{"heading":{"htmlCode":"<p style=\"text-align: center; \"><img src=\"data:image/png;base64,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\" data-filename=\"Untitled bengal eng 1.png\" style=\"width: 100%;\"></p><p style=\"text-align: center; \"><b><span style=\"font-size:24.0pt;line-height:115%;font-family:"Calibri","sans-serif";\nmso-ascii-theme-font:minor-latin;mso-fareast-font-family:Calibri;mso-fareast-theme-font:\nminor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-font-family:"Times New Roman";\nmso-bidi-theme-font:minor-bidi;mso-ansi-language:EN-US;mso-fareast-language:\nEN-US;mso-bidi-language:AR-SA\">Online Registration form</span></b><br></p>"},"dependentSections":[],"sections":[{"sectionId":"44705147793572686","header":"Course and Personal Details","sectionDetails":[{"typeId":"7267084761764304","type":{"type":"Five"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"One","label":"Course to Which Admission is Sought","dropDown0":"B.Tech","show_in_payment_receipt":"on","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"7267084761764304","type":{"type":"Five"},"typeName":"depDropDown","arr":[{"element":{"elementType":"9","position":"Two","label":"Branch","show_in_payment_receipt":"on","required":"on","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"6151118762794141","type":{"type":"One"},"typeName":"plainText","arr":[{"element":{"elementType":"1","position":"One","plainText":"Student Rank Information","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"18240077666853893","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"Three","label":"Rank/Score","placeholder":"Rank/Score","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"18240077666853893","type":{"type":"One"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"One","label":"Examination","dropDown0":"JEE Main","dropDown1":"JEM","dropDown2":"JELET","dropDown3":"JECA","dropDown4":"CET","dropDown5":"MAT/JEMAT","dropDown6":"DIRECT","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8238713226272061","type":{"type":"One"},"typeName":"plainText","arr":[{"element":{"elementType":"1","position":"One","plainText":"Student Personal Information","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"9945604986695047","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Student Name","placeholder":"Student Name","show_in_payment_receipt":"on","required":"on","validation":"name","requiredMessage":"","qfixIdentifier":"applicant_firstname","qfixDB":""}}]},{"typeId":"9945604986695047","type":{"type":"One"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"Three","label":"Gender","dropDown0":"Male","dropDown1":"Female","show_in_payment_receipt":"on","required":"on","requiredMessage":"","qfixIdentifier":"applicant_gender","qfixDB":""}}]},{"typeId":"8525452911916234","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"Three","label":"Mobile Number","placeholder":"Mobile Number","show_in_payment_receipt":"on","required":"on","validation":"phone","requiredMessage":"","qfixIdentifier":"applicant_mobile","qfixDB":""}}]},{"typeId":"8525452911916234","type":{"type":"One"},"typeName":"dateTime","arr":[{"element":{"elementType":"7","position":"One","label":"Student Date of Birth","show_in_payment_receipt":"on","required":"on","requiredMessage":"","qfixIdentifier":"applicant_dob"}}]},{"typeId":"7801078983532628","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Student Email","placeholder":"Student Email","required":"on","validation":"email","requiredMessage":"","qfixIdentifier":"applicant_email","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Address","placeholder":"Address","validation":"address","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8144589207813966","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Pincode","placeholder":"Pincode","validation":"pincode","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Father's Name","placeholder":"Father's Name","show_in_payment_receipt":"on","required":"on","validation":"name","requiredMessage":"","qfixIdentifier":"applicant_father_firstname","qfixDB":""}}]},{"typeId":"06062843289343656","type":{"type":"One"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"One","label":"Admission Category","dropDown0":"General","dropDown1":"TWF","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]}],"incremented":false},{"sectionId":"5166525016787908","header":"Academic Details","sectionDetails":[{"typeId":"05063941195215782","type":{"type":"One"},"typeName":"plainText","arr":[{"element":{"elementType":"1","position":"One","plainText":"10th / Secondary / Madhyamik","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"8601945193183447","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Secondary Year Of Passing","placeholder":"Secondary Year Of Passing","required":"on","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8601945193183447","type":{"type":"One"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"Two","label":"Secondary Board","dropDown0":"CBSE","dropDown1":"ICSE","dropDown2":"W.B.Board","dropDown3":"Bihar Board","dropDown4":"Jharkhand Board","dropDown5":"UP Board","dropDown6":"Other Board","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"1494959203487618","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Marks Obtained in Secondary","placeholder":"Marks Obtained in Secondary","required":"on","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Percentage of Marks in Secondary","placeholder":"Percentage of Marks in Secondary","required":"on","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8688882896263666","type":{"type":"One"},"typeName":"plainText","arr":[{"element":{"elementType":"1","position":"One","plainText":"10+2 Or Equivalent","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"8622916953198669","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Year