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Disorders Research"</p> <h6>NeuroForum 2025</h6> <div class="col-lg-7 col-md-7 col-sm-7 col-xs-12 brd-tot"> <div class="col-sm-4 col-md-4 col-lg-4 col-xs-6 m-date fd-size"> <div class="media-object bg-calendar"></div> 17-18 Mar 2025 </div> <div class="col-sm-8 col-md-8 col-lg-8 col-xs-6 m-date fd-size"> <div class="media-object bg-location"></div> Amsterdam, Netherlands </div> <div class="borbot-borbot-nnr l-34"></div> </div> <div class="col-lg-12 col-md-12 col-sm-10 col-xs-12 no-padding bann-btn"> <a href="https://neuroscience.scholarsconferences.com/conference-brochure" class="btn btn-default brochur brochur1">conference brochure</a> <a href="https://neuroscience.scholarsconferences.com/abstract-submission" class="btn btn-default brochur brochur2">abstract submission </a> <a href="https://neuroscience.scholarsconferences.com/registration" class="btn btn-default brochur brochur3">Registration </a> </div> </div> </div> </div> </div> </div> <a class="carousel-control-prev" href="#carousel-example-generic" role="button" data-slide="prev"> <img src="https://neuroscience.scholarsconferences.com/includes/img/home/arrow_left_white.png" class="img-responsvie" alt="img1"> <span class="carousel-control-prev-icon" aria-hidden="true"></span> <span class="sr-only">Previous</span> </a> <a class="carousel-control-next" href="#carousel-example-generic" role="button" data-slide="next"> <img src="https://neuroscience.scholarsconferences.com/includes/img/home/arrow_right_white.png" class="img-responsvie" alt="img1"> <span class="carousel-control-next-icon" aria-hidden="true"></span> <span class="sr-only">Next</span> </a> </div> </div> </section> <section class="event"> <div class="container-fluid"> <div class="row"> <div class="col-md-4 col-sm-12 col-xs-12"> <div class="event2"> <h4>conference event will starts in:</h4> </div> </div> <div class="col-md-4 col-sm-12 col-xs-12"> <div class="getting-started" id="getting-started"></div> </div> <div class="col-md-3 col-sm-12 col-xs-12">  </div> </div> </div> </section> <section class="discount1" style="background:url('https://neuroscience.scholarsconferences.com/a2.jpg');"> <div class="container"> <div class="row"> <div class="col-sm-1 col-md-1 col-xs-12"> </div> <div class="col-sm-10 col-md-10 col-xs-12"> <div class="discount"> <h4>Synopsis</h4> <p><p><span style="font-size: 16px; font-weight: bold;">Welcome to the 6th Edition of the International Neuroscience and Brain Disorders Forum!</span></p><p><span style="font-size: 16px; color: inherit;">We are delighted to welcome you to the <span style="font-weight: bold;">6th International Neuroscience and Brain Disorders Forum</span>, taking place on March <span style="font-weight: bold;">17th and 18th, 2025</span>. This event brings together leading experts in neuroscience from around the world to explore the latest advancements in brain research and discuss the challenges posed by neurological disorders. This forum provides a unique platform for researchers, clinicians, and industry professionals to share their knowledge, foster collaborations, and shape the future of neuroscience.</span><br></p><p><span style="font-size: 16px;">We look forward to a stimulating and productive conference.</span></p><p><span style="font-size: 16px; color: inherit;">Sincerely,</span></p><p><img 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" data-filename="Litica.jpg" style="width: 87.4826px; height: 111.814px;"><br></p><p><span style="font-size: 16px; font-weight: bold;">Leticia Schuwartz Deps</span></p><p><span style="font-size: 16px;">Director of Accessibility and Inclusion - IBRACHICS, Brazil</span></p><p><span style="font-size: 16px;">+++++++++++++++++++++++++++++++++++++++++</span></p><p><span style="color: inherit; font-size: 16px;">Welcome to the </span><span style="color: inherit; font-weight: bold; font-size: 16px;"><a href="https://neuroscience.scholarsconferences.com/">International Neuroscience and Brain Disorders Forum</a></span><span style="color: inherit; font-size: 16px;">! We are thrilled to gather together some of the brightest minds in neuroscience and related fields to explore the complexities of the brain and tackle the challenges of brain disorders. Over the next few days, we'll engage in stimulating discussions, share groundbreaking research, and forge new collaborations aimed at advancing our understanding and treatment of neurological conditions. Let's embark on this journey of discovery and innovation together!</span><br></p><p><span style="color: inherit;"><span style="font-size: 16px;">The </span><span style="font-weight: bold;"><span style="font-size: 16px;"><a href="https://neuroscience.scholarsconferences.com/">NeuroF</a></span><span style="font-size: 16px;"><a href="https://neuroscience.scholarsconferences.com/">orum 2025</a></span></span><span style="font-size: 16px;"> showcased the latest research, innovations, and collaborations in the field. Highlights included keynote addresses, interactive workshops, poster sessions, and networking opportunities. Emerging technologies and therapeutic breakthroughs were spotlighted, with a focus on translating research into clinical applications. The event provided a dynamic platform for advancing our understanding of the brain and addressing neurological disorders.</span></span><br></p><p><span style="color: inherit; font-size: 16px;">The NeuroForum 2025 featured cutting-edge research presentations, insightful keynote speeches, interactive workshops, and vibrant networking sessions. Attendees explored emerging technologies, therapeutic breakthroughs, and translational research in neuroscience. The event fostered collaboration and innovation, driving progress towards understanding the brain and improving treatments for neurological disorders.