{"heading":{"htmlCode":"<p style=\"text-align: center;\"><img src=\"data:image/jpeg;base64,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\" data-filename=\"s.b385e08088.jpg\" style=\"width: 109.998px;\"></p><p style=\"text-align: center;\"><span style=\"font-weight: bolder;\">The Scottish Church Collegiate School</span></p><p style=\"text-align: center;\">(A Christian Minority Institution)</p><p style=\"text-align: center;\">&nbsp;73, BIDHAN SARANI, KOLKATA- 700 006</p><p style=\"text-align: center;\">APPLICATION OF ENROLLMENT IN CLASS-XI</p>"},"dependentSections":[],"sections":[{"sectionId":"9100439333994501","header":"STUDENT DETAILS (TO BE FILLED IN BLOCK LETTERS ONLY)","sectionDetails":[{"typeId":"6049461324974899","type":{"type":"Five"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"One","label":"Class","dropDown0":"XI","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"3","position":"Two","label":"Section","dropDown1":"A-Computer Science","dropDown2":"B-BIO Science","dropDown3":"C-Commerce","dropDown4":"D-Arts","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8018305735452853","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Student's Name","placeholder":"Student's Name","required":"on","validation":"name","requiredMessage":"","qfixIdentifier":"applicant_firstname","qfixDB":""}}]},{"typeId":"8018305735452853","type":{"type":"One"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"Three","label":"Gender","dropDown0":"Male","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8018305735452853","type":{"type":"One"},"typeName":"dateTime","arr":[{"element":{"elementType":"7","position":"Two","label":"Date of Birth","required":"on","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"4003155209104794","type":{"type":"Five"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Mother Tongue","placeholder":"Mother Tongue","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"4003155209104794","type":{"type":"Five"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"Two","label":"Nationality","dropDown0":"Indian","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"4200088851336319","type":{"type":"Four"},"typeName":"plainText","arr":[{"element":{"elementType":"1","position":"One","plainText":"Passed Madhyamik or Equivalent Examination","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"5958348421306154","type":{"type":"Five"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"School Name","placeholder":"School Name","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"School Address","placeholder":"School Address","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"41440826220385385","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Passing Year","placeholder":"Passing Year","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"Board/Council","placeholder":"Board/Council","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Full Marks","placeholder":"Full Marks","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"5188260423522326","type":{"type":"Five"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Marks Obtained in Aggregate Excluding Optional Subject","placeholder":"","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"Securing % in Aggregate Excluding Optional Subject","placeholder":"","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8538252962735129","type":{"type":"Four"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Subjects Taken in Madhyamik or Equivalent Exam","placeholder":"","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"2114816936906414","type":{"type":"Four"},"typeName":"plainText","arr":[{"element":{"elementType":"1","position":"One","plainText":"Subjects taken in H.S","requiredMessage":"","qfixIdentifier":""}}]},{"typeId":"43410730326724534","type":{"type":"One"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"One","label":"Compulsory Language-1","dropDown0":"Bengali (BNGA)","dropDown1":"English (ENGA)","dropDown2":"Hindi (HINA)","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"3","position":"Two","label":"Compulsory Language-2","dropDown12":"English (ENGB)","dropDown13":"Bengali (BNGB)","dropDown14":"English (ENGB)","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"21356282431766882","type":{"type":"One"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"One","label":"Compulsory Elective-1","dropDown0":"Physics (PHYS)","dropDown1":"Accountancy (ACCT)","dropDown2":"Political Science (POLS)","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"3","position":"Two","label":"Compulsory Elective-2","dropDown4":"Chemistry (CHEM)","dropDown5":"Business Studies (BSTD)","dropDown6":"History (HIST)","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"3","position":"Three","label":"Compulsory Elective-3","dropDown8":"Mathematics (MATH)","dropDown9":"Costing and Taxation (CSTX)","dropDown10":"Journalism and Mass Communication (JMCN)","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"3192578436519533","type":{"type":"Five"},"typeName":"dropDown","arr":[{"element":{"elementType":"3","position":"One","label":"Compulsory Elective-4","dropDown0":"Commercial Law and Preliminaries of Auditing (CLPA)","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"3","position":"Two","label":"Optional Elective","dropDown1":"Computer Science (COMS)","dropDown2":"Statistics (STAT)","dropDown3":"Biological Science (BIOS)","dropDown6":"Economics (ECON)","dropDown10":"Environmental Studies (ENVS)","dropDown11":"Modern Computer Application (COMA)","required":"on","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"4127462851808563","type":{"type":"Four"},"typeName":"editor","arr":[{"element":{"html":"<p><font face=\"Arial\"><b><span style=\"font-size: 24px;\"><span style=\"color: rgb(255, 0, 0);\">**</span></span></b><span style=\"font-size: 18px;\"><b>Students Opting for Economics/ Computer Science/ Computer Application Must have Scored At least 50% in Mathematics.</b></span></font></p>","elementType":"8","position":"One"}}]},{"typeId":"4101363672292089","type":{"type":"One"},"typeName":"fileUpload","arr":[{"element":{"elementType":"6","position":"One","label":"Applicant Photograph ( Passport Size Only)","maximumsize":"1","required":"on","requiredMessage":"","qfixIdentifier":"photo_path"}},{"element":{"elementType":"6","position":"Two","label":"Admit Card of Madhyamik","maximumsize":"1","required":"on","requiredMessage":"","qfixIdentifier":"documents.OM"}},{"element":{"elementType":"6","position":"Three","label":"Mark Sheet of Madhyamik","maximumsize":"1","required":"on","requiredMessage":"","qfixIdentifier":"documents.SM"}}]}],"incremented":false},{"sectionId":"6931803268008945","header":"CONTACT/PARENT DETAILS","sectionDetails":[{"typeId":"15335428920499794","type":{"type":"Five"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Mobile Number","placeholder":"Mobile Number","required":"on","validation":"phone","requiredMessage":"","qfixIdentifier":"applicant_mobile","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"Email Address","placeholder":"Email Address","required":"on","validation":"email","requiredMessage":"","qfixIdentifier":"applicant_email","qfixDB":""}}]},{"typeId":"4278345325823525","type":{"type":"Four"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Present / Local Address","placeholder":"Address/ County/ State/ City/ PIN","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"7004602911729667","type":{"type":"Four"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Permanent Address","placeholder":"Address/ County/ State/ City/ PIN","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"12914726546031674","type":{"type":"Five"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Father's Name","placeholder":"Father's Name","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"Father's Occupation","placeholder":"Father's Occupation","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"13984350814756574","type":{"type":"Five"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Mother's Name","placeholder":"Mother's Name","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"Mother's Occupation","placeholder":"Mother's Occupation","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8347275582180718","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Guardian Name","placeholder":"Guardian Name","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"Relationship with Guardian","placeholder":"Relationship with Guardian","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Guardian Occupation","placeholder":"Guardian Occupation","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"8426141374363263","type":{"type":"One"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Annual Income of Parent","placeholder":"Annual Income of Parent","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"With Whom the Boy lives","placeholder":"With Whom the Boy lives","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Three","label":"Aadhar No (of Student)","placeholder":"Aadhar No (of Student)","required":"on","validation":"aadhar","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]},{"typeId":"08905793204345214","type":{"type":"Five"},"typeName":"textBox","arr":[{"element":{"elementType":"2","position":"One","label":"Identification Mark","placeholder":"Identification Mark","required":"on","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}},{"element":{"elementType":"2","position":"Two","label":"Blood Group","placeholder":"Blood Group","validation":"any","requiredMessage":"","qfixIdentifier":"","qfixDB":""}}]}],"incremented":false}],"footer":{"htmlCode":"<p>I solemnly declare that the above mentioned particulars are true. I agree to abide by the rules of the school &amp; also those that may be announced from time to time &amp; promise to conform to the discipline of the school. I have no conscientious objection to attending classes of religious instructions.</p>","checkboxData":[{"typeId":"1749070678978153","value":"Declaration"}]}}

