CATCHEM Conferences | Photocatalysis Conferences | Catalytic Materials Conferences | Chemical Engineering Conferences | CATCHEM 2025 | Amsterdam | Asiapacific | Netherlands | Europe | UK| Middle East | 2025

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<h6>CATCHEM 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> 19-20 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://scholarsconferences.com/catalysis-frontiers/conference-brochure" class="btn btn-default brochur brochur1">conference brochure</a> <a href="https://scholarsconferences.com/catalysis-frontiers/abstract-submission" class="btn btn-default brochur brochur2">abstract submission </a> <a href="https://scholarsconferences.com/catalysis-frontiers/registration" class="btn btn-default brochur brochur3">Registration </a> </div> </div> </div> </div> </div> </div> </div> <div id="carousel-example-generic" 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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> 19-20 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://scholarsconferences.com/catalysis-frontiers/conference-brochure" class="btn btn-default brochur brochur1">conference brochure</a> <a href="https://scholarsconferences.com/catalysis-frontiers/abstract-submission" class="btn btn-default brochur brochur2">abstract submission </a> <a href="https://scholarsconferences.com/catalysis-frontiers/registration" class="btn btn-default brochur brochur3">Registration </a> </div> </div> </div> </div> </div> </div> <a class="carousel-control-prev" 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class="col-md-3 col-sm-12 col-xs-12">  </div> </div> </div> </section> <section class="discount1" style="background:url('https://scholarsconferences.com/catalysis-frontiers/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>Welcome Message | CATCHEM 2025</h4> <p><p style="text-align: justify; "><span style="font-size: 16px; font-weight: bold;">Dear Friends & Colleagues</span></p><p style="text-align: justify; "><span style="font-size: 16px; color: inherit;">It is my pleasure to invite and welcome you to the <span style="font-weight: bold;">6th Edition of the <a href="https://scholarsconferences.com/catalysis-frontiers/">International Conference on Catalysts and Chemical Engineering</a> (CATCHEM 2025)</span> being held in <span style="font-weight: bold;">Amsterdam, Netherlands</span> from <span style="font-weight: bold;">March 19-20, 2025</span>.</span><br></p><p style="text-align: justify; "><span style="font-size: 16px; color: inherit;">The <span style="font-weight: bold;">CATCHEM</span> conference has become a premier global gathering that brings together scientific researchers, academics, industry experts and students from around the world. This conference offers an excellent opportunity to network and present your research to an international audience as well as learn about the latest scientific developments and breakthroughs in the field of Catalysis.</span><br></p><p style="text-align: justify; "><span style="font-size: 16px; color: inherit;">Amsterdam is one of the most multicultural cities in the world, representing a perfect blend of history and modernity and provides a perfect venue for this conference.</span><br></p><p style="text-align: justify; "><span style="font-size: 16px; color: inherit;">We look forward to meeting you at <span style="font-weight: bold;">CATCHEM 2025</span> and hope to make this edition of the conference the most successful to date.</span><br></p><p style="text-align: justify; "><span style="font-size: 16px; color: inherit;">Warmest Regards </span></p><p style="text-align: justify; "><img 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" 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" data-filename="999.png" style="width: 185.483px; height: 91.1284px;"><br></p><p style="text-align: justify; "><span style="color: inherit; font-size: 16px; font-weight: bold;">Dr Fenglou Zou, Volta Energy, Canada</span><br></p></p> <div class="txt-center"> <a style="text-align:center" href="https://scholarsconferences.com/catalysis-frontiers/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://scholarsconferences.com/catalysis-frontiers/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: 2px 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$('#country_codevalpop').html(''); $('#country_codevalpop').html(phone); } } //end success }); } else { $('#country_codevalpop').html(''); $('#country_codevalpop').css('display','none'); $('#phone').prop('disabled','true'); } }); $(document).ready(function() { $(".number-inputs").css('pointer-events', 'none'); $(".number-input22").css('pointer-events', 'none'); $(".num-cls").on("contextmenu", function (e) { e.preventDefault(); }); $(".num-cls").keydown(function (e) { // Allow: backspace, delete, tab, escape, enter and . if ($.inArray(e.keyCode, [46, 8, 9, 27, 13, 110, 190]) !== -1 || // Allow: Ctrl+A, Command+A (e.keyCode == 65 && ( e.ctrlKey === true || e.metaKey === true ) ) || // Allow: home, end, left, right, down, up (e.keyCode >= 35 && e.keyCode <= 40)) { // let it happen, don't do anything return; } // Ensure that it is a number and stop the keypress if ((e.shiftKey || (e.keyCode < 48 || e.keyCode > 57)) && (e.keyCode < 96 || e.keyCode > 105)) { e.preventDefault(); } }); }); $("#shipcountry").change(function(){ var id=$(this).val(); if (id != "") { var post_url = 'https://scholarsconferences.com/catalysis-frontiers/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://scholarsconferences.com/catalysis-frontiers/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://scholarsconferences.com/catalysis-frontiers/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://scholarsconferences.com/catalysis-frontiers/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/6149a409d326717cb6828bce/1fg3qhif2'; 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(); $.ajax({ url:"https://scholarsconferences.com/catalysis-frontiers/home/store_subscribe", method:"POST", data:$(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>

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