</span><br></p><p><span style="font-weight: bold;"><span style="color: inherit; font-size: 16px;"><span style="font-size: 16px;">Attending the </span><a href="https://neuroscience.scholarsconferences.com/"><span style="font-size: 16px;">NeuroForum 2025</span></a><span style="font-size: 16px;"> offers numerous benefits:</span></span><br></span></p><ul><li><span style="color: inherit;"><span style="font-weight: bold; font-size: 16px;">Access to Cutting-Edge Research: </span><span style="font-size: 16px;">Gain insights into the latest discoveries and advancements in neuroscience and brain disorders research, including emerging trends, novel methodologies, and groundbreaking findings.</span></span></li><li><span style="font-weight: bold; font-size: 16px;">Networking Opportunities: </span><span style="font-size: 16px;">Connect with leading researchers, clinicians, industry professionals, and policymakers from around the world, fostering collaborations and partnerships that can enhance your research, career, and impact in the field.</span></li><li><span style="font-weight: bold; font-size: 16px;">Professional Development: </span><span style="font-size: 16px;">Participate in workshops, symposiums, and panel discussions to expand your knowledge, skills, and expertise in specific areas of neuroscience and brain disorders, while also staying abreast of developments in related disciplines.</span></li><li><span style="font-weight: bold; font-size: 16px;">Exposure to New Technologies and Therapies: </span><span style="font-size: 16px;">Explore cutting-edge technologies, experimental approaches, and therapeutic modalities that have the potential to transform our understanding of the brain and revolutionize treatment strategies for neurological disorders.</span></li><li><span style="font-weight: bold; font-size: 16px;">Presentation Opportunities: </span><span style="font-size: 16px;">Showcase your own research through oral presentations, poster sessions, or symposium contributions, receiving valuable feedback from peers and experts that can enrich your work and facilitate its dissemination.</span></li><li><span style="font-weight: bold; font-size: 16px;">Career Advancement: </span><span style="font-size: 16px;">Enhance your visibility within the neuroscience community, establish professional connections, and discover career opportunities in academia, industry, healthcare, and beyond.</span></li><li><span style="font-weight: bold; font-size: 16px;">Stay Informed and Inspired: </span><span style="font-size: 16px;">Immerse yourself in a stimulating environment where you can engage in stimulating discussions, exchange ideas with thought leaders, and draw inspiration from the collective expertise and passion of fellow attendees.</span></li></ul><p><span style="color: inherit; font-size: 16px;">Overall, attending the NeuroForum 2025 offers a unique opportunity to deepen your understanding of the brain, expand your professional network, and contribute to the advancement of science and medicine in this critical field.</span><br></p></p> <div class="txt-center"> <a style="text-align:center" href="https://neuroscience.scholarsconferences.com/about-conference" class="readmore btn btn-danger mt-1p mb-2">Read More...</a> </div> </div> </div> <div class="col-sm-1 col-md-1 col-xs-12"> </div> </div> </div> </section> <section> <div class="above " style="background: url('https://neuroscience.scholarsconferences.com/a2.jpg');"> <div class="row"> <div class="col-sm-12 col-md-12 col-xs-12"> <div class="committee"> <h4 class="committee-h4">SCIENTIFIC AND ORGANIZING COMMITTEE</h4> </div> </div> </div> <div class="container"> <div class="col-sm-12"> <div class="row"> <div class="col-md-6 col-sm-4 col-sm-12" style="cursor:pointer;margin-bottom: 15px;"> <div class="card" style="border: 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15px;"> <div class="card" style="border: 2px solid #efecec; background-color: #fff; padding: 10px;"> <div class="row no-gutters"> <div class="col-sm-5"> <img class="card-img" style="width: 100%;border-radius: 50%;border: 2px solid #e5dddd;" src="https://scholarsconferences.com/admin/uploads/speakers/241_speaker_1730787779.jpg" alt="Leticia Schuwartz Deps"> </div> <div class="col-sm-7"> <div class="card-body"> <h5 class="card-title" style="font-family: math; font-size: 24px; ">Leticia Schuwartz Deps</h5> <p class="card-text" style="font-family: math; font-size: 16px; ">Director of Accessibility and Inclusion - IBRACHICS, Brazil </p> <ul class="social-links" style="text-align: center;padding: 10px;"> <li> <a href="https://www.facebook.com/sharer/sharer.php?u=https://neuroscience.scholarsconferences.com/scientific-committee/leticia-schuwartz-deps-director-of-accessibility-and-inclusion-ibrachics-brazil&t=<Leticia Schuwartz Deps" onClick="javascript:window.open(this.href, '', 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href="https://neuroscience.scholarsconferences.com/scientific-session/stem-cell-therapies"> Stem Cell Therapies </a> </li> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/parkinsons-disorders"> Parkinson's Disorders </a> </li> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/mental-disorders"> Mental Disorders </a> </li> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/deep-brain-stimulation-dbs"> Deep Brain Stimulation (DBS) </a> </li> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/neurology"> Neurology </a> </li> </ul> </div> </div> <div class="col-sm-6 col-md-6 col-xs-12"> <div class="session" style="padding:0 0 2% 0;"> <ul> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/neurological-disorders"> Memory Loss, Stem Cell approach for Neurological Disorders </a> </li> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/neurosurgery"> Neurosurgery </a> </li> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/behavioral-neuroscience"> Behavioral Neuroscience </a> </li> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/brain-tumors"> Brain Tumors </a> </li> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/alzheimers-disease-and-dementia"> Alzheimer’s Disease and Dementia </a> </li> <li> <a style="color:#333;" class="ssessions" 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href="https://neuroscience.scholarsconferences.com/scientific-session/brain-cancer-and-neuro-oncology"> Brain Cancer and Neuro oncology </a> </li> <li> <a style="color:#333;" class="ssessions" target="_blank" href="https://neuroscience.scholarsconferences.com/scientific-session/this-conference-is-also-opened-to-other-relevant-and-perspective-topics"> This conference is also opened to other relevant and perspective topics </a> </li> </ul> </div> </div> <div class="col-sm-12 col-md-12 col-xs-12"> <div class="row" style="padding: 1% 0;"> <div class="col-sm-4 col-md-4 hidden-xs"> </div> <div class="col-sm-4 col-md-4 col-xs-12"> <div class="readmore"> <h5><a href="https://neuroscience.scholarsconferences.com/abstract-submission" class="mt-1p">Submit Abstract</a></h5> </div> </div> <div class="col-sm-4 col-md-4 hidden-xs"> </div> </div> </div> </div> </div> </section> <section> <div class="above" style="background: url('https://neuroscience.scholarsconferences.com/a2.jpg');"> <div class="row"> <div class="col-sm-12 col-md-12 col-xs-12"> <div class="committee"> <h4 class="committee-h4"> keynote speakers</h4> </div> </div> </div> <div class="container" > <div class="col-sm-12 col-md-12 col-xs-12"> <div class="col-md-4 col-sm-12 col-xs-12 fw-600" style="cursor:pointer;" onClick="window.location.href='https://neuroscience.scholarsconferences.com/keynotes/leticia-schuwartz-deps-director-of-accessibility-and-inclusion-ibrachics-brazil'"> <div class="speaker-col wow fadeInLeft animated" style="visibility: visible; animation-duration: 0.5s; animation-delay: 0s; animation-name: fadeInLeft;background-color:#f7e3db;background-image:url(https://neuroscience.scholarsconferences.com/includes/img/spbg.jpg);"> <div class="speaker-box"> <div class="pic"> <img src="https://scholarsconferences.com/admin/uploads/speakers/241_speaker_1730785701.jpg" alt="Leticia Schuwartz Deps"> </div> </div> <div class="speaker-info" style="height:150px; "> <h4><strong>Leticia Schuwartz Deps</strong></h4> <span style="font-style:italic;">Director of Accessibility and Inclusion - IBRACHICS, Brazil</span><br> <span class="hidden-xs hidden-sm">Title: Responsive Commercial Architecture for Improving the Quality of Life for Neurodivergent Individuals: A Neuroarchitectural Approach to Rethinking Works </span> </div> <ul class="social-links" style="text-align: center;padding: 10px;"> <li> <a href="https://www.facebook.com/sharer/sharer.php?u=https://neuroscience.scholarsconferences.com/keynotes/leticia-schuwartz-deps-director-of-accessibility-and-inclusion-ibrachics-brazil&t=Leticia Schuwartz Deps" onClick="javascript:window.open(this.href, '', 'menubar=no,toolbar=no,resizable=yes,scrollbars=yes,height=300,width=600');return false;" target="_blank" title="Share on Facebook"> <div class="bg-facebook"></div> </a> </li> <li> <a 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onClick="window.location.href='https://neuroscience.scholarsconferences.com/keynotes/vijayan-gurumurthy-iyer-bipard-india'"> <div class="speaker-col wow fadeInLeft animated" style="visibility: visible; animation-duration: 0.5s; animation-delay: 0s; animation-name: fadeInLeft;background-color:#f7e3db;background-image:url(https://neuroscience.scholarsconferences.com/includes/img/spbg.jpg);"> <div class="speaker-box"> <div class="pic"> <img src="https://scholarsconferences.com/admin/uploads/speakers/241_speaker_1730786256.jpg" alt="Vijayan Gurumurthy Iyer"> </div> </div> <div class="speaker-info" style="height:150px; "> <h4><strong>Vijayan Gurumurthy Iyer</strong></h4> <span style="font-style:italic;">BIPARD, India</span><br> <span class="hidden-xs hidden-sm">Title: Neurological and Psychological Impact Assessment (NPIA) Process </span> </div> <ul class="social-links" style="text-align: center;padding: 10px;"> <li> <a 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style="height:150px; "> <h4><strong>Zhenhuan LIU</strong></h4> <span style="font-style:italic;">Nanhai Maternity and Children Hospital Affiliated to Guangzhou University of Chinese Medicine, China</span><br> <span class="hidden-xs hidden-sm">Title: Neuroimaging by Evaluation Nerverenovate and Neuroplasticity of Acupuncture in Children with Cerebral Palsy </span> </div> <ul class="social-links" style="text-align: center;padding: 10px;"> <li> <a href="https://www.facebook.com/sharer/sharer.php?u=https://neuroscience.scholarsconferences.com/keynotes/zhenhuan-liu-nanhai-maternity-and-children-hospital-affiliated-to-guangzhou-university-of-chinese-medicine-china&t=Zhenhuan LIU" onClick="javascript:window.open(this.href, '', 'menubar=no,toolbar=no,resizable=yes,scrollbars=yes,height=300,width=600');return false;" target="_blank" title="Share on Facebook"> <div class="bg-facebook"></div> </a> </li> <li> <a 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class="col-sm-5 col-md-5 col-xs-12"> </div> <div class="col-sm-2 col-md-2 col-xs-12"> <div class="readmore mt-23p"> <h5><a href="https://neuroscience.scholarsconferences.com/keynote-speakers">read more</a></h5> </div> </div> <div class="col-sm-5 col-md-5 col-xs-12"> </div> </div> </div> </section> <section id="be_a_part" class="be_a_part section-with-bg wow fadeInDown" style="visibility: visible; animation-name: fadeInDown;"> <div class="container"> <div class="section-header pt-1 mt-2 pt-lg-3 mb-2 mt-lg-5 mb-lg-4"> <p data-aos="fade-up" class="aos-init aos-animate">Be a part of</p> <h2 data-aos="fade-up" class="mb-0 mt-2 aos-init aos-animate">NeuroForum 2025 to Global Excellence</h2> </div> <div class="row aos-init aos-animate" data-aos="fade-up"> <div class="col-sm-4 text-center "> <div class="card mb-3"> <div class="card-body a_img"> <p><img src="https://www.advancedmaterialscongress.org/icnano/img/icon/icon-1.png"></p> <p class="mb-0">Excellent Speakers</p> </div> </div> </div> <div class="col-sm-4 text-center "> <div class="card mb-3"> <div class="card-body a_img"> <p><img src="https://www.advancedmaterialscongress.org/icnano/img/icon/icon-5.png"></p> <p class="mb-0">Parallel Events</p> </div> </div> </div> <div class="col-sm-4 text-center "> <div class="card mb-3"> <div class="card-body a_img"> <p><img src="https://www.advancedmaterialscongress.org/icnano/img/icon/icon-3.png"></p> <p class="mb-0">Global Networking</p> </div> </div> </div> </div> <div class="row aos-init aos-animate" data-aos="fade-up"> <div class="col-sm-4 text-center "> <div class="card mb-3"> <div class="card-body a_img"> <p><img src="https://www.advancedmaterialscongress.org/icnano/img/icon/icon-4.png"></p> <p class="mb-0">Strong Attendance<br>from Industry and Academia</p> </div> </div> </div> <div class="col-sm-4 text-center "> <div class="card mb-3"> <div class="card-body a_img"> <p><img src="https://www.advancedmaterialscongress.org/icnano/img/icon/icon-2.png"></p> <p class="mb-0">Interdisciplinary<br>Research Presentation</p> </div> </div> </div> <div class="col-sm-4 text-center "> <div class="card mb-3"> <div class="card-body a_img"> <p><img src="https://www.advancedmaterialscongress.org/icnano/img/icon/icon-8.png"></p> <p class="mb-0">Amazing Experience of<br>Hospitality</p> </div> </div> </div> </div> <div class="row aos-init" data-aos="fade-up"> <div class="col-sm-4 text-center "> <div class="card mb-3"> <div class="card-body a_img"> <p><img src="https://www.advancedmaterialscongress.org/icnano/img/icon/icon-6.png"></p> <p class="mb-0">Industry<br>Exhibitions</p> </div> </div> </div> <div class="col-sm-4 text-center "> <div class="card mb-3"> <div class="card-body a_img"> <p><img src="https://www.advancedmaterialscongress.org/icnano/img/icon/icon-7.png"></p> <p class="mb-0">Awards<br>and Felicitations</p> </div> </div> </div> <div class="col-sm-4 text-center "> <div class="card mb-3"> <div class="card-body a_img"> <p><img src="https://www.advancedmaterialscongress.org/icnano/img/icon/icon-9.png"></p> <p class="mb-0">Explore New<br>Cultures</p> </div> </div> </div> </div> </div> </section> <section class="who-we2 can hidden-lg hidden-sm hidden-md"> <div class="container-fluid "> <div class="row"> <div class="col-sm-6 col-md-6 col-xs-12 who-we1"> <div class="who-we"> <div class="row"> <div class="col-sm-2 col-md-2 col-xs-12"> </div> <div class="col-sm-10 col-md-10 col-xs-12"> <div class="session-wh scien-list"> <h4>who can attend </h4> <ul> <li>Neurologists & Stroke Specialists</li> <li>Physicians</li> <li>Neurosurgeons</li> <li>Psychiatrists</li> <li>Specialists, Researchers</li> <li>Professors & Industrial Experts</li> <li>Lecturers and Students from Academia in the study of Neuroscience</li> <li>Students from Academia in the research of Neuroscience and Brain Disorders</li> <li>Therapists</li> </ul> </div> </div> </div> </div> </div> <div class="col-sm-6 col-md-6 col-xs-12"> </div> </div> </div> </section> <section class="who-we2"> <div class="container-fluid "> <div class="row"> <div class="col-sm-6 col-md-6 col-xs-12 who-we1 hidden-xs"> <div class="who-we"> <div class="row"> <div class="col-sm-2 col-md-2 col-xs-12"> </div> <div class="col-sm-10 col-md-10 col-xs-12"> <div class="session-wh"> <h4>who can attend </h4> <div class="scien-list"> <ul> <li>Neurologists & Stroke Specialists</li> <li>Physicians</li> <li>Neurosurgeons</li> <li>Psychiatrists</li> <li>Specialists, Researchers</li> <li>Professors & Industrial Experts</li> <li>Lecturers and Students from Academia in the study of Neuroscience</li> <li>Students from Academia in the research of Neuroscience and Brain Disorders</li> <li>Therapists</li> </ul> </div> </div> </div> </div> </div> </div> <div class="col-sm-6 col-md-6 col-xs-12"> <div class="who-we3"> <div class="row"> <div class="col-sm-1 col-md-1 col-xs-12"> </div> <div class="col-sm-10 col-md-10 col-xs-12"> <div class="session-bl"> <h4>key takeways</h4> <div class="scien-list"> <ul> <li> CPD Accreditation Credits </li> <li> Professional Worldview </li> <li> Global Recognition of Scholars </li> <li> Emerging and Cutting-Edge Technologies </li> <li> Publication of Abstracts in Conference Proceedings </li> <li> Deep Learning and Sharing knowledge </li> <li> Exposure to the Upcoming Business Trends </li> <li> Supporting Communications Between Scholars </li> <li> Assessing the Research and Communication of Research Discoveries </li> <li> Participation Certificate with International Signatories </li> <li> Discover, Deliver and Delight </li> </ul> </div> </div> </div> <div class="col-sm-1 col-md-1 col-xs-12"> </div> </div> </div> </div> </div> </div> </section> <section class="find hidden-lg hidden-sm hidden-md"> <div class="container"> <div class="row"> <div class="col-sm-4 col-md-4 col-xs-12"> <div class="tweets "> <div class="media"> <div class="media-left"> <a href="#"> <img class="media-object" 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Edinburgh, UK</p> </div> </div> </a> </div> <div class="item"> <a href="https://neuroscience.scholarsconferences.com/speaker/nombulelo-thembekile-crocco-university-of-kwazulu-natal-south-africa" target="_blank"> <div