[{"sectionId":"9100439333994501","typeId":"6049461324974899"},{"sectionId":"9100439333994501","typeId":"041970785990525394"},{"sectionId":"9100439333994501","typeId":"8018305735452853"},{"sectionId":"9100439333994501","typeId":"9034547958052581"},{"sectionId":"9100439333994501","typeId":"4765881672750494"},{"sectionId":"9100439333994501","typeId":"4003155209104794"},{"sectionId":"9100439333994501","typeId":"6630326163834901"},{"sectionId":"9100439333994501","typeId":"1520939959015415"},{"sectionId":"9100439333994501","typeId":"4200088851336319"},{"sectionId":"9100439333994501","typeId":"5004758599481758"},{"sectionId":"9100439333994501","typeId":"5958348421306154"},{"sectionId":"9100439333994501","typeId":"5164154657663158"},{"sectionId":"9100439333994501","typeId":"41440826220385385"},{"sectionId":"9100439333994501","typeId":"5959390954419976"},{"sectionId":"9100439333994501","typeId":"5188260423522326"},{"sectionId":"9100439333994501","typeId":"9208177594380995"},{"sectionId":"9100439333994501","typeId":"8538252962735129"},{"sectionId":"9100439333994501","typeId":"2114816936906414"},{"sectionId":"9100439333994501","typeId":"4809705724900659"},{"sectionId":"9100439333994501","typeId":"43410730326724534"},{"sectionId":"9100439333994501","typeId":"21356282431766882"},{"sectionId":"9100439333994501","typeId":"9328834242597486"},{"sectionId":"9100439333994501","typeId":"3192578436519533"},{"sectionId":"9100439333994501","typeId":"7043288881576979"},{"sectionId":"9100439333994501","typeId":"4127462851808563"},{"sectionId":"9100439333994501","typeId":"21588193375509435"},{"sectionId":"9100439333994501","typeId":"4101363672292089"},{"sectionId":"9100439333994501","typeId":"5371367736868238"},{"sectionId":"6931803268008945","typeId":"15335428920499794"},{"sectionId":"6931803268008945","typeId":"4278345325823525"},{"sectionId":"6931803268008945","typeId":"7533681693074854"},{"sectionId":"6931803268008945","typeId":"7454201671497376"},{"sectionId":"6931803268008945","typeId":"7004602911729667"},{"sectionId":"6931803268008945","typeId":"36629694825446246"},{"sectionId":"6931803268008945","typeId":"12914726546031674"},{"sectionId":"6931803268008945","typeId":"13984350814756574"},{"sectionId":"6931803268008945","typeId":"70194812931343"},{"sectionId":"6931803268008945","typeId":"8347275582180718"},{"sectionId":"6931803268008945","typeId":"8426141374363263"},{"sectionId":"6931803268008945","typeId":"08905793204345214"},{"sectionId":"6931803268008945","typeId":"8798283488813587"}]

7205

[object Object]

[{"id":2858,"code":2858,"name":"ADMISSION","active":"Y","branch_id":8985,"course_category":"SC","export_template_factory_name":"scccsonlineform","min_amount":null,"max_amount":null,"coordinator":null,"date":null,"duration":null,"amount":500,"currency":"INR"}]