From 1e4ab59b89414abfb0abd26bacf4dac9b7b717a4 Mon Sep 17 00:00:00 2001 From: Apurvabisht97 Date: Thu, 4 Aug 2022 15:19:51 +0530 Subject: [PATCH 1/5] update save marks API version 2 --- v1.0/backend/src/app.js | 3 + v1.0/backend/src/models/exams.js | 12 +-- v1.0/backend/src/models/result.js | 111 ++++++++++++++++++++++ v1.0/backend/src/models/school.js | 8 +- v1.0/backend/src/models/students.js | 24 ++--- v1.0/backend/src/routers/exam.route.js | 36 +++---- v1.0/backend/src/routers/result.route.js | 55 +++++++++++ v1.0/backend/src/routers/school.route.js | 40 ++++---- v1.0/backend/src/routers/student.route.js | 88 ++++++++--------- 9 files changed, 273 insertions(+), 104 deletions(-) create mode 100644 v1.0/backend/src/models/result.js create mode 100644 v1.0/backend/src/routers/result.route.js diff --git a/v1.0/backend/src/app.js b/v1.0/backend/src/app.js index 256da14c2..b940ed1f6 100644 --- a/v1.0/backend/src/app.js +++ b/v1.0/backend/src/app.js @@ -11,6 +11,7 @@ const examRouter = require('./routers/exam.route') const markRouter = require('./routers/mark.route') const roiRouter = require('./routers/roi.route') const brandRouter = require('./routers/brand.route') +const resultRouter = require('./routers/result.route') var cors = require('cors'); const spec = fs.readFileSync(`${__dirname}/swagger-saral-frontend.yaml`, 'utf-8'); @@ -39,6 +40,8 @@ app.use(examRouter) app.use(markRouter) app.use(roiRouter) app.use(brandRouter) +app.use(resultRouter) + app.use("/api-docs/saral/frontend", swaggerUi.serve, (...args) => swaggerUi.setup(frontendSpec)(...args)); app.use("/api-docs/saral/maintenance", swaggerUi.serve, (...args) => swaggerUi.setup(maintenanceSpec)(...args)); module.exports = app \ No newline at end of file diff --git a/v1.0/backend/src/models/exams.js b/v1.0/backend/src/models/exams.js index 027e4e452..a48105e5f 100644 --- a/v1.0/backend/src/models/exams.js +++ b/v1.0/backend/src/models/exams.js @@ -6,7 +6,7 @@ const examSchema = new mongoose.Schema({ unique: true, trim: true, }, - schoolId: { + orgId: { type: String, required: true, trim: true, @@ -16,20 +16,20 @@ const examSchema = new mongoose.Schema({ required: true, trim: true, }, - examDate: { + date: { type: String, required: false }, - classId: { + category1: { type: String, required: true }, - subject: { + category3: { type: String, required: true, trim: true }, - totalMarks: { + totalResults: { type: Number, required: true, trim: true @@ -48,7 +48,7 @@ const examSchema = new mongoose.Schema({ selected: { type: Boolean } } ], - questionMarks: { type: String } + questionResults: { type: String } }] }, { timestamps: true diff --git a/v1.0/backend/src/models/result.js b/v1.0/backend/src/models/result.js new file mode 100644 index 000000000..10d0d3bc3 --- /dev/null +++ b/v1.0/backend/src/models/result.js @@ -0,0 +1,111 @@ +const mongoose = require('mongoose') + +const defaultTimeStamp = new Date(2021, 02, 25, 10, 00, 00, 0).getTime() + +const resultSchema = new mongoose.Schema({ + category1: { + type: String, + required: true, + trim: true + }, + category2: { + type: String, + required: true, + trim: true, + uppercase: true + }, + category3: { + type: String, + required: true, + trim: true + }, + date: { + type: String, + required: false + }, + identifier: { + type: String, + required: true, + trim: true + }, + identifierTrainingData:{ + type: Array, + required: false + }, + predictedIdentifier: { + type: String, + required: false + }, + predictionConfidence: { + type: Array, + required: false + }, + availability: { + type: Boolean, + default: true, + required: true + }, + orgId: { + type: String, + required: true, + trim: true + }, + roiId: { + type: String, + required: false, + trim: true + }, + resultInfo: [ + { + _id: false, + questionId: { type: String, required: true }, + predictedResult: {type: String,required: false}, + predictionConfidence: {type: Array,required: false}, + tags: {type: Array,required: false}, + obtainedResult: { type: String, required: true }, + trainingData: {type: Array,required: false} + } + ], + totalResult: { + type: Number, + required: true + }, + maxResultTrainingData:{ + type: Array, + required: false + }, + maxResultPredicted:{ + type: String, + required: false + }, + maxResultConfidence:{ + type: Array, + required: false + }, + securedResult: { + type: Number, + required: true + }, + obtainedResultTrainingData:{ + type: Array, + required: false + }, + obtainedResultPredicted:{ + type: String, + required: false + }, + obtainedResultConfidence:{ + type: Array, + required: false + }, + createdOn: { + type: String, + default: defaultTimeStamp + } +}) + + + +const Result = mongoose.model('Result', resultSchema) + +module.exports = Result \ No newline at end of file diff --git a/v1.0/backend/src/models/school.js b/v1.0/backend/src/models/school.js index ab36d755a..063ae0051 100644 --- a/v1.0/backend/src/models/school.js +++ b/v1.0/backend/src/models/school.js @@ -8,7 +8,7 @@ const schoolSchema = new mongoose.Schema({ required: true, trim: true }, - schoolId: { + orgId: { type: String, unique: true, required: true, @@ -67,7 +67,7 @@ const schoolSchema = new mongoose.Schema({ //instance method schoolSchema.methods.generateAuthToken = async function () { const school = this - const token = jwt.sign({ userId: school.schoolId.toString() }, process.env.JWT_SECRET) + const token = jwt.sign({ userId: school.orgId.toString() }, process.env.JWT_SECRET) await school.save() return token @@ -85,9 +85,9 @@ schoolSchema.methods.toJSON = function () { } //model method created -schoolSchema.statics.findByCredentials = async (schoolId, password) => { +schoolSchema.statics.findByCredentials = async (orgId, password) => { - const school = await School.findOne({ schoolId },{__v: 0}) + const school = await School.findOne({ orgId },{__v: 0}) if(!school) { throw new Error('School Id or Password is not correct.') diff --git a/v1.0/backend/src/models/students.js b/v1.0/backend/src/models/students.js index afc85fe73..9f1b0172f 100644 --- a/v1.0/backend/src/models/students.js +++ b/v1.0/backend/src/models/students.js @@ -6,7 +6,7 @@ const studentSchema = new mongoose.Schema({ required: true, trim: true }, - studentId: { + identifier: { type: String, unique: true, required: true, @@ -15,17 +15,17 @@ const studentSchema = new mongoose.Schema({ studentClass: { type: Array, default: { - classId: "2", - className: 'Class-2' + category1: "2", + categoryName: 'Class-2' } }, - section: { + category2: { type: String, trim: true, uppercase: true, default: "A" }, - schoolId: { + orgId: { type: String, required: true, ref: 'School' @@ -35,19 +35,19 @@ const studentSchema = new mongoose.Schema({ }) //model method created -studentSchema.statics.getStudentsCountByClassAndSection = async (schoolId, classId, section) => { - const match = { schoolId } - if(classId) { +studentSchema.statics.getStudentsCountByClassAndSection = async (orgId, category1, category2) => { + const match = { orgId } + if(category1) { let studentClassObj = { - classId: classId, - className: `Class-${classId}` + category1: category1, + categoryName: `Class-${category1}` } let studentClass = [studentClassObj] match.studentClass = studentClass } - if(section) { - match.section = section + if(category2) { + match.category2 = category2 } try { diff --git a/v1.0/backend/src/routers/exam.route.js b/v1.0/backend/src/routers/exam.route.js index 0d7d85d5d..a283ee47f 100644 --- a/v1.0/backend/src/routers/exam.route.js +++ b/v1.0/backend/src/routers/exam.route.js @@ -8,22 +8,22 @@ const router = new express.Router() router.post('/exam', auth, async (req, res) => { const body = [...req.body] const exams = [] - let schoolId = req.school.schoolId + let orgId = req.school.orgId for (let i = 0; i < body.length; i++) { - if(!body[i].examDate && body[i].examDate == undefined){ - body[i].examDate = new Date().toLocaleDateString() + if(!body[i].date && body[i].date == undefined){ + body[i].date = new Date().toLocaleDateString() } body[i].type = body[i].type.toUpperCase() - let examExist = await Exam.find({ schoolId, classId: body[i].classId, examDate: body[i].examDate, subject: body[i].subject }) + let examExist = await Exam.find({ orgId, category1: body[i].category1, date: body[i].date, category3: body[i].category3 }) if (examExist.length) continue let examId = await Counter.getValueForNextSequence("examId") const examData = new Exam({ ...body[i], examId, - schoolId + orgId }) exams.push(examData) } @@ -41,24 +41,24 @@ router.post('/exam', auth, async (req, res) => { }) -router.get('/examByClass/:classId', auth, async (req, res) => { +router.get('/examByClass/:category1', auth, async (req, res) => { const match = { - schoolId: req.school.schoolId, - classId: req.params.classId + orgId: req.school.orgId, + category1: req.params.category1 } - if (req.query.subject) { - match.subject = req.query.subject + if (req.query.category3) { + match.category3 = req.query.category3 } - if (req.query.examDate) { - match.examDate = req.query.examDate + if (req.query.date) { + match.date = req.query.date } try { const exams = await Exam.find(match, { _id: 0, __v: 0, createdAt: 0, updatedAt: 0 }).lean() if (!exams.length) { - return res.status(404).send({ "message": `Exam dose not exist for ${req.params.classId}` }) + return res.status(404).send({ "message": `Exam dose not exist for ${req.params.category1}` }) } res.send(exams) } @@ -88,7 +88,7 @@ router.delete('/exam/:examId', auth, async (req, res) => { router.patch('/exam/:examId', auth, async (req, res) => { try { const updates = Object.keys(req.body) - const allowedUpdates = ['subject', 'examLO', 'examDate', 'totalMarks', 'questions'] + const allowedUpdates = ['category3', 'examLO', 'date', 'totalResults', 'questions'] const isValidOperation = updates.every((update) => allowedUpdates.includes(update)) if (!isValidOperation) { @@ -96,7 +96,7 @@ router.patch('/exam/:examId', auth, async (req, res) => { } let match = { examId: req.params.examId, - schoolId: req.school.schoolId + orgId: req.school.orgId } let update = { $set: req.body } const exam = await Exam.find(match).lean() @@ -124,15 +124,15 @@ module.exports = router // const body = [...req.body] // const exams = [] // for(let data of body){ -// let schoolId = req.school.schoolId -// let examExist = await Exam.find({schoolId, classId: data.classId,examDate: data.examDate,subject: data.subject}) +// let orgId = req.school.orgId +// let examExist = await Exam.find({orgId, category1: data.category1,date: data.date,category3: data.category3}) // console.log(examExist.length) // if(!examExist.length){ // // let examId = await Counter.getValueForNextSequence("examId") // const examData = new Exam({ // ...data, // examId: await Counter.getValueForNextSequence("examId"), -// schoolId +// orgId // }) // exams.push(examData) // console.log(exams.length) diff --git a/v1.0/backend/src/routers/result.route.js b/v1.0/backend/src/routers/result.route.js new file mode 100644 index 000000000..65007cba7 --- /dev/null +++ b/v1.0/backend/src/routers/result.route.js @@ -0,0 +1,55 @@ +const express = require('express') +const path = require('path') +const Result = require('../models/result') +const { auth } = require('../middleware/auth') +const router = new express.Router() + + +router.put('/saveResults', auth, async (req, res) => { + const results = [] + const category3 = req.body.category3 + const date = req.body.date + const orgId = req.school.orgId + const category1 = req.body.category1 + const createdOn = new Date().getTime() + const roiId = req.body.roiId + + req.body.studentsResultInfo.forEach(studentsData => { + const resultData = new Result({ + ...studentsData, + orgId, + date, + category3, + category1, + createdOn, + roiId + }) + results.push(resultData) + }); + try { + for (let data of results) { + if (!data.date && data.date == undefined) { + data.date = new Date().toLocaleDateString() + } + + let studentResultsExist = await Result.findOne({ orgId: data.orgId, identifier: data.identifier, category1: data.category1, category3: data.category3, date: data.date, roiId: data.roiId }) + if (!studentResultsExist) { + await Result.create(data) + } else { + if (data.orgId == studentResultsExist.orgId && data.identifier == studentResultsExist.identifier && data.category1 == studentResultsExist.category1 && data.category3 == studentResultsExist.category3 && data.date == studentResultsExist.date) { + let lookup = { + identifier: data.identifier + } + let update = { $set: { identifierTrainingData: data.identifierTrainingData, predictedIdentifier: data.predictedIdentifier, availability: data.availability, resultInfo: data.resultInfo, maxResultTrainingData: data.maxResultTrainingData, maxResultPredicted: data.maxResultPredicted, securedResult: data.securedResult, totalResult: data.totalResult, obtainedResultTrainingData: data.obtainedResultTrainingData, obtainedResultPredicted: data.obtainedResultPredicted } } + await Result.update(lookup, update) + } + } + } + + res.status(200).send({ message: 'Data Saved Successfully' }) + } catch (e) { + console.log(e); + res.status(400).send({ e }) + } +}) +module.exports = router \ No newline at end of file diff --git a/v1.0/backend/src/routers/school.route.js b/v1.0/backend/src/routers/school.route.js index 30192ed20..bf4835b2a 100644 --- a/v1.0/backend/src/routers/school.route.js +++ b/v1.0/backend/src/routers/school.route.js @@ -11,7 +11,7 @@ router.post('/schools/create', async (req, res) => { const school = new School({ ...req.body }) try { school.state = req.body.state.toLowerCase() - school.schoolId = req.body.schoolId.toLowerCase() + school.orgId = req.body.orgId.toLowerCase() if (req.body.autoSync) school.autoSync = req.body.autoSync if(req.body.autoSyncFrequency) school.autoSyncFrequency = req.body.autoSyncFrequency @@ -21,7 +21,7 @@ router.post('/schools/create', async (req, res) => { let schools = { storeTrainingData: school.storeTrainingData, name: school.name, - schoolId: school.schoolId, + orgId: school.orgId, state: school.state } const token = await school.generateAuthToken() @@ -45,7 +45,7 @@ router.get('/schools', async (req, res) => { school.forEach(element => { let obj = { name: element.name, - schoolId: element.schoolId, + orgId: element.orgId, state: element.state, storeTrainingData: element.storeTrainingData } @@ -60,13 +60,13 @@ router.get('/schools', async (req, res) => { router.post('/schools/login', async (req, res) => { try { - const schools = await School.findByCredentials(req.body.schoolId.toLowerCase(), req.body.password) + const