class="committee-row1"> <img src="https://scholarsconferences.com/admin/uploads/speakers/241_speaker_1730786609.jpg" class="img-responsvie" alt="Nombulelo Thembekile Crocco"> <div class="docter"> <h6 class="hidden-xs hidden-sm" style="height:86px;">Title: Psychological interventions for depression and/or anxiety among men who have sex with men: a systematic review </h6> <h4>Nombulelo Thembekile Crocco</h4> <p>University of KwaZulu-Natal, South Africa</p> </div> </div> </a> </div> </div> </div> </div> <div class="row"> <div class="col-sm-5 col-md-5 col-xs-12"> </div> <div class="col-sm-2 col-md-2 col-xs-12"> <div class="readmore mt-15p"> <h5><a href="https://neuroscience.scholarsconferences.com/speakers">read more</a></h5> </div> </div> <div class="col-sm-5 col-md-5 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<td>Registrations</td> </tr> <tr> <td>09:00 - 09:30</td> <td>Inauguration Ceremony</td> </tr> <tr> <td>09:30 - 10:45</td> <td>Keynote Presentations</td> </tr> <tr> <td>10:45 - 11:05</td> <td>Group Photo, Refreshments Break and Networking</td> </tr> <tr> <td>11:05 - 12:00</td> <td>Keynote Presentations</td> </tr> <tr> <td>12:00 - 13:00</td> <td>Scientific Sessions</td> </tr> <tr> <td>13:00 - 13:40</td> <td>Lunch Break</td> </tr> <tr> <td>13:40 - 15:40</td> <td>Scientific Sessions</td> </tr> <tr> <td>15:40 - 16:00</td> <td>Evening Break and Networking</td> </tr> <tr> <td>16:00 - 18:00</td> <td>Scientific Sessions</td> </tr> </tbody> </table> </div> </div> <div class="col-sm-2 col-md-2 col-xs-12"> </div> </div> </div> <div class="tab-pane " id="daySci-2"> <div class="row more"> <div class="col-sm-2 col-md-2 col-xs-12"> </div> <div class="col-sm-8 col-md-8 col-xs-12"> <div class="program1"> <table class="table table-bordered pg-sch"> <thead> <tr> <th colspan='3'>Day-2: Mar 18, 2025, Tuesday</th> </tr> </thead> <tbody> <tr> <th>program time</th> <th>program session</th> </tr> <tr> <td>09:00 - 10:40</td> <td>Keynote Presentations</td> </tr> <tr> <td>10:40 - 11:00</td> <td>Refreshments Break and Networking</td> </tr> <tr> <td>11:00 - 13:00</td> <td>Scientific Sessions</td> </tr> <tr> <td>13:00 - 13:40</td> <td>Lunch Break</td> </tr> <tr> <td>13:40 - 15:40</td> <td>Scientific Sessions</td> </tr> <tr> <td>15:40 - 16:00</td> <td>Refreshments Break and Networking</td> </tr> <tr> <td>16:00 - 17:00</td> <td>Poster Presentations</td> </tr> <tr> <td>17:00 - 17:30</td> <td>Closing Ceremony</td> </tr> </tbody> </table> </div> </div> <div class="col-sm-2 col-md-2 col-xs-12"> </div> </div> </div> </div> </div> </section> <hr> <section class="find hidden-xs"> <div class="container"> <div class="row"> <div class="col-sm-12 col-md-4 col-xs-12"> <div class="tweets "> <div class="media"> <div class="media-left"> <a href="#"> <img class="media-object" 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<div class="col-lg-3 col-md-4 text-center "> <div class="supporter-logo"> <h4><i class="fa fa-puzzle-piece" aria-hidden="true"></i> <br> Edge Over the Competition</h4> </div> </div> </div> <p class="text-center">Sponsor the 6th Edition International Neuroscience and Brain Disorders Forum and connect with future buyers and partners. Join the exclusive pool of the congress’ sponsors.</p> </div> </section> <section> <div class="container above"> <div class="row"> <div class="col-sm-12 col-md-12 col-xs-12"> <div class="committee"> <h4 class="committee-h4">POSTER PRESENTATIONS</h4> </div> </div> </div> <div class="row"> <div class="col-sm-12 col-md-12 col-xs-12"> <div class="owl-carousel owl-theme owl-spk"> <div class="item"> <a href="https://neuroscience.scholarsconferences.com/poster-presentations/carmen-soriano-herrador"> <div class="committee-row1"> <img src="https://scholarsconferences.com/admin/uploads/speakers/1730789695.jpg" class="img-responsive" alt="Carmen Soriano Herrador"/> <div class="docter"> <h6 class="hidden-xs hidden-sm">Title: Unraveling hippocampal subfield-specific proteomic changes during Alzheimer’s disease progression </h6> <h4>Carmen Soriano Herrador</h4> <p>University of Castilla-La Mancha</p> </div> </div> </a> </div> </div> </div> </div> <div class="row"> <div class="col-sm-5 col-md-5 col-xs-12"> </div> <div class="col-sm-2 col-md-2 col-xs-12"> <div class="readmore mt-15p"> <h5><a href="https://neuroscience.scholarsconferences.com/poster-presentations">read more</a></h5> </div> </div> <div class="col-sm-5 col-md-5 col-xs-12"> </div> </div> </div> </section> <hr> <section class="journals"> <div class="container"> <div class="row"> </div> <div class="row"> </div> </div> </section> <section class="location"> <div class="container-fluid"> <div class="row"> <div class="col-md-4 hidden-sm hidden-xs no-padding"> <div class="ven-img"> <img src="https://scholarsconferences.com/admin/uploads/banners/1730784661.jpg"/> </div> </div> <div class="col-sm-12 col-md-4 col-xs-12 no-padding"> <div class="location1"> <h4>venue location & hospitality</h4> <div class="bg-location_venue"></div> <h5>Corendon Amsterdam Schiphol Airport</h5> <p>Schipholweg 275, 1171 PK Badhoevedorp, Amsterdam <br>Netherlands</p> </div> </div> <div class="col-md-4 hidden-sm hidden-xs no-padding"> <div 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if (id != "") { var post_url = 'https://neuroscience.scholarsconferences.com/home/getPhonecode/' + id; $.ajax({ type: "POST", url: post_url, success: function(phone) //we're calling the response json array 'cities' { //alert(phone); if(phone !