Of Passing Higher Secondary","placeholder":"Year Of Passing Higher Secondary","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8622916953198669","type":{"type":"One"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"Three","label":"Higher Secondary Board","dropDown0":"CBSE","dropDown1":"ICSE","dropDown2":"W.B.Board","dropDown3":"Bihar Board","dropDown4":"Jharkhand Board","dropDown5":"UP Board","dropDown6":"Other Board","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"3192662726642619","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Marks Obtained in Higher Secondary Board","placeholder":"Marks Obtained in Higher Secondary Board","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Percentage of Marks Obtained in Higher Secondary Board","placeholder":"Percentage of Marks Obtained in Higher Secondary Board","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"10620215698358093","type":{"type":"One"},"typeName":"plainText","arr":[{"element":{"elementType":"1","position":"One","plainText":"Subject Details","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"4527775646106822","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Marks Obtained in Physics","placeholder":"Marks Obtained in Physics","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"Marks Obtained in Chemistry","placeholder":"Marks Obtained in Chemistry","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Marks Obtained in Mathematics","placeholder":"Marks Obtained in Mathematics","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"2261875517496892","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Marks Obtained in Biology","placeholder":"Marks Obtained in Biology","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"Marks Obtained in English","placeholder":"Marks Obtained in English","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"PCM Obtained in Phy Chem Math Bio and Eng","placeholder":"PCM Obtained in Phy Chem Math Bio and Eng","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"2737277218843437","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Marks Obtained in Compulsory Subject 1 ","placeholder":"Marks Obtained in Compulsory Subject 1 ","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Marks Obtained in Compulsory Subject 2","placeholder":"Marks Obtained in Compulsory Subject 2","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"7906665126521737","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Marks in Additional Subject 1","placeholder":"Marks in Additional Subject 1","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Marks in Additional Subject 2","placeholder":"Marks in Additional Subject 2","validation":"numeric","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"5174583883193524","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Marks Obtained In Other Subject","placeholder":"Marks Obtained In Other Subject","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"PCM Obtained in Cumpulsory and Additional Subjects","placeholder":"PCM Obtained in Compulsory and Additional Subjects","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"9911781151303862","type":{"type":"One"},"typeName":"plainText","arr":[{"element":{"elementType":"1","position":"One","plainText":"Additional Qualification Details","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"956439884263039","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Additional Course Name","placeholder":"Additional Course Name","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"5445939653306984","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Additional Course Year Of Passing","placeholder":"Additional Course Year Of Passing","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Additional Course Board","placeholder":"Additional Course Board","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"325093619181007","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Additional Course Marks Obtained","placeholder":"Additional Course Marks Obtained","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"PCM in Additional Course","placeholder":"PCM in Additional Course","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"3382678324026003","type":{"type":"One"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"One","label":"Hostel","dropDown0":"Yes","dropDown1":"No","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"3382678324026003","type":{"type":"One"},"typeName":"depDropDown","arr":[{"element":{"elementType":"9","position":"Three","label":"Hostel Type","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"1026054614732772","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Amount Paid","placeholder":"Minimum RS. 10,000/- deposit","required":"on","validation":"numeric","requiredMessage":"","qfixIdentifier":"custom_fee","qfixDB":""}}]}],"incremented":false}],"footer":{"htmlCode":"<div><span style=\"font-size: 1rem; background-color: rgb(255, 255, 0);\"><span style=\"font-weight: bolder;\">Note : </span></span></div><div><span style=\"font-size: 1rem;\">A. Online Registration does not guarantee admission And is only provisional.</span><br></div><div>B. Subject to All Eligibility criteria fulfilled as per Merit and availability of seats.</div><div>C. Please visit the office within a week from the date of Registration Confirmation.</div>\n \n ","checkboxData":[]},"dependentDropDowns":[{"ParentId":"dpdnrdropDownFive72670847617643041","ChildId":"dpdnrdropDownFive72670847617643042","dependentVal":{"B.Tech":"CSE,ECE,EE"}},{"ParentId":"dpdnrdropDownOne33826783240260031","ChildId":"dpdnrdropDownOne33826783240260033","dependentVal":{"Yes":"Hostel Fees Type A,Hostel Fees Type B,Hostel Fees Type C"}}]}