schools = await School.findByCredentials(req.body.orgId.toLowerCase(), req.body.password) const token = await schools.generateAuthToken() let classes = [] let school = { storeTrainingData: schools.storeTrainingData, name: schools.name, - schoolId: schools.schoolId, + orgId: schools.orgId, state: schools.state, autoSync: schools.autoSync, autoSyncFrequency: schools.autoSyncFrequency, @@ -81,25 +81,25 @@ router.post('/schools/login', async (req, res) => { token } if (req.body.classes) { - const classData = await ClassModel.findClassesBySchools(schools.schoolId) + const classData = await ClassModel.findClassesBySchools(schools.orgId) classData.forEach(data => { - const { sections, classId, className } = data + const { categories, category1, className } = data let obj = { - sections, - classId, + categories, + category1, className } classes.push(obj) }); - classes.sort((a, b) => a.classId.trim().localeCompare(b.classId.trim())) + classes.sort((a, b) => a.category1.trim().localeCompare(b.category1.trim())) response.classes = classes } res.send(response) } catch (e) { - if (e && e.message == 'School Id or Password is not correct.') { + if (e && e.message == 'Org Id or Password is not correct.') { res.status(422).send({ error: e.message }) } else { @@ -108,18 +108,18 @@ router.post('/schools/login', async (req, res) => { } }) -router.delete('/schools/:schoolId', async (req, res) => { +router.delete('/schools/:orgId', async (req, res) => { try { - const school = await School.findOne({ schoolId: req.params.schoolId.toLowerCase() }) - if (!school) return res.status(404).send({ message: 'School Id does not exist.' }) + const school = await School.findOne({ orgId: req.params.orgId.toLowerCase() }) + if (!school) return res.status(404).send({ message: 'Org Id does not exist.' }) let lookup = { - schoolId: school.schoolId + orgId: school.orgId } await School.deleteOne(lookup).lean() await ClassModel.findOneAndRemove(lookup).lean() await Student.findOneAndRemove(lookup).lean() await Mark.findOneAndRemove(lookup).lean() - res.status(200).send({ message: 'School has been deleted.' }) + res.status(200).send({ message: 'Org has been deleted.' }) } catch (e) { console.log(e); @@ -127,7 +127,7 @@ router.delete('/schools/:schoolId', async (req, res) => { } }) -router.patch('/schools/:schoolId', async (req, res) => { +router.patch('/schools/:orgId', async (req, res) => { try { if (Object.keys(req.body).length === 0) res.status(400).send({ message: 'Validation error.' }) const updates = Object.keys(req.body) @@ -138,15 +138,15 @@ router.patch('/schools/:schoolId', async (req, res) => { return res.status(400).send({ error: 'Invaid Updates' }) } let lookup = { - schoolId: req.params.schoolId.toLowerCase() + orgId: req.params.orgId.toLowerCase() } let update = req.body const school = await School.findOne(lookup).lean(); - if (!school) return res.status(404).send({ message: 'School Id does not exist.' }) + if (!school) return res.status(404).send({ message: 'Org Id does not exist.' }) await School.updateOne(lookup, update).lean().exec(); - res.status(200).send({ message: 'School has been updated.' }) + res.status(200).send({ message: 'Org has been updated.' }) } catch (e) { diff --git a/v1.0/backend/src/routers/student.route.js b/v1.0/backend/src/routers/student.route.js index 9d984c6fb..81c7fe59b 100644 --- a/v1.0/backend/src/routers/student.route.js +++ b/v1.0/backend/src/routers/student.route.js @@ -10,33 +10,33 @@ const router = new express.Router() router.post('/student', auth, async (req, res) => { try { - if(!req.body.studentId) return res.status(400).send({ error: "Student Id is required." }) + if(!req.body.identifier) return res.status(400).send({ error: "Identifier Id is required." }) // let commonDigit = "0000000" - const classId = req.body.studentClass && req.body.studentClass.length > 0 ? req.body.studentClass[0].classId : "2" - const section = req.body.section ? req.body.section : "A" - // const studentsCount = await Student.getStudentsCountByClassAndSection(req.school.schoolId, classId, section) + const category1 = req.body.studentClass && req.body.studentClass.length > 0 ? req.body.studentClass[0].category1 : "2" + const category2 = req.body.category2 ? req.body.category2 : "A" + // const studentsCount = await Student.getStudentsCountByClassAndSection(req.school.orgId, category1, section) // const newStudentCount = String(studentsCount + 1) // const newStudentLastSevenDigit = commonDigit.slice(0, - newStudentCount.length) + newStudentCount // const sectionCode = getSectionCode(section) const studentClass = req.body.studentClass && req.body.studentClass.length > 0 && [{ - classId: req.body.studentClass[0].classId, - className: `Class-${req.body.studentClass[0].classId}` + category1: req.body.studentClass[0].category1, + categoryName: `Class-${req.body.studentClass[0].category1}` }] const students = new Student({ ...req.body, studentClass, - schoolId: req.school.schoolId + orgId: req.school.orgId }) await students.save() let response = { studentClass: students.studentClass, - section: students.section, + category2: students.category2, name: students.name, - studentId: students.studentId, - schoolId: students.schoolId, + identifier: students.identifier, + orgId: students.orgId, createdAt: students.createdAt, updatedAt: students.updatedAt } @@ -50,18 +50,18 @@ router.post('/student', auth, async (req, res) => { router.post('/fetchStudentsByQuery', auth, async (req, res) => { const match = {} - match.schoolId = req.school.schoolId - if (req.body.classId) { + match.orgId = req.school.orgId + if (req.body.category1) { let studentClassObj = { - classId: req.body.classId, - className: `Class-${req.body.classId}` + category1: req.body.category1, + categoryName: `Class-${req.body.category1}` } let studentClass = [studentClassObj] match.studentClass = studentClass } - if (req.body.section && req.body.section != "0") { - match.section = req.body.section + if (req.body.category2 && req.body.category2 != "0") { + match.category2 = req.body.category2 } try { @@ -76,41 +76,41 @@ router.post('/fetchStudentsByQuery', auth, async (req, res) => { router.post('/fetchStudentsandExamsByQuery', auth, async (req, res) => { const match = {} const examMatch = {} - match.schoolId = req.school.schoolId + match.orgId = req.school.orgId - if (req.body.classId) { + if (req.body.category1) { let studentClassObj = { - classId: req.body.classId, - className: `Class-${req.body.classId}` + category1: req.body.category1, + categoryName: `Class-${req.body.category1}` } let studentClass = [studentClassObj] match.studentClass = studentClass - examMatch.classId = studentClassObj.classId - examMatch.schoolId = req.school.schoolId + examMatch.category1 = studentClassObj.category1 + examMatch.orgId = req.school.orgId } else { if (req.school.minimal == true) { - examMatch.schoolId = req.school.schoolId + examMatch.orgId = req.school.orgId } else { - return res.status(404).send({ message: 'Please send classId' }) + return res.status(404).send({ message: 'Please send category1' }) } } - if (req.body.section && req.body.section != "0") { - match.section = req.body.section + if (req.body.category2 && req.body.category2 != "0") { + match.category2 = req.body.category2 } - if (req.body.hasOwnProperty('subject')) { - let subject = req.body.subject.split(' ') - examMatch.examDate = subject[1] + if (req.body.hasOwnProperty('category3')) { + let category3 = req.body.category3.split(' ') + examMatch.date = category3[1] } try { const students = await Student.find(match, { _id: 0, __v: 0, createdAt: 0, updatedAt: 0 }).lean() for(let student of students){ - let marks = await Marks.findOne({"studentId": student.studentId, "examDate": examMatch.examDate}) - if(marks && typeof marks == "object" && marks.examDate == examMatch.examDate){ - student["studentAvailability"] = marks.studentAvailability + let marks = await Marks.findOne({"identifier": student.identifier, "date": examMatch.date}) + if(marks && typeof marks == "object" && marks.date == examMatch.date){ + student["availability"] = marks.availability }else{ - student["studentAvailability"] = true + student["availability"] = true } } @@ -122,16 +122,16 @@ router.post('/fetchStudentsandExamsByQuery', auth, async (req, res) => { } }) -router.delete('/student/:studentId', async (req, res) => { +router.delete('/student/:identifier', async (req, res) => { try { - const student = await Student.findOne({ studentId: req.params.studentId }) - if (!student) return res.status(404).send({ message: 'Student Id does not exist.' }) + const student = await Student.findOne({ identifier: req.params.identifier }) + if (!student) return res.status(404).send({ message: 'Identifier Id does not exist.' }) let lookup = { - studentId: student.studentId + identifier: student.identifier } await Student.deleteOne(lookup).lean() await Marks.findOneAndRemove(lookup).lean() - return res.status(200).send({ "message": "Student has been deleted." }) + return res.status(200).send({ "message": "Identifier has been deleted." }) } catch (e) { console.log(e); @@ -140,7 +140,7 @@ router.delete('/student/:studentId', async (req, res) => { }) -router.patch('/student/:studentId', async (req, res) => { +router.patch('/student/:identifier', async (req, res) => { if (Object.keys(req.body).length === 0) res.status(400).send({ message: 'Validation error.' }) const inputKey = Object.keys(req.body) const allowedUpdates = ['name', 'studentClass'] @@ -149,7 +149,7 @@ router.patch('/student/:studentId', async (req, res) => { return res.status(400).send({ message: 'Invaid Updates' }) } let lookup = { - studentId: req.params.studentId + identifier: req.params.identifier } try { let updateData = {} @@ -159,16 +159,16 @@ router.patch('/student/:studentId', async (req, res) => { if (inputKey.includes("studentClass")) { const studentClass = req.body.studentClass && req.body.studentClass.length > 0 && [{ - classId: req.body.studentClass[0].classId, - className: `Class-${req.body.studentClass[0].classId}` + category1: req.body.studentClass[0].category1, + categoryName: `Class-${req.body.studentClass[0].category1}` }] updateData["studentClass"] = studentClass } const school = await Student.findOne(lookup).lean(); - if (!school) return res.status(404).send({ message: 'Student Id does not exist.' }) + if (!school) return res.status(404).send({ message: 'Identifier Id does not exist.' }) await Student.updateOne(lookup, updateData).lean().exec(); - res.status(200).send({ message: 'Student has been updated.' }) + res.status(200).send({ message: 'Identifier has been updated.' }) } catch (e) { From 1d2ee6f2930b76bc8cd80e2b989070fe6e7fae21 Mon Sep 17 00:00:00 2001 From: Apurvabisht97 Date: Thu, 4 Aug 2022 16:58:16 +0530 Subject: [PATCH 2/5] update class routes changes for save marks v2 --- v1.0/backend/src/models/classModel.js | 14 ++--- v1.0/backend/src/routers/class.route.js | 74 ++++++++++++------------- 2 files changed, 44 insertions(+), 44 deletions(-) diff --git a/v1.0/backend/src/models/classModel.js b/v1.0/backend/src/models/classModel.js index 374ad3683..cb0f54489 100644 --- a/v1.0/backend/src/models/classModel.js +++ b/v1.0/backend/src/models/classModel.js @@ -1,24 +1,24 @@ const mongoose = require('mongoose') const defaultSection = { - "section": "A", + "category2": "A", } const classSchema = new mongoose.Schema({ - className: { + categoryName: { type: String, required: true, trim: true }, - classId: { + category1: { type: String, required: true, trim: true, }, - sections: { + categories: { type: Array, default: defaultSection }, - schoolId: { + orgId: { type: String, // unique: true, required: true, @@ -29,8 +29,8 @@ const classSchema = new mongoose.Schema({ }) //model method created -classSchema.statics.findClassesBySchools = async (schoolId) => { - const classes = await ClassModel.find({ schoolId }) +classSchema.statics.findClassesBySchools = async (orgId) => { + const classes = await ClassModel.find({ orgId }) if(!classes) { throw new Error('No Classes') diff --git a/v1.0/backend/src/routers/class.route.js b/v1.0/backend/src/routers/class.route.js index 75dc5a732..404e7d28b 100644 --- a/v1.0/backend/src/routers/class.route.js +++ b/v1.0/backend/src/routers/class.route.js @@ -15,10 +15,9 @@ router.post('/classes', auth, async (req, res) => { body.forEach(data => { const classData = new ClassModel({ ...data, - className: `Class-${data.classId}`, - schoolId: req.school.schoolId + categoryName: `Class-${data.category1}`, + orgId: req.school.orgId }) - console.log(classData) classModel.push(classData) }); try { @@ -26,31 +25,31 @@ router.post('/classes', auth, async (req, res) => { let finalUpdatedData = [] Promise.map(classModel, async doc => { let match = { - schoolId: doc.schoolId, - classId: doc.classId + orgId: doc.orgId, + category1: doc.category1 } let dataExists = await ClassModel.findOne(match); if (!dataExists) { await doc.save() let response = { - sections: doc.sections, - classId: doc.classId, - className: doc.className, - schoolId: doc.schoolId, + categories: doc.categories, + category1: doc.category1, + categoryName: doc.categoryName, + orgId: doc.orgId, createdAt: doc.createdAt, updatedAt: doc.updatedAt } finalUpdatedData.push(response) } else { - let updatedSections = dataExists['sections'] ? dataExists['sections'].concat(doc['sections']) : doc['sections'] - dataExists['sections'] = _.uniqBy(updatedSections, 'section'); + let updatedSections = dataExists['categories'] ? dataExists['categories'].concat(doc['categories']) : doc['categories'] + dataExists['categories'] = _.uniqBy(updatedSections, 'category2'); await dataExists.save() let response = { - sections: doc.sections, - classId: doc.classId, - className: doc.className, - schoolId: doc.schoolId, + categories: doc.categories, + category1: doc.category1, + categoryName: doc.categoryName, + orgId: doc.orgId, createdAt: doc.createdAt, updatedAt: doc.updatedAt } @@ -69,7 +68,7 @@ router.post('/classes', auth, async (req, res) => { router.put('/classes', auth, async (req, res) => { const updates = Object.keys(req.body) - const allowedUpdates = ['sections', 'classId'] + const allowedUpdates = ['categories', 'category1'] const isValidOperation = updates.every((update) => allowedUpdates.includes(update)) if (!isValidOperation) { @@ -77,8 +76,8 @@ router.put('/classes', auth, async (req, res) => { } const match = { - schoolId: req.school.schoolId, - classId: req.body.classId + orgId: req.school.orgId, + category1: