> <option value="Ethiopia">Ethiopia</option> <option value="Falkland Islands (Malvinas)">Falkland Islands (Malvinas)</option> <option value="Faroe Islands">Faroe Islands</option> <option value="Fiji">Fiji</option> <option value="Finland">Finland</option> <option value="France">France</option> <option value="France, Metropolitan">France, Metropolitan</option> <option value="French Guiana">French Guiana</option> <option value="French Polynesia">French Polynesia</option> <option value="French Southern Territories">French Southern Territories</option> <option value="Gabon">Gabon</option> <option value="Gambia">Gambia</option> <option value="Georgia">Georgia</option> <option value="Germany">Germany</option> <option value="Ghana">Ghana</option> <option value="Gibraltar">Gibraltar</option> <option value="Greece">Greece</option> <option value="Greenland">Greenland</option> <option value="Grenada">Grenada</option> <option value="Guadeloupe">Guadeloupe</option> <option value="Guam">Guam</option> <option value="Guatemala">Guatemala</option> <option value="Guinea">Guinea</option> <option value="Guinea-Bissau">Guinea-Bissau</option> <option value="Guyana">Guyana</option> <option value="Haiti">Haiti</option> <option value="Heard and McDonald Islands">Heard and McDonald Islands</option> <option value="Honduras">Honduras</option> <option value="Hong Kong">Hong Kong</option> <option value="Hungary">Hungary</option> <option value="Iceland">Iceland</option> <option value="India">India</option> <option value="Indonesia">Indonesia</option> <option value="Iran">Iran</option> <option value="Iraq">Iraq</option> <option value="Ireland">Ireland</option> <option value="Israel">Israel</option> <option value="Italy">Italy</option> <option value="Jamaica">Jamaica</option> <option value="Japan">Japan</option> <option value="Jordan">Jordan</option> <option value="Kazakhstan">Kazakhstan</option> <option value="Kenya">Kenya</option> <option value="Kiribati">Kiribati</option> <option value="Korea (North)">Korea (North)</option> <option value="Korea (South)">Korea (South)</option> <option value="Kuwait">Kuwait</option> <option value="Kyrgyzstan">Kyrgyzstan</option> <option value="Laos">Laos</option> <option value="Latvia">Latvia</option> <option value="Lebanon">Lebanon</option> <option value="Lesotho">Lesotho</option> <option value="Liberia">Liberia</option> <option value="Libya">Libya</option> <option value="Liechtenstein">Liechtenstein</option> <option value="Lithuania">Lithuania</option> <option value="Luxembourg">Luxembourg</option> <option value="Macau">Macau</option> <option value="Macedonia">Macedonia</option> <option value="Madagascar">Madagascar</option> <option value="Malawi">Malawi</option> <option value="Malaysia">Malaysia</option> <option value="Maldives">Maldives</option> <option value="Mali">Mali</option> <option value="Malta<">Malta</option> <option value="Marshall Islands">Marshall Islands</option> <option value="Martinique">Martinique</option> <option value="Mauritania">Mauritania</option> <option value="Mauritius">Mauritius</option> <option value="Mayotte">Mayotte</option> <option value="Mexico">Mexico</option> <option value="Micronesia">Micronesia</option> <option value="Moldova">Moldova</option> <option value="Monaco">Monaco</option> <option value="Mongolia">Mongolia</option> <option value="Montserrat">Montserrat</option> <option value="Morocco">Morocco</option> <option value="Mozambique">Mozambique</option> <option value="Myanmar">Myanmar</option> <option value="Namibia">Namibia</option> <option value="Nauru">Nauru</option> <option value="Nepal">Nepal</option> <option value="Netherlands">Netherlands</option> <option value="Netherlands Antilles">Netherlands Antilles</option> <option value="New Caledonia">New Caledonia</option> <option value="New Zealand">New Zealand</option> <option value="Nicaragua">Nicaragua</option> <option value="Niger">Niger</option> <option value="Nigeria">Nigeria</option> <option value="Niue">Niue</option> <option value="Norfolk Island">Norfolk Island</option> <option value="Northern Mariana Islands">Northern Mariana Islands</option> <option value="Norway">Norway</option> <option value="Oman">Oman</option> <option value="Pakistan">Pakistan</option> <option value="Palestine">Palestine</option> <option value="Palau">Palau</option> <option value="Palestine">Palestine</option> <option value="Panama">Panama</option> <option value="Papua New Guinea">Papua New Guinea</option> <option value="Paraguay">Paraguay</option> <option value="Peru">Peru</option> <option value="Philippines">Philippines</option> <option value="Pitcairn">Pitcairn</option> <option value="Poland">Poland</option> <option value="Portugal">Portugal</option> <option value="Qatar">Qatar</option> <option value="Reunion">Reunion</option> <option value="Romania">Romania</option> <option value="Russian Federation">Russian Federation</option> <option value="Rwanda">Rwanda</option> <option value="S. Georgia and S. Sandwich Isls.">S. Georgia and S. Sandwich Isls.