='') { $('#shipcountry_codevalpop').css('display','block'); $('#shipphone').removeAttr('disabled'); $('#shipcountry_codevalpop').html(''); $('#shipcountry_codevalpop').html(phone); } } //end success }); } else { $('#shipcountry_codevalpop').html(''); $('#shipcountry_codevalpop').css('display','none'); $('#shipphone').prop('disabled','true'); } }); $('#chooseFile').bind('change', function () { var filename = $("#chooseFile").val(); if (/^\s*$/.test(filename)) { $(".file-upload").removeClass('active'); $("#noFile").text("No file chosen..."); } else { $(".file-upload").addClass('active'); $("#noFile").text(filename.replace("C:\\fakepath\\", "")); } }); function checkCaptchCode() { var captcha=$("#captcha").val(); var checkcaptcha=$("#checkcaptcha").val(); //alert(captcha) ;alert(checkcaptcha); if(captcha === checkcaptcha) { return true; } else { $("#captcha").val(""); $("#captcha").attr("placeholder","* Captcha code did not match."); $("#captcha").css("border","1px solid #ff0000"); return false; } } $(".selRadio").change(function() { var clickId=$(this).attr("id"); var bhanu=clickId.split("_"); var amountId=bhanu[1]; $(".selRadio").prop('checked', false); $(".alrad").prop('disabled', true); $(".alrad").removeProp('checked', false); $(this).removeProp('disabled', false); $(".enrad_"+amountId).prop('disabled', false); $(this).prop('checked', true); if($(this).is(":checked")) { $('.quantity').val(0); $(".number-inputs").css('pointer-events', 'none'); $("input[type='number']").prop('min',0); $("#qty_"+amountId).prop('min',1); $("#fquantity").val(1); $('#qty_'+amountId).val(1); $(".number-f"+amountId).css('pointer-events', 'initial'); $("#regType").val(""); $("#regType").val(amountId); $(".alsel_"+amountId).prop('checked', true); var cid=$(".alsel_"+amountId).val(); var dets=cid.split("_"); var amountId=dets[0]; var amountType=dets[1]; var amount=dets[2]; //alert(id); if($(this).is(":checked")) { $("#radioid").val(""); $("#radioid").val(amountId); $("#regType").val(""); $("#regType").val(amountId); $("#radioType").val(""); $("#radioType").val(amountType); var radioamt = $('#radioamt').val(); if(radioamt == 0){ var radioamt1 = $('#radioamt').val(parseInt(amount)); $('#radioamt').val(parseInt(amount)); var total = $('#totalamount').val(); var radioamt2 = $('#radioamt').val(); var totalamount = parseInt(total)+parseInt(radioamt2); }else{ var radioamt1 = $('#radioamt').val(parseInt(amount)); $('#radioamt').val(parseInt(amount)); var total = $('#totalamount').val(); var radioamt2 = $('#radioamt').val(); var totalamount = parseInt(total)+parseInt(radioamt2); var shiva = parseInt(totalamount)-parseInt(radioamt); } var accoamt1=$("#accomadationamo").val(); var cpPerc = $('#discPer').val(); // var totlVal = parseFloat(radioamt)+parseFloat(accoamt1)+parseFloat(acompAmnt1); // var cpamount = (parseInt(totlVal)/parseInt(100))*parseInt(cpPerc); var radioamt = $('#radioamt').val(); var fquantity=$("#fquantity").val(); var acompAmnt1=$("#accompanyamo").val(); var aquantity=$("#aquantity").val(); var total = (radioamt * fquantity)+((acompAmnt1*aquantity)); // $('#discAmt').val(parseFloat(cpamount)); $('#totalamount').val(total); $('.total_amt').val(''); $('.total_amt').val(total); } } }); $(function(){ $(".alrad").click(function(){ var cid=$(this).val(); var dets=cid.split("_"); var amountId=dets[0]; var amountType=dets[1]; var amount=dets[2]; //alert(id); if($(this).is(":checked")) { $(".selRadio").prop('checked', false); $(".alsel_"+amountId).prop('checked', true); $(".alrad").prop('disabled', true); $(".alsel_"+amountId).prop('disabled', false); $('#click_'+amountId).prop('checked', true); $('.quantity').val(0); $(".number-inputs").css('pointer-events', 'none'); $("input[type='number']").prop('min',0); $("#qty_"+amountId).prop('min',1); $("#fquantity").val(1); $('#qty_'+amountId).val(1); $(".number-f"+amountId).css('pointer-events', 'initial'); $("#radioid").val(""); $("#radioid").val(amountId); $("#regType").val(""); $("#regType").val(amountId); $("#radioType").val(""); $("#radioType").val(amountType); var radioamt = $('#radioamt').val(); if(radioamt == 0){ var radioamt1 = $('#radioamt').val(parseInt(amount)); $('#radioamt').val(parseInt(amount)); var total = $('#totalamount').val(); var radioamt2 = $('#radioamt').val(); var totalamount = parseInt(total)+parseInt(radioamt2); }else{ var radioamt1 = $('#radioamt').val(parseInt(amount)); $('#radioamt').val(parseInt(amount)); var total = $('#totalamount').val(); var radioamt2 = $('#radioamt').val(); var totalamount = parseInt(total)+parseInt(radioamt2); var shiva = parseInt(totalamount)-parseInt(radioamt); } var radioamt = $('#radioamt').val(); var accoamt1=$("#accomadationamo").val(); var acompAmnt1=$("#accompanyamo").val(); // var cpPerc = $('#discPer').val(); // var totlVal = parseFloat(radioamt)+parseFloat(accoamt1)+parseFloat(acompAmnt1); // var cpamount = (parseInt(totlVal)/parseInt(100))*parseInt(cpPerc); // var total = parseFloat(totlVal)-parseFloat(cpamount); var fquantity=$("#fquantity").val(); var aquantity=$("#aquantity").val(); var total = (radioamt * fquantity)+((acompAmnt1*aquantity)); // $('#discAmt').val(parseFloat(cpamount)); $('#totalamount').val(total); $('.total_amt').val(''); $('.total_amt').val(total); } }); }); $(function(){ $(".accod").click(function(){ var aid=$(this).attr("id"); var aets=aid.split("_"); var id=aets[1]; var type=aets[2]; //alert(id); if($(this).is(":checked")){ $("#accdType").val(""); $("#accdType").val(type); var accoamt=$("#accomadationamo").val(); $("#accid").val(""); $("#accid").val(id); //alert(accoamt); if(accoamt == 0) { var amounts = $("#acc2_"+id+"_"+type).val(); //alert(amounts); $("#accomadationamo").val(amounts); var totala = $('#totalamount').val(); var accamt2 = $('#accomadationamo').val(); var totalamount1 = parseInt(totala)+parseInt(accamt2); } else { var amounts = $("#acc2_"+id+"_"+type).val(); //alert(amounts); $("#accomadationamo").val(amounts); var total = $('#totalamount').val(); var accoamt2 = $('#accomadationamo').val(); var totalamount2 = parseInt(total)+parseInt(accoamt2); var shiva = parseInt(totalamount2)-parseInt(accoamt); } var radioamt = $('#radioamt').val(); var accoamt1=$("#accomadationamo").val(); var acompAmnt1=$("#accompanyamo").val(); var cpPerc = $('#discPer').val(); var totlVal = parseFloat(radioamt)+parseFloat(accoamt1)+parseFloat(acompAmnt1); var cpamount = (parseInt(totlVal)/parseInt(100))*parseInt(cpPerc); var total = parseFloat(totlVal)-parseFloat(cpamount); $('#discAmt').val(parseFloat(cpamount)); $('#totalamount').val(total); $('.total_amt').val(''); $('.total_amt').val(total); } }); }); $(function(){ $(".accom").click(function(){ var aid=$(this).attr("id"); var aets=aid.split("_"); var id=aets[1]; var type=aets[2]; $('#aquantity').val(0); $('.aaquantity').val(0); $("input[type='number']").prop('min',0); $("#qqty_"+id).prop('min',0); $('#aquantity').val(1); $('#qqty_'+id).val(1); $(".number-fq"+id).css('pointer-events', 'initial'); if($(this).is(":checked")){ var accoamt=$("#accompanyamo").val(); $("#acmid").val(""); $("#acmid").val(id); //alert(accoamt); if(accoamt == 0) { var amounts = $("#acm2_"+id).val(); //alert(amounts); $("#accompanyamo").val(amounts); var totala = $('#totalamount').val(); var accamt2 = $('#accompanyamo').val(); var totalamount1 = parseInt(totala)+parseInt(accamt2); } else { var amounts = $("#acm2_"+id).val(); //alert(amounts); $("#accompanyamo").val(amounts); // var total = $('#totalamount').val(); // var accoamt2 = $('#accompanyamo').val(); // var totalamount2 = parseInt(total)+parseInt(accoamt2); // var shiva = parseInt(totalamount2)-parseInt(accoamt); } var radioamt = $('#radioamt').val(); var accoamt1=$("#accomadationamo").val(); var acompAmnt1=$("#accompanyamo").val(); var cpPerc = $('#discPer').val(); // var totlVal = parseFloat(radioamt)+parseFloat(accoamt1)+parseFloat(acompAmnt1); // var cpamount = (parseInt(totlVal)/parseInt(100))*parseInt(cpPerc); // var total = parseFloat(totlVal)-parseFloat(cpamount); var fquantity=$("#fquantity").val(); var aquantity=$("#aquantity").val(); var total = (radioamt * fquantity)+((acompAmnt1*aquantity)); // $('#discAmt').val(parseFloat(cpamount)); $('#totalamount').val(total); $('.total_amt').val(''); $('.total_amt').val(total); } }); }); $(".currsel").click(function(){ if($(this).is(":checked")){ var currencyId=$(this).val(); if(currencyId !='') { window.location.href="https://neuroscience.scholarsconferences.com/registration/"+currencyId; } } }); $("#termschk").click(function(){ if($(this).is(":checked")){ $(".errAgrre").hide(); } }); $(function(){ $("#isShip").unbind().on("click",function(){ if($(this).is(":checked")) { var designation = $("#designation").val(); $("#shipdesignation").val(designation); $("#shipdesignation").attr('readonly',true); $("#shipdesignation").attr('disabled',true); var firstname = $("#firstname").val(); $("#shipfirstname").val(firstname); $("#shipfirstname").attr('readonly',true); var lastname = $("#lastname").val(); $("#shiplastname").val(lastname); $("#shiplastname").attr('readonly',true); var usr_email = $("#usr_email").val(); $("#shipusr_email").val(usr_email); $("#shipusr_email").attr('readonly',true); var country = $("#country").val(); $("#shipcountry").val(country); $("#shipcountry").attr('readonly',true); //$("#shipcountry").attr('disabled',true); var company = $("#company").val(); $("#shipcompany").val(company); $("#shipcompany").attr('readonly',true); var phone = $("#phone").val(); if(phone != '') { $('#shipcountry_codevalpop').html(''); var post_url = 'https://neuroscience.scholarsconferences.com/home/getPhonecode/' + country; $.ajax({ type: "POST", url: post_url, success: function(data) //we're calling the response json array 'cities' { //alert(phone); if(data !='') { $('#shipcountry_codevalpop').css('display','block'); $('#shipphone').removeAttr('disabled'); $('#shipcountry_codevalpop').html(data); } } //end success }); } $("#shipphone").val(phone); $("#shipphone").attr('readonly',true); } else { $("#shipdesignation").removeAttr('disabled',false); $("#shipdesignation").removeAttr('readonly',true); $("#shipfirstname").removeAttr('readonly',true); $("#shiplastname").removeAttr('readonly',true); $("#shipusr_email").removeAttr('readonly',true); $("#shipcountry").removeAttr('readonly',true); $("#shipcountry").removeAttr('disabled',true); $("#shipcompany").removeAttr('readonly',true); $("#shipphone").removeAttr('readonly',true); } }); }); function validateReg(){ var termschk = $("#termschk"); if($(termschk).is(":checked")){ $("form#registForm").submit(); } else{ $(".errAgrre").show(); return false; } } $(".payment-meathod").click(function(){ if ($(this).is(':checked')) { var clickVal=$(this).val(); $("#payment_meathod").val(""); $("#payment_meathod").val(clickVal); if(clickVal == 1) { $(".img-responsive").removeClass("blink_me"); $(".lol"+clickVal).addClass("blink_me"); $("#payExtra").css("display","block"); } if(clickVal == 2) { $(".img-responsive").removeClass("blink_me"); $(".lol"+clickVal).addClass("blink_me"); } else if(clickVal == 3) { $("#worldpayExtra").css("display","block"); } else { $("#payExtra").css("display","none"); $("#worldpayExtra").css("display","none"); } } }); $("#newCpatcha").click(function(){ $.ajax({ type: "POST", url: 'https://neuroscience.scholarsconferences.com/home/newcaptcha', success: function(response) //we're calling the response json array 'cities' { //alert(phone); if(response !