req.body.category1 } try { @@ -87,17 +86,17 @@ router.put('/classes', auth, async (req, res) => { if (!classData || (classData && classData.length == 0)) { const classModel = new ClassModel({ ...req.body, - className: `Class-${req.body.classId}`, - schoolId: req.school.schoolId + categoryName: `Class-${req.body.category1}`, + orgId: req.school.orgId }) try { await classModel.save() let response = { - sections: classModel.sections, - classId: classModel.classId, - className: classModel.className, - schoolId: classModel.schoolId, + categories: classModel.categories, + category1: classModel.category1, + categoryName: classModel.categoryName, + orgId: classModel.orgId, createdAt: classModel.createdAt, updatedAt: classModel.updatedAt } @@ -109,14 +108,15 @@ router.put('/classes', auth, async (req, res) => { } } else { - let updatedSections = classData['sections'] ? classData['sections'].concat(req.body['sections']) : req.body['sections'] - classData['sections'] = _.uniqBy(updatedSections, 'section'); + let updatedSections = classData['categories'] ? classData['categories'].concat(req.body['categories']) : req.body['categories'] + classData['categories'] = _.uniqBy(updatedSections, 'category2'); + await classData.save() let response = { - sections: classData.sections, - classId: classData.classId, - className: classData.className, - schoolId: classData.schoolId, + categories: classData.categories, + category1: classData.category1, + categoryName: classData.categoryName, + orgId: classData.orgId, createdAt: classData.createdAt, updatedAt: classData.updatedAt } @@ -131,9 +131,9 @@ router.put('/classes', auth, async (req, res) => { }) router.delete('/classes', auth, async (req, res) => { - if (Object.keys(req.body) != "classId") return res.status(400).send({ message: 'Validation error.' }) + if (Object.keys(req.body) != "category1") return res.status(400).send({ message: 'Validation error.' }) // const inputKeys = Object.keys(req.body) - // const allowedUpdates = ['classId'] + // const allowedUpdates = ['category1'] // const isValidOperation = inputKeys.every((update) => allowedUpdates.includes(update)) // if (!isValidOperation) { @@ -141,8 +141,8 @@ router.delete('/classes', auth, async (req, res) => { // } const match = { - schoolId: req.school.schoolId, - classId: req.body.classId + orgId: req.school.orgId, + category1: req.body.category1 } try { @@ -150,13 +150,13 @@ router.delete('/classes', auth, async (req, res) => { if (classData) { await ClassModel.deleteOne(match) let lookup = { - schoolId: req.school.schoolId, - studentClass: { $elemMatch: { classId: req.body.classId } } + orgId: req.school.orgId, + studentClass: { $elemMatch: { category1: req.body.category1 } } } let students = await Student.find(lookup).lean() if (students.length) { for (let student of students) { - await Mark.deleteMany({ schoolId: req.school.schoolId, studentId: student.studentId }) + await Mark.deleteMany({ orgId: req.school.orgId, studentId: student.studentId }) } await Student.deleteMany(lookup).lean() } From f2718674e5b57f1d4f3a9c26d040c58cf95c88b1 Mon Sep 17 00:00:00 2001 From: Apurvabisht97 Date: Thu, 4 Aug 2022 19:37:28 +0530 Subject: [PATCH 3/5] update roi and brand api --- v1.0/backend/src/models/brand.js | 16 +- v1.0/backend/src/models/roi.js | 4 +- v1.0/backend/src/routers/brand.route.js | 14 +- v1.0/backend/src/routers/roi.route.js | 38 +- ...ral-result-backend.postman_collection.json | 2045 +++++++++++++++++ 5 files changed, 2081 insertions(+), 36 deletions(-) create mode 100644 v1.0/backend/test/saral-result-backend.postman_collection.json diff --git a/v1.0/backend/src/models/brand.js b/v1.0/backend/src/models/brand.js index 82abb1ea7..a08a828fc 100644 --- a/v1.0/backend/src/models/brand.js +++ b/v1.0/backend/src/models/brand.js @@ -23,7 +23,7 @@ const BrandSchema = new mongoose.Schema({ // required: true, trim: true }, - schoolId: { + orgId: { type: String, unique: true, // required: true, @@ -35,7 +35,7 @@ const BrandSchema = new mongoose.Schema({ School: { type: String }, - SchoolId: { + orgId: { type: String }, Class: { @@ -53,7 +53,7 @@ const BrandSchema = new mongoose.Schema({ School: { type: String }, - SchoolId: { + orgId: { type: String } }], @@ -62,7 +62,7 @@ const BrandSchema = new mongoose.Schema({ School: { type: String }, - SchoolId: { + orgId: { type: String } }], @@ -71,7 +71,7 @@ const BrandSchema = new mongoose.Schema({ School: { type: String }, - SchoolId: { + orgId: { type: String }, SelectRoi: { @@ -89,7 +89,7 @@ const BrandSchema = new mongoose.Schema({ School: { type: String }, - SchoolId: { + orgId: { type: String } }], @@ -98,7 +98,7 @@ const BrandSchema = new mongoose.Schema({ School: { type: String }, - SchoolId: { + orgId: { type:String } }], @@ -107,7 +107,7 @@ const BrandSchema = new mongoose.Schema({ School: { type: String }, - SchoolId: { + orgId: { type: String }, Class: { diff --git a/v1.0/backend/src/models/roi.js b/v1.0/backend/src/models/roi.js index 0fdafa51d..bd552ac25 100644 --- a/v1.0/backend/src/models/roi.js +++ b/v1.0/backend/src/models/roi.js @@ -30,12 +30,12 @@ const ROISchema = new mongoose.Schema({ // type: String, // enum: ["NUMERIC_CLASSIFICATION","CELL_OMR"] // }, - classId:{ + category1:{ type: String, required: true, trim: true }, - subject:{ + category3:{ type: String, required: true, trim: true diff --git a/v1.0/backend/src/routers/brand.route.js b/v1.0/backend/src/routers/brand.route.js index 925c9d0d5..69f1e14f9 100644 --- a/v1.0/backend/src/routers/brand.route.js +++ b/v1.0/backend/src/routers/brand.route.js @@ -13,12 +13,12 @@ router.post('/brand?', auth, async (req, res) => { if (!req.query.default) { let lookup = { - schoolId: req.school.schoolId + orgId: req.school.orgId } let school = await School.findOne(lookup) - brandExist = await Brand.find({ state: school.state,schoolId: school.schoolId }) + brandExist = await Brand.find({ state: school.state,orgId: school.orgId }) req.body.state = school.state - req.body.schoolId = school.schoolId + req.body.orgId = school.orgId } else { let defaultBrand = await Brand.find() brandExist = defaultBrand.filter((brand) => !brand.state); @@ -38,8 +38,8 @@ router.post('/brand?', auth, async (req, res) => { router.get('/brand', auth, async (req, res) => { try { - const school = await School.findOne({ schoolId: req.school.schoolId }) - const brand = await Brand.findOne({ state: school.state,schoolId: school.schoolId }, { _id: 0, __v: 0, createdAt: 0, updatedAt: 0, state: 0 }) + const school = await School.findOne({ orgId: req.school.orgId }) + const brand = await Brand.findOne({ state: school.state,orgId: school.orgId }, { _id: 0, __v: 0, createdAt: 0, updatedAt: 0, state: 0 }) if (brand) { res.status(200).send(brand) } else { @@ -90,7 +90,7 @@ router.get('/brand/default', async (req, res) => { router.delete('/brand',auth, async (req, res) => { try { - const school = await School.findOne({schoolId: req.school.schoolId}) + const school = await School.findOne({orgId: req.school.orgId}) const brand = await Brand.deleteOne({state: school.state},{ _id: 0, __v: 0, createdAt: 0, updatedAt: 0 ,state:0 }) if(brand.deletedCount > 0){ res.status(200).send({message: "Brand has been deleted successfully."}) @@ -113,7 +113,7 @@ router.put('/brand',auth, async (req, res) => { return res.status(400).send({ error: 'Invaid Input' }) } - const school = await School.findOne({schoolId: req.school.schoolId}) + const school = await School.findOne({orgId: req.school.orgId}) let update = req.body const updateBrand = await Brand.update({state: school.state},update) diff --git a/v1.0/backend/src/routers/roi.route.js b/v1.0/backend/src/routers/roi.route.js index 6cc1b7e37..5ad84a0bb 100644 --- a/v1.0/backend/src/routers/roi.route.js +++ b/v1.0/backend/src/routers/roi.route.js @@ -11,7 +11,7 @@ const Counter = require('../models/counter') router.post('/roi', auth, async (req, res) => { try { const inputKeys = Object.keys(req.body) - const allowedUpdates = ['subject', 'classId', 'type', 'roi'] + const allowedUpdates = ['category3', 'category1', 'type', 'roi'] const isValidOperation = inputKeys.every((input) => allowedUpdates.includes(input)) if (!isValidOperation) { @@ -19,24 +19,24 @@ router.post('/roi', auth, async (req, res) => { } let lookup = { - schoolId: req.school.schoolId, - subject: req.body.subject, - classId: req.body.classId + orgId: req.school.orgId, + category3: req.body.category3, + category1: req.body.category1 } const examExist = await Exam.findOne(lookup) if (examExist) { - const school = await School.findOne({ schoolId: examExist.schoolId }) + const school = await School.findOne({ orgId: examExist.orgId }) req.body.type = req.body.type.toUpperCase() - const roiExist = await ROI.findOne({ classId: req.body.classId, subject: req.body.subject, state: school.state, type: req.body.type }) + const roiExist = await ROI.findOne({ category1: req.body.category1, category3: req.body.category3, state: school.state, type: req.body.type }) if (!roiExist) { - // const school = await School.findOne({schoolId:examExist.schoolId}) + // const school = await School.findOne({orgId:examExist.orgId}) req.body.state = school.state req.body.roiId = await Counter.getValueForNextSequence("roiId") let roi = await ROI.create(req.body) let roiResponse = { roiId: roi.roiId, - classId: roi.classId, - subject: roi.subject, + category1: roi.category1, + category3: roi.category3, state: roi.state.toLowerCase(), createdAt: roi.createdAt } @@ -59,10 +59,10 @@ router.patch('/roi/:examId', auth, async (req, res) => { const examExist = await Exam.findOne({ examId: req.params.examId }).lean() if (examExist) { - const school = await School.findOne({ schoolId: req.school.schoolId }) + const school = await School.findOne({ orgId: req.school.orgId }) let lookup = { - classId: examExist.classId, - subject: examExist.subject, + category1: examExist.category1, + category3: examExist.category3, state: school.state } @@ -87,10 +87,10 @@ router.delete('/roi/:examId', auth, async (req, res) => { try { const examExist = await Exam.findOne({ examId: req.params.examId }).lean() if (examExist) { - const school = await School.findOne({ schoolId: req.school.schoolId }) + const school = await School.findOne({ orgId: req.school.orgId }) let lookup = { - classId: examExist.classId, - subject: examExist.subject, + category1: examExist.category1, + category3: examExist.category3, state: school.state } const roiExist = await ROI.findOne(lookup).lean() @@ -112,12 +112,12 @@ router.get('/roi/:examId',auth, async (req, res) => { const examExist = await Exam.findOne({examId: req.params.examId}).lean() if(examExist){ - const school = await School.findOne({schoolId: req.school.schoolId}) - const roiExist = await ROI.findOne({ classId: examExist.classId, subject: examExist.subject,state: school.state}).lean() + const school = await School.findOne({orgId: req.school.orgId}) + const roiExist = await ROI.findOne({ category1: examExist.category1, category3: examExist.category3,state: school.state}).lean() if(roiExist){ let lookup = { - classId: examExist.classId, - subject: examExist.subject, + category1: examExist.category1, + category3: examExist.category3, state: school.state, type: examExist.type } diff --git a/v1.0/backend/test/saral-result-backend.postman_collection.json b/v1.0/backend/test/saral-result-backend.postman_collection.json new file mode 100644 index 000000000..2696277f9 --- /dev/null +++ b/v1.0/backend/test/saral-result-backend.postman_collection.json @@ -0,0 +1,2045 @@ +{ + "info": { + "_postman_id": "5c55ac3c-95fc-4f09-bb90-278cf88dccc0", + "name": "saral-result-backend", + "schema": "https://schema.getpostman.com/json/collection/v2.1.0/collection.json" + }, + "item": [ + { + "name": "school", + "item": [ + { + "name": "Create School", + "request": { + "method": "POST", + "header": [], + "body": { + "mode": "raw", + "raw": "{\r\n \"name\": \"Dummy school 2\",\r\n \"orgId\": \"od001\",\r\n \"password\": \"tarento@123\",\r\n \"state\": \"odisha\",\r\n \"storeTrainingData\": true,\r\n \"autoSync\": false,\r\n \"autoSyncFrequency\": \"5000\",\r\n \"autoSyncBatchSize\": 12,\r\n \"tags\": false\r\n}", + "options": { + "raw": { + "language": "json" + } + } + }, + "url": { + "raw": "{{url}}/schools/create", + "host": [ + "{{url}}" + ], + "path": [ + "schools", + "create" + ] + } + }, + "response": [ + { + "name": "Create School", + "originalRequest": { + "method": "POST", + "header": [], + "body": { + "mode": "raw", + "raw": "{\r\n \"name\": \"Dummy school 2\",\r\n \"orgId\": \"od001\",\r\n \"password\": \"tarento@123\",\r\n \"state\": \"odisha\",\r\n \"storeTrainingData\": true,\r\n \"autoSync\": false,\r\n \"autoSyncFrequency\": \"5000\",\r\n \"autoSyncBatchSize\": 12,\r\n \"tags\": false\r\n}", + "options": { + "raw": { + "language": "json" + } + } + }, + "url": { + "raw": "{{url}}/schools/create", + "host": [ + "{{url}}" + ], + "path": [ + "schools", + "create" + ] + } + }, + "status": "Created", + "code": 201, + "_postman_previewlanguage": "json", + "header": [ + { + "key": "X-Powered-By", + "value": "Express" + }, + { + "key": "Access-Control-Allow-Origin", + "value": "*" + }, + { + "key": "Content-Type", + "value": "application/json; charset=utf-8" + }, + { + "key": "Content-Length", + "value": "234" + }, + { + "key": "ETag", + "value": "W/\"ea-/gqkKm+3l/HQFG1IvQJu49V3X3w\"" + }, + { + "key": "Date", + "value": "Thu, 04 Aug 2022 09:36:11 GMT" + }, + { + "key": "Connection", + "value": "keep-alive" + }, + { + "key": "Keep-Alive", + "value": "timeout=5" + } + ], + "cookie": [], + "body": "{\n \"schools\": {\n \"storeTrainingData\": true,\n \"name\": \"Dummy school 2\",\n \"orgId\": \"od001\",\n \"state\": \"odisha\"\n },\n \"token\": \"eyJhbGciOiJIUzI1NiIsInR5cCI6IkpXVCJ9.eyJ1c2VySWQiOiJvZDAwMSIsImlhdCI6MTY1OTYwNTc3MX0.V1t5nqtSH0g8jNBpn2k0Jx7U4Ko5zgtMfnjlFPplWzY\"\n}" + } + ] + }, + { + "name": "Update School", + "request": { + "method": "PATCH", + "header": [], + "body": { + "mode": "raw", + "raw": "{\r\n \"name\": \"Karnavati Public School\",\r\n \"state\": \"odisha\",\r\n \"storeTrainingData\": true,\r\n \"autoSync\": true,\r\n \"autoSyncFrequency\": \"90000\",\r\n \"tags\": true,\r\n \"autoSyncBatchSize\": 10\r\n}", + "options": { + "raw": { + "language": "json" + } + } + }, + "url": { + "raw": "{{url}}/schools/:orgId", + "host": [ + "{{url}}" + ], + "path": [ + "schools", + ":orgId" + ], + "variable": [ + { + "key": "orgId", + "value": "od001" + } + ] + } + }, + "response": [ + { + "name": "Update School", + "originalRequest": { + "method": "PATCH", + "header": [], + "body": { + "mode": "raw", + "raw": "{\r\n \"name\": \"Karnavati Public School\",\r\n \"state\": \"odisha\",\r\n \"storeTrainingData\": true,\r\n \"autoSync\": true,\r\n \"autoSyncFrequency\": \"90000\",\r\n \"tags\": true,\r\n \"autoSyncBatchSize\": 10\r\n}", + "options": { + "raw": { + "language": "json" + } + } + }, + "url": { + "raw": "{{url}}/schools/:orgId", + "host": [ + "{{url}}" + ], + "path": [ + "schools", + ":orgId" + ], + "variable": [ + { + "key": "orgId", + "value": "od001" + } + ] + } + }, + "status": "OK", + "code": 200, + "_postman_previewlanguage": "json", + "header": [ + { + "key": "X-Powered-By", + "value": "Express" + }, + { + "key": "Access-Control-Allow-Origin", + "value": "*" + }, + { + "key": "Content-Type", + "value": "application/json; charset=utf-8" + }, + { + "key": "Content-Length", + "value": "35" + }, + { + "key": "ETag", + "value": "W/\"23-s+eJdA5xN6UMiiXtpNtCL1natzQ\"" + }, + { + "key": "Date", + "value": "Thu, 04 Aug 2022 09:36:41 GMT" + }, + { + "key": "Connection", + "value": "keep-alive" + }, + { + "key": "Keep-Alive", + "value": "timeout=5" + } + ], + "cookie": [], + "body": "{\n \"message\": \"Org has been updated.