</option> <option value="Saint Kitts and Nevis">Saint Kitts and Nevis</option> <option value="Saint Lucia">Saint Lucia</option> <option value="Saint Vincent and The Grenadines">Saint Vincent and The Grenadines</option> <option value="Samoa">Samoa</option> <option value="San Marino">San Marino</option> <option value="Sao Tome and Principe">Sao Tome and Principe</option> <option value="Saudi Arabia">Saudi Arabia</option> <option value="Senegal">Senegal</option> <option value="Serbia">Serbia</option> <option value="Seychelles">Seychelles</option> <option value="Sierra Leone">Sierra Leone</option> <option value="Singapore">Singapore</option> <option value="Slovak Republic">Slovak Republic</option> <option value="Slovenia">Slovenia</option> <option value="Solomon Islands">Solomon Islands</option> <option value="Somalia">Somalia</option> <option value="South Africa">South Africa</option> <option value="Spain">Spain</option> <option value="Sri Lanka">Sri Lanka</option> <option value="St. Helena">St. Helena</option> <option value="St. Pierre and Miquelon">St. Pierre and Miquelon</option> <option value="Sudan">Sudan</option> <option value="Suriname">Suriname</option> <option value="Svalbard and Jan Mayen Islands">Svalbard and Jan Mayen Islands</option> <option value="Swaziland">Swaziland</option> <option value="Sweden">Sweden</option> <option value="Switzerland">Switzerland</option> <option value="Syria">Syria</option> <option value="Taiwan">Taiwan</option> <option value="Tajikistan">Tajikistan</option> <option value="Tanzania">Tanzania</option> <option value="Thailand">Thailand</option> <option value="Togo">Togo</option> <option value="Tokelau">Tokelau</option> <option value="Tonga">Tonga</option> <option value="Trinidad and Tobago">Trinidad and Tobago</option> <option value="Tunisia">Tunisia</option> <option value="Turkey">Turkey</option> <option value="Turkmenistan">Turkmenistan</option> <option value="Turks and Caicos Islands">Turks and Caicos Islands</option> <option value="Tuvalu">Tuvalu</option> <option value="US Minor Outlying Islands">US Minor Outlying Islands</option> <option value="Uganda">Uganda</option> <option value="Ukraine">Ukraine</option> <option value="United Arab Emirates">United Arab Emirates</option> <option value="United Kingdom">United Kingdom</option> <option value="United States">United States</option> <option value="Uruguay">Uruguay</option> <option value="Uzbekistan">Uzbekistan</option> <option value="Vanuatu">Vanuatu</option> <option value="Vatican City State (Holy See)">Vatican City State (Holy See)</option> <option value="Venezuela">Venezuela</option> <option value="Viet Nam">Viet Nam</option> <option value="Virgin Islands (British)">Virgin Islands (British)</option> <option value="Wallis and Futuna Islands">Wallis and Futuna Islands</option> <option value="Western Sahara">Western Sahara</option> <option value="Yemen">Yemen</option> <option value="Yugoslavia">Yugoslavia</option> <option value="Zaire">Zaire</option> <option value="Zambia">Zambia</option> <option value="Zimbabwe">Zimbabwe</option> </select> </div> <div class="clear"></div> </div> <div class="form-group"> <label for="inputSubject" class="col-sm-2 control-label">Research Interest</label> <div class="col-sm-10"> <input type="text" class="form-control" name="inputSubject" id="inputSubject" placeholder="Enter Your Research Here" name="mobile"/> </div> <div class="clear"></div> </div> <div class="form-group"> <label for="inputMessage" class="col-sm-2 control-label">Message</label> <div class="col-sm-10"> <textarea class="form-control" rows="3" name="inputMessage" id="inputMessage" name="message" Placeholder="Enter Your Message Here"></textarea> </div> <div class="clear"></div> </div> <div class="form-group"> <p class="text-center"><button type="button" id="submitbtn" class="btn btn-success">Submit</button><button type="button" class="btn btn-default" data-dismiss="modal">Close</button></p> </div> </form> </div> </div> </div> </div> <script> $(document).ready(function(){ var Emailfilter = /^([a-zA-Z0-9_\.\-])+\@(([a-zA-Z0-9\-])+\.)+([a-zA-Z0-9]{2,4})+$/; 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