='') { $('#checkcaptcha').val(""); $('#checkcaptcha').val(response); $('.capcha-tx').html(""); $('.capcha-tx').html(response); } } //end success }); }); $(document).ready(function() { $(".owl-dots").attr("disabled",true); $(".owl-dots").remove(); }); $(".app-cat").change(function(){ var category=$(this).val(); if(category == 'Others') { $("#other_cat").css("display","block"); $("#ot_category").attr('required',true); $("#ot_category").attr('name', 'category'); $(this).removeAttr('required',true); $(this).removeAttr('name',true); } else { $("#other_cat").css("display","none"); $("#ot_category").removeAttr('required',true); $(this).attr('required',true); $(this).attr('name','category'); } }); $("#category").change(function(){ var selVal=$(this).val(); if(selVal == 'Delegate' | selVal == 'Sponsor') { $(".scisess").attr("disabled",true); } else { $(".scisess").removeAttr("disabled",true); } }); $(window).scroll(function() { if ($(window).scrollTop() > 300) { $('#scrlTop').addClass('show'); } else { $('#scrlTop').removeClass('show'); } }); $('#scrlTop').on('click', function(e) { e.preventDefault(); $('html, body').animate({scrollTop:0}, '300'); }); $(window).on('beforeunload', function() { $(window).scrollTop(0); }); $("#applyCreditCode").click(function(){ $(".number-inputs").css('pointer-events', 'none'); $(".number-input22").css('pointer-events', 'none'); var creditCode=$("#creditcode").val(); var radioamt = $('#radioamt').val(); var accoamt1 =$("#accomadationamo").val(); var acompAmnt1 =$("#accompanyamo").val(); var fquantity =$("#fquantity").val(); var aquantity =$("#aquantity").val(); var totalamount = (parseFloat(fquantity)*(parseFloat(radioamt))+(parseFloat(aquantity)*parseFloat(acompAmnt1))); // alert(totalamount); if(totalamount > 0) { if(creditCode !='') { if(creditCode == 'SC10' || creditCode == 'SC20' || creditCode == 'SC25' || creditCode == 'SC30' || creditCode == 'SC50') { var finalAmount = parseFloat(totalamount); if(creditCode == 'SC10') { var discAmt = (parseFloat(finalAmount)/parseFloat(100))*parseFloat(10); var discPer = parseInt(10); } if(creditCode == 'SC20') { var discAmt = (parseFloat(finalAmount)/parseFloat(100))*parseFloat(20); var discPer = parseInt(20); } if(creditCode == 'SC25') { var discAmt = (parseFloat(finalAmount)/parseFloat(100))*parseFloat(25); var discPer = parseInt(25); } if(creditCode == 'SC30') { var discAmt = (parseFloat(finalAmount)/parseFloat(100))*parseFloat(30); var discPer = parseInt(30); } if(creditCode == 'SC50') { var discAmt = (parseFloat(finalAmount)/parseFloat(100))*parseFloat(50); var discPer = parseInt(50); } $('#discAmt').val(parseFloat(discAmt)); $('#discPer').val(parseInt(discPer)); var discamount = $("#discAmt").val(); if(discamount > 0) { var finalAmount = parseFloat(finalAmount)-parseFloat(discamount); } $('.total_amt').val(''); $('.total_amt').val(finalAmount); $('#ccMsg').html(''); $('#ccMsg').html('<span style="color: green;font-weight: bold;">Coupon code Applied Successfully</span>'); } else { $('#ccMsg').html(''); $('#ccMsg').html('Invalid Coupon code'); } } else { $('#ccMsg').html(''); $('#ccMsg').html('Please enter Coupon code'); } } else { $('#ccMsg').html(''); $('#ccMsg').html('Please Select Registration Amount'); } }); </script>   <script type="text/javascript"> var Tawk_API=Tawk_API||{}, Tawk_LoadStart=new Date(); (function(){ var s1=document.createElement("script"),s0=document.getElementsByTagName("script")[0]; s1.async=true; s1.src='https://embed.tawk.to/66581cce981b6c5647765a07/1hv4311vu'; s1.charset='UTF-8'; s1.setAttribute('crossorigin','*'); s0.parentNode.insertBefore(s1,s0); })(); </script>  <script type="text/javascript"> $(document).ready(function(){ $('#contact_forms').on('submit', function(event){ event.preventDefault(); $.ajax({ url:"https://neuroscience.scholarsconferences.com/home/store_subscribe", method:"POST", data:$(this).serialize(), dataType:"json", beforeSend:function(){ $('#scontact').attr('disabled', 'disabled'); }, success:function(data) { if(data.error) { if(data.sname_err != '') { $('#sname_err').html(data.sname_err); } else { $('#sname_err').html(''); } if(data.semail_err != '') { $('#semail_err').html(data.semail_err); } else { $('#semail_err').html(''); } if(data.sphoneno_err != '') { $('#sphoneno_err').html(data.sphoneno_err); } else { $('#sphoneno_err').html(''); } if(data.smessage_err != '') { $('#smessage_err').html(data.smessage_err); } else { $('#smessage_err').html(''); } } if(data.success) { $('#success_message').html(data.success); var delay = 3000; setTimeout(function(){ $('#success_message').html(''); }, delay); $('#sname_err').html(''); $('#semail_err').html(''); $('#sphoneno_err').html(''); $('#smessage_err').html(''); $('#contact_forms')[0].reset(); } $('#scontact').attr('disabled', false); } }) }); }); $(".qtym").click(function() { var clickId=$(this).attr("id"); var bhanu=clickId.split("_"); var amountId=bhanu[1]; $('#fquantity').val($('#qty_'+amountId).val()); var fquantity=$('#fquantity').val(); var radioamt =$('#radioamt').val(); var accompanyamo =$('#accompanyamo').val(); // alert($('#qty_'+amountId).val()); var aquantity=$('#aquantity').val(); var total=$('#totalamount').val((radioamt * fquantity)+((accompanyamo*aquantity))); $('.total_amt').val((radioamt * fquantity)+((accompanyamo*aquantity))); //$('#radioamt2').val($('.total_amt').val()); }); $(".qqtym").click(function() { var clickId=$(this).attr("id"); var bhanu=clickId.split("_"); var amountId=bhanu[1]; // alert(amountId); var fquantity=$('#fquantity').val(); var radioamt =$('#radioamt').val(); var accompanyamo =$('#accompanyamo').val(); // alert($('#qqty_'+amountId).val()); $('#aquantity').val($('#qqty_'+amountId).val()); var aquantity=$('#aquantity').val(); if(aquantity == 0) { $("#acm_"+amountId).prop("checked", false); $(".number-input22").css('pointer-events', 'none'); }else{ $("#acm_"+amountId).prop("checked", true); $(".number-f"+amountId).css('pointer-events', 'initial'); } var total=$('#totalamount').val((radioamt * fquantity)+((accompanyamo*aquantity))); $('.total_amt').val((radioamt * fquantity)+((accompanyamo*aquantity))); //$('#radioamt2').val($('.total_amt').val()); }); </script> </body> </html>