\"\n}" + } + ] + }, + { + "name": "Delete School", + "request": { + "method": "DELETE", + "header": [], + "url": { + "raw": "{{url}}/schools/:orgId", + "host": [ + "{{url}}" + ], + "path": [ + "schools", + ":orgId" + ], + "variable": [ + { + "key": "orgId", + "value": "od001" + } + ] + } + }, + "response": [ + { + "name": "Delete School", + "originalRequest": { + "method": "DELETE", + "header": [], + "url": { + "raw": "{{url}}/schools/:orgId", + "host": [ + "{{url}}" + ], + "path": [ + "schools", + ":orgId" + ], + "variable": [ + { + "key": "orgId", + "value": "od001" + } + ] + } + }, + "status": "OK", + "code": 200, + "_postman_previewlanguage": "json", + "header": [ + { + "key": "X-Powered-By", + "value": "Express" + }, + { + "key": "Access-Control-Allow-Origin", + "value": "*" + }, + { + "key": "Content-Type", + 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\"\r\n}", + "options": { + "raw": { + "language": "json" + } + } + }, + "url": { + "raw": "{{url}}/brand", + "host": [ + "{{url}}" + ], + "path": [ + "brand" + ] + } + }, + "status": "OK", + "code": 200, + "_postman_previewlanguage": "json", + "header": [ + { + "key": "X-Powered-By", + "value": "Express" + }, + { + "key": "Content-Type", + "value": "application/json; charset=utf-8" + }, + { + "key": "Content-Length", + "value": "50" + }, + { + "key": "ETag", + "value": "W/\"32-rA8MuBiuxq8cTt9sEgT82RXqqeY\"" + }, + { + "key": "Date", + "value": "Tue, 29 Mar 2022 03:41:53 GMT" + }, + { + "key": "Connection", + "value": "keep-alive" + }, + { + "key": "Keep-Alive", + "value": "timeout=5" + } + ], + "cookie": [], + "body": "{\n \"message\": \"Brand has been updated successfully.\"\n}" + } + ] + } + ] + } + ] +} \ No newline at end of file From 4cca87653e2694144c722590214a95b910acf8c5 Mon Sep 17 00:00:00 2001 From: Apurvabisht97 Date: Thu, 4 Aug 2022 23:00:26 +0530 Subject: [PATCH 4/5] update authroization for orgid --- v1.0/backend/src/middleware/auth.js | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/v1.0/backend/src/middleware/auth.js b/v1.0/backend/src/middleware/auth.js index ad6f5e4cf..2bf54b360 100644 --- a/v1.0/backend/src/middleware/auth.js +++ b/v1.0/backend/src/middleware/auth.js @@ -6,7 +6,7 @@ const auth = async (req, res, next) => { const token = req.header('Authorization').replace('Bearer ', '') const decoded = jwt.verify(token, process.env.JWT_SECRET) - const school = await School.findOne({ schoolId: decoded.userId }) + const school = await School.findOne({ orgId: decoded.userId }) if(!school) { throw new Error() From 4762c49bdff5f16975e21ced82eb8b0c5403d286 Mon Sep 17 00:00:00 2001 From: Apurvabisht97 Date: Thu, 4 Aug 2022 23:12:18 +0530 Subject: [PATCH 5/5] update data folder --- v1.0/backend/data/brands.json | 10 +- v1.0/backend/data/classes.json | 408 +-- v1.0/backend/data/exams.json | 4392 +++++++++++++++---------------- v1.0/backend/data/rois.json | 190 +- v1.0/backend/data/schools.json | 18 +- v1.0/backend/data/students.json | 2940 ++++++++++----------- 6 files changed, 3979 insertions(+), 3979 deletions(-) diff --git a/v1.0/backend/data/brands.json b/v1.0/backend/data/brands.json index 65beee2fd..75d5da919 100644 --- a/v1.0/backend/data/brands.json +++ b/v1.0/backend/data/brands.json @@ -5,7 +5,7 @@ "themeColor2": "#cee4e4", "logoImage": 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", "state": "up", - "schoolId":"09670702901" + "orgId":"09670702901" }, { "appName": "Saral OCR App", @@ -13,7 +13,7 @@ "themeColor2": "#E5E7F6", "logoImage": 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", "state": "odisha", - "schoolId":"od001" + "orgId":"od001" }, { "appName": "Saral OCR App", @@ -21,7 +21,7 @@ "themeColor2": "#cee4e4", "logoImage": 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"state": "gujrat", - "schoolId":"demouser" + "orgId":"demouser" }, { "appName": "Saral OCR App", @@ -87,7 +87,7 @@ }] }, "state": "karnataka", - "schoolId":"skill001" + "orgId":"skill001" }, { "appName": "Saral OCR App", @@ -152,6 +152,6 @@ }] }, "state": "mp", - "schoolId":"m001" + "orgId":"m001" } ] \ No newline at end of file diff --git a/v1.0/backend/data/classes.json b/v1.0/backend/data/classes.json index 06274398f..65035f4f0 100644 --- a/v1.0/backend/data/classes.json +++ b/v1.0/backend/data/classes.json @@ -1,454 +1,454 @@ [ { - "sections": [ + "categories": [ { - "section": "D" + "category2": "D" }, { - "section": "B" + "category2": "B" }, { - "section": "C" + "category2": "C" } ], - "classId": "2", - "className": "Class-2", - "schoolId": "u001" + "category1": "2", + "categoryName": "Class-2", + "orgId": "u001" }, { - "sections": [ + "categories": [ { - "section": "D" + "category2": "D" }, { - "section": "B" + "category2": "B" }, { - "section": "C" + "category2": "C" } ], - 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"sections": [ + "categories": [ { - "section": "A" + "category2": "A" } ], - "classId": "5", - "className": "Class-5", - "schoolId": "09670703101" + "category1": "5", + "categoryName": "Class-5", + "orgId": "09670703101" }, { - "sections": [ + "categories": [ { - "section": "A" + "category2": "A" } ], - "classId": "1", - "className": "Class-1", - "schoolId": "u001" + "category1": "1", + "categoryName": "Class-1", + "orgId": "u001" } ] \ No newline at end of file diff --git a/v1.0/backend/data/exams.json b/v1.0/backend/data/exams.json index b45b8cc2e..96025e6ed 100644 --- a/v1.0/backend/data/exams.json +++ b/v1.0/backend/data/exams.json @@ -1,10 +1,10 @@ [ { - "subject": "Hindi", + "category3": "Hindi", "examLO": "Hindi", - "classId": "2", - "examDate": "23/09/2021", - "totalMarks": 20, + "category1": "2", + "date": "23/09/2021", + "totalResults": 20, "type": "hindi_4s_20q_omr", "questions": [ { @@ -16,7 +16,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2", @@ -27,7 +27,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3", @@ -38,7 +38,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4", @@ -49,7 +49,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5", @@ -60,7 +60,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6", @@ -71,7 +71,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7", @@ -82,7 +82,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8", @@ -93,7 +93,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9", @@ -104,7 +104,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10", @@ -115,7 +115,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11", @@ -126,7 +126,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12", @@ -137,7 +137,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13", @@ -148,7 +148,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q14", @@ -159,7 +159,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q15", @@ -170,7 +170,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q16", @@ -181,7 +181,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q17", @@ -192,7 +192,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q18", @@ -203,7 +203,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q19", @@ -214,7 +214,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q20", @@ -225,7 +225,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1", @@ -236,7 +236,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2", @@ -247,7 +247,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3", @@ -258,7 +258,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4", @@ -269,7 +269,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5", @@ -280,7 +280,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6", @@ -291,7 +291,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7", @@ -302,7 +302,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8", @@ -313,7 +313,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9", @@ -324,7 +324,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10", @@ -335,7 +335,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11", @@ -346,7 +346,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12", @@ -357,7 +357,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13", @@ -368,7 +368,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q14", @@ -379,7 +379,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q15", @@ -390,7 +390,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q16", @@ -401,7 +401,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q17", @@ -412,7 +412,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q18", @@ -423,7 +423,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q19", @@ -434,7 +434,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q20", @@ -445,7 +445,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1", @@ -456,7 +456,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2", @@ -467,7 +467,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3", @@ -478,7 +478,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4", @@ -489,7 +489,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5", @@ -500,7 +500,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6", @@ -511,7 +511,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7", @@ -522,7 +522,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8", @@ -533,7 +533,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9", @@ -544,7 +544,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10", @@ -555,7 +555,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11", @@ -566,7 +566,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12", @@ -577,7 +577,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13", @@ -588,7 +588,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q14", @@ -599,7 +599,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q15", @@ -610,7 +610,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q16", @@ -621,7 +621,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q17", @@ -632,7 +632,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q18", @@ -643,7 +643,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q19", @@ -654,7 +654,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q20", @@ -665,7 +665,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1", @@ -676,7 +676,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2", @@ -687,7 +687,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3", @@ -698,7 +698,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4", @@ -709,7 +709,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5", @@ -720,7 +720,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6", @@ -731,7 +731,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q7", @@ -742,7 +742,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q8", @@ -753,7 +753,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q9", @@ -764,7 +764,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q10", @@ -775,7 +775,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q11", @@ -786,7 +786,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q12", @@ -797,7 +797,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q13", @@ -808,7 +808,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q14", @@ -819,7 +819,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q15", @@ -830,7 +830,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q16", @@ -841,7 +841,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q17", @@ -852,7 +852,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q18", @@ -863,7 +863,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q19", @@ -874,7 +874,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q20", @@ -885,18 +885,18 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 1, - "schoolId": "u001" + "orgId": "u001" }, { - "subject": "Hindi", + "category3": "Hindi", "examLO": "Hindi", - "classId": "3", - "examDate": "24/09/2021", - "totalMarks": 20, + "category1": "3", + "date": "24/09/2021", + "totalResults": 20, "type": "hindi_3s_30q_omr", "questions": [ { @@ -908,7 +908,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2", @@ -919,7 +919,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3", @@ -930,7 +930,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4", @@ -941,7 +941,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5", @@ -952,7 +952,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6", @@ -963,7 +963,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7", @@ -974,7 +974,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8", @@ -985,7 +985,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9", @@ -996,7 +996,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10", @@ -1007,7 +1007,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11", @@ -1018,7 +1018,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12", @@ -1029,7 +1029,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13", @@ -1040,7 +1040,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q14", @@ -1051,7 +1051,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q15", @@ -1062,7 +1062,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q16", @@ -1073,7 +1073,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q17", @@ -1084,7 +1084,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q18", @@ -1095,7 +1095,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q19", @@ -1106,7 +1106,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q20", @@ -1117,7 +1117,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q21", @@ -1128,7 +1128,7 @@ } ], "indicatorTitle": "L0-21", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q22", @@ -1139,7 +1139,7 @@ } ], "indicatorTitle": "L0-22", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q23", @@ -1150,7 +1150,7 @@ } ], "indicatorTitle": "L0-23", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q24", @@ -1161,7 +1161,7 @@ } ], "indicatorTitle": "L0-24", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q25", @@ -1172,7 +1172,7 @@ } ], "indicatorTitle": "L0-25", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q26", @@ -1183,7 +1183,7 @@ } ], "indicatorTitle": "L0-26", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q27", @@ -1194,7 +1194,7 @@ } ], "indicatorTitle": "L0-27", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q28", @@ -1205,7 +1205,7 @@ } ], "indicatorTitle": "L0-28", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q29", @@ -1216,7 +1216,7 @@ } ], "indicatorTitle": "L0-29", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q30", @@ -1227,7 +1227,7 @@ } ], "indicatorTitle": "L0-30", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1", @@ -1238,7 +1238,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2", @@ -1249,7 +1249,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3", @@ -1260,7 +1260,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4", @@ -1271,7 +1271,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5", @@ -1282,7 +1282,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6", @@ -1293,7 +1293,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7", @@ -1304,7 +1304,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8", @@ -1315,7 +1315,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9", @@ -1326,7 +1326,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10", @@ -1337,7 +1337,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11", @@ -1348,7 +1348,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12", @@ -1359,7 +1359,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13", @@ -1370,7 +1370,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q14", @@ -1381,7 +1381,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q15", @@ -1392,7 +1392,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q16", @@ -1403,7 +1403,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q17", @@ -1414,12 +1414,12 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q18", "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q19", @@ -1430,7 +1430,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q20", @@ -1441,7 +1441,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q21", @@ -1452,7 +1452,7 @@ } ], "indicatorTitle": "L0-21", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q22", @@ -1463,7 +1463,7 @@ } ], "indicatorTitle": "L0-22", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q23", @@ -1474,7 +1474,7 @@ } ], "indicatorTitle": "L0-23", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q24", @@ -1485,7 +1485,7 @@ } ], "indicatorTitle": "L0-24", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q25", @@ -1496,7 +1496,7 @@ } ], "indicatorTitle": "L0-25", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q26", @@ -1507,7 +1507,7 @@ } ], "indicatorTitle": "L0-26", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q27", @@ -1518,7 +1518,7 @@ } ], "indicatorTitle": "L0-27", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q28", @@ -1529,7 +1529,7 @@ } ], "indicatorTitle": "L0-28", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q29", @@ -1540,7 +1540,7 @@ } ], "indicatorTitle": "L0-29", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q30", @@ -1551,7 +1551,7 @@ } ], "indicatorTitle": "L0-30", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1", @@ -1562,7 +1562,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2", @@ -1573,7 +1573,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3", @@ -1584,7 +1584,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4", @@ -1595,7 +1595,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5", @@ -1606,7 +1606,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6", @@ -1617,7 +1617,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7", @@ -1628,7 +1628,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8", @@ -1639,7 +1639,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9", @@ -1650,7 +1650,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10", @@ -1661,7 +1661,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11", @@ -1672,7 +1672,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12", @@ -1683,7 +1683,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13", @@ -1694,7 +1694,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q14", @@ -1705,7 +1705,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q15", @@ -1716,7 +1716,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q16", @@ -1727,7 +1727,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q17", @@ -1738,7 +1738,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q18", @@ -1749,7 +1749,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q19", @@ -1760,7 +1760,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q20", @@ -1771,7 +1771,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q21", @@ -1782,7 +1782,7 @@ } ], "indicatorTitle": "L0-21", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q22", @@ -1793,7 +1793,7 @@ } ], "indicatorTitle": "L0-22", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q23", @@ -1804,7 +1804,7 @@ } ], "indicatorTitle": "L0-23", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q24", @@ -1815,7 +1815,7 @@ } ], "indicatorTitle": "L0-24", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q25", @@ -1826,7 +1826,7 @@ } ], "indicatorTitle": "L0-25", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q26", @@ -1837,7 +1837,7 @@ } ], "indicatorTitle": "L0-26", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q27", @@ -1848,7 +1848,7 @@ } ], "indicatorTitle": "L0-27", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q28", @@ -1859,7 +1859,7 @@ } ], "indicatorTitle": "L0-28", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q29", @@ -1870,7 +1870,7 @@ } ], "indicatorTitle": "L0-29", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q30", @@ -1881,19 +1881,19 @@ } ], "indicatorTitle": "L0-30", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 2, - "schoolId": "u001" + "orgId": "u001" }, { - "subject": "Multi-Subject", + "category3": "Multi-Subject", "examLO": "Multi-Subject", - "classId": "4", - "examDate": "28/09/2021", - "totalMarks": 20, - "type": "multisubject_1s_10q", + "category1": "4", + "date": "28/09/2021", + "totalResults": 20, + "type": "multicategory3_1s_10q", "questions": [ { "questionId": "HINDIID1", @@ -1904,7 +1904,7 @@ } ], "indicatorTitle": "HINDI-L0-1", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID2", @@ -1915,7 +1915,7 @@ } ], "indicatorTitle": "HINDI-L0-2", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID3", @@ -1926,7 +1926,7 @@ } ], "indicatorTitle": "HINDI-L0-3", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID4", @@ -1937,7 +1937,7 @@ } ], "indicatorTitle": "HINDI-L0-4", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID5", @@ -1948,7 +1948,7 @@ } ], "indicatorTitle": "HINDI-L0-5", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID6", @@ -1959,7 +1959,7 @@ } ], "indicatorTitle": "HINDI-L0-6", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID7", @@ -1970,7 +1970,7 @@ } ], "indicatorTitle": "HINDI-L0-7", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID8", @@ -1981,7 +1981,7 @@ } ], "indicatorTitle": "HINDI-L0-8", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID9", @@ -1992,7 +1992,7 @@ } ], "indicatorTitle": "HINDI-L0-9", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID10", @@ -2003,7 +2003,7 @@ } ], "indicatorTitle": "HINDI-L0-10", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID1", @@ -2014,7 +2014,7 @@ } ], "indicatorTitle": "ENGLISH-L0-11", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID2", @@ -2025,7 +2025,7 @@ } ], "indicatorTitle": "ENGLISH-L0-12", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID3", @@ -2036,7 +2036,7 @@ } ], "indicatorTitle": "ENGLISH-L0-13", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID4", @@ -2047,7 +2047,7 @@ } ], "indicatorTitle": "ENGLISH-L0-14", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID5", @@ -2058,7 +2058,7 @@ } ], "indicatorTitle": "ENGLISH-L0-15", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID6", @@ -2069,7 +2069,7 @@ } ], "indicatorTitle": "ENGLISH-L0-16", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID7", @@ -2080,7 +2080,7 @@ } ], "indicatorTitle": "ENGLISH-L0-17", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID8", @@ -2091,7 +2091,7 @@ } ], "indicatorTitle": "ENGLISH-L0-18", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID9", @@ -2102,7 +2102,7 @@ } ], "indicatorTitle": "ENGLISH-L0-19", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID10", @@ -2113,7 +2113,7 @@ } ], "indicatorTitle": "ENGLISH-L0-20", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID1", @@ -2124,7 +2124,7 @@ } ], "indicatorTitle": "MATHS-L0-21", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID2", @@ -2135,7 +2135,7 @@ } ], "indicatorTitle": "MATHS-L0-22", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID3", @@ -2146,7 +2146,7 @@ } ], "indicatorTitle": "MATHS-L0-23", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID4", @@ -2157,7 +2157,7 @@ } ], "indicatorTitle": "MATHS-L0-24", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID5", @@ -2168,7 +2168,7 @@ } ], "indicatorTitle": "MATHS-L0-25", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID6", @@ -2179,7 +2179,7 @@ } ], "indicatorTitle": "MATHS-L0-26", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID7", @@ -2190,7 +2190,7 @@ } ], "indicatorTitle": "MATHS-L0-27", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID8", @@ -2201,7 +2201,7 @@ } ], "indicatorTitle": "MATHS-L0-28", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID9", @@ -2212,7 +2212,7 @@ } ], "indicatorTitle": "MATHS-L0-29", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID10", @@ -2223,7 +2223,7 @@ } ], "indicatorTitle": "MATHS-L0-30", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID1", @@ -2234,7 +2234,7 @@ } ], "indicatorTitle": "EVS-L0-31", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID2", @@ -2245,12 +2245,12 @@ } ], "indicatorTitle": "EVS-L0-32", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID3", "indicatorTitle": "EVS-L0-33", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID4", @@ -2261,7 +2261,7 @@ } ], "indicatorTitle": "EVS-L0-34", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID5", @@ -2272,7 +2272,7 @@ } ], "indicatorTitle": "EVS-L0-35", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID6", @@ -2283,7 +2283,7 @@ } ], "indicatorTitle": "EVS-L0-36", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID7", @@ -2294,7 +2294,7 @@ } ], "indicatorTitle": "EVS-L0-37", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID8", @@ -2305,7 +2305,7 @@ } ], "indicatorTitle": "EVS-L0-38", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID9", @@ -2316,7 +2316,7 @@ } ], "indicatorTitle": "EVS-L0-39", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID10", @@ -2327,7 +2327,7 @@ } ], "indicatorTitle": "EVS-L0-40", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID1", @@ -2338,7 +2338,7 @@ } ], "indicatorTitle": "SCIENCE-L0-41", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID2", @@ -2349,7 +2349,7 @@ } ], "indicatorTitle": "SCIENCE-L0-42", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID3", @@ -2360,7 +2360,7 @@ } ], "indicatorTitle": "SCIENCE-L0-43", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID4", @@ -2371,7 +2371,7 @@ } ], "indicatorTitle": "SCIENCE-L0-44", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID5", @@ -2382,7 +2382,7 @@ } ], "indicatorTitle": "SCIENCE-L0-45", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID6", @@ -2393,7 +2393,7 @@ } ], "indicatorTitle": "SCIENCE-L0-46", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID7", @@ -2404,7 +2404,7 @@ } ], "indicatorTitle": "SCIENCE-L0-47", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID8", @@ -2415,7 +2415,7 @@ } ], "indicatorTitle": "SCIENCE-L0-48", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID9", @@ -2426,7 +2426,7 @@ } ], "indicatorTitle": "SCIENCE-L0-49", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "SCIENCEID10", @@ -2437,18 +2437,18 @@ } ], "indicatorTitle": "SCIENCE-L0-50", - "questionMarks": "5" + "questionResults": "5" } ], "examId": 3, - "schoolId": "u001" + "orgId": "u001" }, { - "subject": "Hindi", + "category3": "Hindi", "examLO": "Hindi", - "classId": "5", - "examDate": "29/09/2021", - "totalMarks": 20, + "category1": "5", + "date": "29/09/2021", + "totalResults": 20, "type": "hindi_4s_20q_omr", "questions": [ { @@ -2460,7 +2460,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2", @@ -2471,7 +2471,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3", @@ -2482,7 +2482,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4", @@ -2493,7 +2493,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5", @@ -2504,7 +2504,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6", @@ -2515,7 +2515,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7", @@ -2526,7 +2526,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8", @@ -2537,7 +2537,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9", @@ -2548,7 +2548,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10", @@ -2559,7 +2559,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11", @@ -2570,7 +2570,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12", @@ -2581,7 +2581,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13", @@ -2592,7 +2592,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q14", @@ -2603,7 +2603,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q15", @@ -2614,7 +2614,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q16", @@ -2625,7 +2625,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q17", @@ -2636,7 +2636,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q18", @@ -2647,7 +2647,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q19", @@ -2658,7 +2658,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q20", @@ -2669,7 +2669,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1", @@ -2680,7 +2680,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2", @@ -2691,7 +2691,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3", @@ -2702,7 +2702,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4", @@ -2713,7 +2713,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5", @@ -2724,7 +2724,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6", @@ -2735,7 +2735,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7", @@ -2746,7 +2746,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8", @@ -2757,7 +2757,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9", @@ -2768,7 +2768,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10", @@ -2779,7 +2779,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11", @@ -2790,7 +2790,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12", @@ -2801,7 +2801,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13", @@ -2812,7 +2812,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q14", @@ -2823,7 +2823,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q15", @@ -2834,7 +2834,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q16", @@ -2845,7 +2845,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q17", @@ -2856,7 +2856,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q18", @@ -2867,7 +2867,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q19", @@ -2878,7 +2878,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q20", @@ -2889,7 +2889,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1", @@ -2900,7 +2900,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2", @@ -2911,7 +2911,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3", @@ -2922,7 +2922,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4", @@ -2933,7 +2933,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5", @@ -2944,7 +2944,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6", @@ -2955,7 +2955,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7", @@ -2966,7 +2966,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8", @@ -2977,7 +2977,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9", @@ -2988,7 +2988,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10", @@ -2999,7 +2999,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11", @@ -3010,7 +3010,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12", @@ -3021,7 +3021,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13", @@ -3032,7 +3032,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q14", @@ -3043,7 +3043,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q15", @@ -3054,7 +3054,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q16", @@ -3065,7 +3065,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q17", @@ -3076,7 +3076,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q18", @@ -3087,7 +3087,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q19", @@ -3098,7 +3098,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q20", @@ -3109,7 +3109,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1", @@ -3120,7 +3120,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2", @@ -3131,7 +3131,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3", @@ -3142,7 +3142,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4", @@ -3153,7 +3153,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5", @@ -3164,7 +3164,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6", @@ -3175,7 +3175,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q7", @@ -3186,7 +3186,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q8", @@ -3197,7 +3197,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q9", @@ -3208,7 +3208,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q10", @@ -3219,7 +3219,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q11", @@ -3230,7 +3230,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q12", @@ -3241,7 +3241,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q13", @@ -3252,7 +3252,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q14", @@ -3263,7 +3263,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q15", @@ -3274,7 +3274,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q16", @@ -3285,7 +3285,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q17", @@ -3296,7 +3296,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q18", @@ -3307,7 +3307,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q19", @@ -3318,7 +3318,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q20", @@ -3329,18 +3329,18 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 4, - "schoolId": "u001" + "orgId": "u001" }, { - "subject": "Hindi", + "category3": "Hindi", "examLO": "Hindi", - "classId": "6", - "examDate": "28/09/2021", - "totalMarks": 20, + "category1": "6", + "date": "28/09/2021", + "totalResults": 20, "type": "hindi_4s_20q_omr", "questions": [ { @@ -3352,7 +3352,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2", @@ -3363,7 +3363,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3", @@ -3374,7 +3374,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4", @@ -3385,7 +3385,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5", @@ -3396,7 +3396,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6", @@ -3407,7 +3407,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7", @@ -3418,7 +3418,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8", @@ -3429,7 +3429,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9", @@ -3440,7 +3440,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10", @@ -3451,7 +3451,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11", @@ -3462,7 +3462,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12", @@ -3473,7 +3473,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13", @@ -3484,7 +3484,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q14", @@ -3495,7 +3495,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q15", @@ -3506,7 +3506,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q16", @@ -3517,7 +3517,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q17", @@ -3528,7 +3528,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q18", @@ -3539,7 +3539,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q19", @@ -3550,7 +3550,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q20", @@ -3561,7 +3561,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1", @@ -3572,7 +3572,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2", @@ -3583,7 +3583,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3", @@ -3594,7 +3594,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4", @@ -3605,7 +3605,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5", @@ -3616,7 +3616,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6", @@ -3627,7 +3627,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7", @@ -3638,7 +3638,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8", @@ -3649,7 +3649,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9", @@ -3660,7 +3660,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10", @@ -3671,7 +3671,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11", @@ -3682,7 +3682,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12", @@ -3693,7 +3693,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13", @@ -3704,7 +3704,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q14", @@ -3715,7 +3715,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q15", @@ -3726,7 +3726,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q16", @@ -3737,7 +3737,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q17", @@ -3748,7 +3748,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q18", @@ -3759,7 +3759,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q19", @@ -3770,7 +3770,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q20", @@ -3781,7 +3781,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1", @@ -3792,7 +3792,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2", @@ -3803,7 +3803,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3", @@ -3814,7 +3814,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4", @@ -3825,7 +3825,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5", @@ -3836,7 +3836,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6", @@ -3847,7 +3847,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7", @@ -3858,7 +3858,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8", @@ -3869,7 +3869,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9", @@ -3880,7 +3880,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10", @@ -3891,7 +3891,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11", @@ -3902,7 +3902,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12", @@ -3913,7 +3913,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13", @@ -3924,7 +3924,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q14", @@ -3935,7 +3935,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q15", @@ -3946,7 +3946,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q16", @@ -3957,7 +3957,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q17", @@ -3968,7 +3968,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q18", @@ -3979,7 +3979,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q19", @@ -3990,7 +3990,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q20", @@ -4001,7 +4001,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1", @@ -4012,7 +4012,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2", @@ -4023,7 +4023,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3", @@ -4034,7 +4034,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4", @@ -4045,7 +4045,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5", @@ -4056,7 +4056,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6", @@ -4067,7 +4067,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { 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"ROLLNUMBER4_Q14", @@ -4155,7 +4155,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q15", @@ -4166,7 +4166,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q16", @@ -4177,7 +4177,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q17", @@ -4188,7 +4188,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q18", @@ -4199,7 +4199,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q19", @@ -4210,7 +4210,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q20", @@ -4221,18 +4221,18 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 5, - "schoolId": "u001" + "orgId": "u001" }, { - "subject": "Hindi", + "category3": "Hindi", "examLO": "Hindi", - "classId": "7", - "examDate": "29/09/2021", - "totalMarks": 20, + "category1": "7", + "date": "29/09/2021", + "totalResults": 20, "type": "hindi_4s_20q_omr", "questions": [ { @@ -4244,7 +4244,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2", @@ -4255,7 +4255,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3", @@ -4266,7 +4266,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4", @@ -4277,7 +4277,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5", @@ -4288,7 +4288,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6", @@ -4299,7 +4299,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7", @@ -4310,7 +4310,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8", @@ -4321,7 +4321,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9", @@ -4332,7 +4332,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10", @@ -4343,7 +4343,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11", @@ -4354,7 +4354,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12", @@ -4365,7 +4365,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13", @@ -4376,7 +4376,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q14", @@ -4387,7 +4387,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q15", @@ -4398,7 +4398,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q16", @@ -4409,7 +4409,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q17", @@ -4420,7 +4420,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q18", @@ -4431,7 +4431,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q19", @@ -4442,7 +4442,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q20", @@ -4453,7 +4453,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1", @@ -4464,7 +4464,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2", @@ -4475,7 +4475,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3", @@ -4486,7 +4486,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4", @@ -4497,7 +4497,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5", @@ -4508,7 +4508,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6", @@ -4519,7 +4519,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7", @@ -4530,7 +4530,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8", @@ -4541,7 +4541,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9", @@ -4552,7 +4552,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10", @@ -4563,7 +4563,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11", @@ -4574,7 +4574,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12", @@ -4585,7 +4585,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13", @@ -4596,7 +4596,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q14", @@ -4607,7 +4607,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q15", @@ -4618,7 +4618,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q16", @@ -4629,7 +4629,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q17", @@ -4640,7 +4640,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q18", @@ -4651,7 +4651,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q19", @@ -4662,7 +4662,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q20", @@ -4673,7 +4673,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1", @@ -4684,7 +4684,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2", @@ -4695,7 +4695,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3", @@ -4706,7 +4706,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4", @@ -4717,7 +4717,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5", @@ -4728,7 +4728,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6", @@ -4739,7 +4739,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7", @@ -4750,7 +4750,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8", @@ -4761,7 +4761,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9", @@ -4772,7 +4772,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10", @@ -4783,7 +4783,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11", @@ -4794,7 +4794,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12", @@ -4805,7 +4805,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13", @@ -4816,7 +4816,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q14", @@ -4827,7 +4827,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q15", @@ -4838,7 +4838,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q16", @@ -4849,7 +4849,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q17", @@ -4860,7 +4860,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q18", @@ -4871,7 +4871,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q19", @@ -4882,7 +4882,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q20", @@ -4893,7 +4893,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1", @@ -4904,7 +4904,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2", @@ -4915,7 +4915,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3", @@ -4926,7 +4926,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4", @@ -4937,7 +4937,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5", @@ -4948,7 +4948,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6", @@ -4959,7 +4959,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q7", @@ -4970,7 +4970,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q8", @@ -4981,7 +4981,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q9", @@ -4992,7 +4992,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q10", @@ -5003,7 +5003,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q11", @@ -5014,7 +5014,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q12", @@ -5025,7 +5025,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q13", @@ -5036,7 +5036,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q14", @@ -5047,7 +5047,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q15", @@ -5058,7 +5058,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q16", @@ -5069,7 +5069,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q17", @@ -5080,7 +5080,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q18", @@ -5091,7 +5091,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q19", @@ -5102,7 +5102,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q20", @@ -5113,19 +5113,19 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 6, - "schoolId": "u001" + "orgId": "u001" }, { - "subject": "Multi-Subject", + "category3": "Multi-Subject", "examLO": "Multi-Subject", - "classId": "8", - "examDate": "29/09/2021", - "totalMarks": 20, - "type": "multisubject_1s_10q", + "category1": "8", + "date": "29/09/2021", + "totalResults": 20, + "type": "multicategory3_1s_10q", "questions": [ { "questionId": "HINDIID1", @@ -5136,7 +5136,7 @@ } ], "indicatorTitle": "HINDI-L0-1", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID2", @@ -5147,7 +5147,7 @@ } ], "indicatorTitle": "HINDI-L0-2", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID3", @@ -5158,7 +5158,7 @@ } ], "indicatorTitle": "HINDI-L0-3", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID4", @@ -5169,7 +5169,7 @@ } ], "indicatorTitle": "HINDI-L0-4", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID5", @@ -5180,7 +5180,7 @@ } ], "indicatorTitle": "HINDI-L0-5", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID6", @@ -5191,7 +5191,7 @@ } ], "indicatorTitle": "HINDI-L0-6", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID7", @@ -5202,7 +5202,7 @@ } ], "indicatorTitle": "HINDI-L0-7", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID8", @@ -5213,7 +5213,7 @@ } ], "indicatorTitle": "HINDI-L0-8", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID9", @@ -5224,7 +5224,7 @@ } ], "indicatorTitle": "HINDI-L0-9", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "HINDIID10", @@ -5235,7 +5235,7 @@ } ], "indicatorTitle": "HINDI-L0-10", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID1", @@ -5246,7 +5246,7 @@ } ], "indicatorTitle": "ENGLISH-L0-11", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID2", @@ -5257,7 +5257,7 @@ } ], "indicatorTitle": "ENGLISH-L0-12", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID3", @@ -5268,7 +5268,7 @@ } ], "indicatorTitle": "ENGLISH-L0-13", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID4", @@ -5279,7 +5279,7 @@ } ], "indicatorTitle": "ENGLISH-L0-14", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID5", @@ -5290,7 +5290,7 @@ } ], "indicatorTitle": "ENGLISH-L0-15", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID6", @@ -5301,7 +5301,7 @@ } ], "indicatorTitle": "ENGLISH-L0-16", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID7", @@ -5312,7 +5312,7 @@ } ], "indicatorTitle": "ENGLISH-L0-17", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID8", @@ -5323,7 +5323,7 @@ } ], "indicatorTitle": "ENGLISH-L0-18", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID9", @@ -5334,7 +5334,7 @@ } ], "indicatorTitle": "ENGLISH-L0-19", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "ENGLISHID10", @@ -5345,7 +5345,7 @@ } ], "indicatorTitle": "ENGLISH-L0-20", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID1", @@ -5356,7 +5356,7 @@ } ], "indicatorTitle": "MATHS-L0-21", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID2", @@ -5367,7 +5367,7 @@ } ], "indicatorTitle": "MATHS-L0-22", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID3", @@ -5378,7 +5378,7 @@ } ], "indicatorTitle": "MATHS-L0-23", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID4", @@ -5389,7 +5389,7 @@ } ], "indicatorTitle": "MATHS-L0-24", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID5", @@ -5400,7 +5400,7 @@ } ], "indicatorTitle": "MATHS-L0-25", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID6", @@ -5411,7 +5411,7 @@ } ], "indicatorTitle": "MATHS-L0-26", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID7", @@ -5422,7 +5422,7 @@ } ], "indicatorTitle": "MATHS-L0-27", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID8", @@ -5433,7 +5433,7 @@ } ], "indicatorTitle": "MATHS-L0-28", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID9", @@ -5444,7 +5444,7 @@ } ], "indicatorTitle": "MATHS-L0-29", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "MATHSID10", @@ -5455,7 +5455,7 @@ } ], "indicatorTitle": "MATHS-L0-30", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID1", @@ -5466,7 +5466,7 @@ } ], "indicatorTitle": "EVS-L0-31", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID2", @@ -5477,12 +5477,12 @@ } ], "indicatorTitle": "EVS-L0-32", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID3", "indicatorTitle": "EVS-L0-33", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID4", @@ -5493,7 +5493,7 @@ } ], "indicatorTitle": "EVS-L0-34", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID5", @@ -5504,7 +5504,7 @@ } ], "indicatorTitle": "EVS-L0-35", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID6", @@ -5515,7 +5515,7 @@ } ], "indicatorTitle": "EVS-L0-36", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID7", @@ -5526,7 +5526,7 @@ } ], "indicatorTitle": "EVS-L0-37", - "questionMarks": "5" + "questionResults": "5" }, { "questionId": "EVSID8", @@ -5537,7 +5537,7 @@ } ], 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"indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12_3", @@ -6838,7 +6838,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13_3", @@ -6849,7 +6849,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1_1", @@ -6860,7 +6860,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2_1", @@ -6871,7 +6871,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3_1", @@ -6882,7 +6882,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4_2", @@ -6893,7 +6893,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5_2", @@ -6904,7 +6904,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6_2", @@ -6915,7 +6915,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7_2", @@ -6926,7 +6926,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8_3", @@ -6937,7 +6937,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9_3", @@ -6948,7 +6948,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10_3", @@ -6959,7 +6959,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11_3", @@ -6970,7 +6970,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12_3", @@ -6981,7 +6981,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13_3", @@ -6992,7 +6992,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1_1", @@ -7003,7 +7003,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2_1", @@ -7014,7 +7014,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3_1", @@ -7025,7 +7025,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4_2", @@ -7036,7 +7036,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5_2", @@ -7047,7 +7047,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6_2", @@ -7058,7 +7058,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q7_2", @@ -7069,7 +7069,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q8_3", @@ -7080,7 +7080,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q9_3", @@ -7091,7 +7091,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q10_3", @@ -7102,7 +7102,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q11_3", @@ -7113,7 +7113,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q12_3", @@ -7124,7 +7124,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q13_3", @@ -7135,7 +7135,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q1_1", @@ -7146,7 +7146,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q2_1", @@ -7157,7 +7157,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q3_1", @@ -7168,7 +7168,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q4_2", @@ -7179,7 +7179,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q5_2", @@ -7190,7 +7190,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q6_2", @@ -7201,7 +7201,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q7_2", @@ -7212,7 +7212,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q8_3", @@ -7223,7 +7223,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q9_3", @@ -7234,7 +7234,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q10_3", @@ -7245,7 +7245,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q11_3", @@ -7256,7 +7256,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q12_3", @@ -7267,7 +7267,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q13_3", @@ -7278,7 +7278,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q1_1", @@ -7289,7 +7289,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q2_1", @@ -7300,7 +7300,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q3_1", @@ -7311,7 +7311,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q4_2", @@ -7322,7 +7322,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q5_2", @@ -7333,7 +7333,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q6_2", @@ -7344,7 +7344,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q7_2", @@ -7355,7 +7355,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q8_3", @@ -7366,7 +7366,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q9_3", @@ -7377,7 +7377,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q10_3", @@ -7388,7 +7388,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q11_3", @@ -7399,7 +7399,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q12_3", @@ -7410,7 +7410,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q13_3", @@ -7421,7 +7421,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q1_1", @@ -7432,7 +7432,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q2_1", @@ -7443,7 +7443,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q3_1", @@ -7454,7 +7454,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q4_2", @@ -7465,7 +7465,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q5_2", @@ -7476,7 +7476,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q6_2", @@ -7487,7 +7487,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q7_2", @@ -7498,7 +7498,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q8_3", @@ -7509,7 +7509,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q9_3", @@ -7520,7 +7520,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q10_3", @@ -7531,7 +7531,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q11_3", @@ -7542,7 +7542,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q12_3", @@ -7553,7 +7553,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q13_3", @@ -7564,7 +7564,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q1_1", @@ -7575,7 +7575,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q2_1", @@ -7586,7 +7586,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q3_1", @@ -7597,7 +7597,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q4_2", @@ -7608,7 +7608,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q5_2", @@ -7619,7 +7619,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q6_2", @@ -7630,7 +7630,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q7_2", @@ -7641,7 +7641,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q8_3", @@ -7652,7 +7652,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q9_3", @@ -7663,7 +7663,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q10_3", @@ -7674,7 +7674,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q11_3", @@ -7685,7 +7685,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q12_3", @@ -7696,7 +7696,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q13_3", @@ -7707,18 +7707,18 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 14, - "schoolId": "u002" + "orgId": "u002" }, { - "subject": "Maths", + "category3": "Maths", "examLO": "Maths", - "classId": "2", - "examDate": "12/10/2021", - "totalMarks": 20, + "category1": "2", + "date": "12/10/2021", + "totalResults": 20, "type": "hindi_8s_13q_omr", "questions": [ { @@ -7730,7 +7730,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2_1", @@ -7741,7 +7741,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3_1", @@ -7752,7 +7752,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4_2", @@ -7763,7 +7763,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5_2", @@ -7774,7 +7774,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6_2", @@ -7785,7 +7785,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7_2", @@ -7796,7 +7796,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8_3", @@ -7807,7 +7807,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9_3", @@ -7818,7 +7818,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10_3", @@ -7829,7 +7829,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11_3", @@ -7840,7 +7840,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12_3", @@ -7851,7 +7851,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13_3", @@ -7862,7 +7862,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1_1", @@ -7873,7 +7873,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2_1", @@ -7884,7 +7884,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3_1", @@ -7895,7 +7895,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4_2", @@ -7906,7 +7906,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5_2", @@ -7917,7 +7917,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6_2", @@ -7928,7 +7928,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7_2", @@ -7939,7 +7939,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8_3", @@ -7950,7 +7950,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9_3", @@ -7961,7 +7961,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10_3", @@ -7972,7 +7972,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11_3", @@ -7983,7 +7983,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12_3", @@ -7994,7 +7994,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13_3", @@ -8005,7 +8005,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1_1", @@ -8016,7 +8016,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2_1", @@ -8027,7 +8027,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3_1", @@ -8038,7 +8038,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4_2", @@ -8049,7 +8049,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5_2", @@ -8060,7 +8060,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6_2", @@ -8071,7 +8071,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7_2", @@ -8082,7 +8082,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8_3", @@ -8093,7 +8093,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9_3", @@ -8104,7 +8104,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10_3", @@ -8115,7 +8115,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11_3", @@ -8126,7 +8126,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12_3", @@ -8137,7 +8137,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13_3", @@ -8148,7 +8148,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1_1", @@ -8159,7 +8159,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2_1", @@ -8170,7 +8170,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3_1", @@ -8181,7 +8181,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4_2", @@ -8192,7 +8192,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5_2", @@ -8203,7 +8203,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6_2", @@ -8214,7 +8214,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q7_2", @@ -8225,7 +8225,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q8_3", @@ -8236,7 +8236,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q9_3", @@ -8247,7 +8247,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q10_3", @@ -8258,7 +8258,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q11_3", @@ -8269,7 +8269,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q12_3", @@ -8280,7 +8280,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q13_3", @@ -8291,7 +8291,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q1_1", @@ -8302,7 +8302,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q2_1", @@ -8313,7 +8313,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q3_1", @@ -8324,7 +8324,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q4_2", @@ -8335,7 +8335,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q5_2", @@ -8346,7 +8346,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q6_2", @@ -8357,7 +8357,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q7_2", @@ -8368,7 +8368,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q8_3", @@ -8379,7 +8379,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q9_3", @@ -8390,7 +8390,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q10_3", @@ -8401,7 +8401,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q11_3", @@ -8412,7 +8412,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q12_3", @@ -8423,7 +8423,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q13_3", @@ -8434,7 +8434,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q1_1", @@ -8445,7 +8445,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q2_1", @@ -8456,7 +8456,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q3_1", @@ -8467,7 +8467,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q4_2", @@ -8478,7 +8478,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q5_2", @@ -8489,7 +8489,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q6_2", @@ -8500,7 +8500,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q7_2", @@ -8511,7 +8511,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q8_3", @@ -8522,7 +8522,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q9_3", @@ -8533,7 +8533,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q10_3", @@ -8544,7 +8544,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q11_3", @@ -8555,7 +8555,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q12_3", @@ -8566,7 +8566,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q13_3", @@ -8577,7 +8577,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q1_1", @@ -8588,7 +8588,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q2_1", @@ -8599,7 +8599,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q3_1", @@ -8610,7 +8610,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q4_2", @@ -8621,7 +8621,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q5_2", @@ -8632,7 +8632,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q6_2", @@ -8643,7 +8643,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q7_2", @@ -8654,7 +8654,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q8_3", @@ -8665,7 +8665,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q9_3", @@ -8676,7 +8676,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q10_3", @@ -8687,7 +8687,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q11_3", @@ -8698,7 +8698,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q12_3", @@ -8709,7 +8709,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q13_3", @@ -8720,7 +8720,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q1_1", @@ -8731,7 +8731,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q2_1", @@ -8742,7 +8742,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q3_1", @@ -8753,7 +8753,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q4_2", @@ -8764,7 +8764,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q5_2", @@ -8775,7 +8775,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q6_2", @@ -8786,7 +8786,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q7_2", @@ -8797,7 +8797,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q8_3", @@ -8808,7 +8808,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q9_3", @@ -8819,7 +8819,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q10_3", @@ -8830,7 +8830,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q11_3", @@ -8841,7 +8841,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q12_3", @@ -8852,7 +8852,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q13_3", @@ -8863,18 +8863,18 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 15, - "schoolId": "u002" + "orgId": "u002" }, { - "subject": "English", + "category3": "English", "examLO": "English", - "classId": "2", - "examDate": "13/10/2021", - "totalMarks": 20, + "category1": "2", + "date": "13/10/2021", + "totalResults": 20, "type": "hindi_8s_13q_omr", "questions": [ { @@ -8886,7 +8886,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2_1", @@ -8897,7 +8897,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3_1", @@ -8908,7 +8908,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4_2", @@ -8919,7 +8919,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5_2", @@ -8930,7 +8930,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6_2", @@ -8941,7 +8941,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7_2", @@ -8952,7 +8952,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8_3", @@ -8963,7 +8963,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9_3", @@ -8974,7 +8974,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10_3", @@ -8985,7 +8985,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11_3", @@ -8996,7 +8996,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12_3", @@ -9007,7 +9007,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13_3", @@ -9018,7 +9018,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1_1", @@ -9029,7 +9029,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2_1", @@ -9040,7 +9040,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3_1", @@ -9051,7 +9051,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4_2", @@ -9062,7 +9062,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5_2", @@ -9073,7 +9073,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6_2", @@ -9084,7 +9084,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7_2", @@ -9095,7 +9095,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8_3", @@ -9106,7 +9106,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9_3", @@ -9117,7 +9117,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10_3", @@ -9128,7 +9128,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11_3", @@ -9139,7 +9139,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12_3", @@ -9150,7 +9150,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13_3", @@ -9161,7 +9161,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1_1", @@ -9172,7 +9172,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2_1", @@ -9183,7 +9183,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3_1", @@ -9194,7 +9194,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4_2", @@ -9205,7 +9205,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5_2", @@ -9216,7 +9216,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6_2", @@ -9227,7 +9227,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7_2", @@ -9238,7 +9238,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8_3", @@ -9249,7 +9249,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9_3", @@ -9260,7 +9260,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10_3", @@ -9271,7 +9271,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11_3", @@ -9282,7 +9282,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12_3", @@ -9293,7 +9293,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13_3", @@ -9304,7 +9304,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1_1", @@ -9315,7 +9315,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2_1", @@ -9326,7 +9326,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3_1", @@ -9337,7 +9337,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4_2", @@ -9348,7 +9348,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5_2", @@ -9359,7 +9359,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6_2", @@ -9370,7 +9370,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q7_2", @@ -9381,7 +9381,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q8_3", @@ -9392,7 +9392,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q9_3", @@ -9403,7 +9403,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q10_3", @@ -9414,7 +9414,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q11_3", @@ -9425,7 +9425,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q12_3", @@ -9436,7 +9436,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q13_3", @@ -9447,7 +9447,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { 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@@ -9689,7 +9689,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q10_3", @@ -9700,7 +9700,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q11_3", @@ -9711,7 +9711,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q12_3", @@ -9722,7 +9722,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q13_3", @@ -9733,7 +9733,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q1_1", @@ -9744,7 +9744,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q2_1", @@ -9755,7 +9755,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q3_1", @@ -9766,7 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"questionResults": "1" } ], "examId": 21, - "schoolId": "demouser" + "orgId": "demouser" }, { - "subject": "midday-meal", + "category3": "midday-meal", "examLO": "midday-meal", - "classId": "2", - "examDate": "07/01/2022", - "totalMarks": 20, + "category1": "2", + "date": "07/01/2022", + "totalResults": 20, "type": "any_20s_midday_meal", "questions": [ { @@ -10617,7 +10617,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1", @@ -10628,7 +10628,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1", @@ -10639,7 +10639,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1", @@ -10650,7 +10650,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q1", @@ -10661,7 +10661,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q1", @@ -10672,7 +10672,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q1", @@ -10683,7 +10683,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q1", @@ -10694,7 +10694,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER9_Q1", @@ -10705,7 +10705,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER10_Q1", @@ -10716,7 +10716,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER11_Q1", @@ -10727,7 +10727,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER12_Q1", @@ -10738,7 +10738,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + 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"Hindi", "examLO": "Hindi", - "classId": "6", - "examDate": "24/10/2022", - "totalMarks": 30, + "category1": "6", + "date": "24/10/2022", + "totalResults": 30, "type": "hindi_1s_30q_omr", "questions": [ { @@ -14364,7 +14364,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION1_Q2", @@ -14375,7 +14375,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION1_Q3", @@ -14386,7 +14386,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION1_Q4", @@ -14397,7 +14397,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION2_Q1", @@ -14408,7 +14408,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION2_Q2", @@ -14419,7 +14419,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION2_Q3", @@ -14430,7 +14430,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION2_Q4", @@ -14441,7 +14441,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION3_Q1", @@ -14452,7 +14452,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION3_Q2", @@ -14463,7 +14463,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION3_Q3", @@ -14474,7 +14474,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION3_Q4", @@ -14485,7 +14485,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION4_Q1", @@ -14496,7 +14496,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION4_Q2", @@ -14507,7 +14507,7 @@ } ], "indicatorTitle": "L0-14", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION4_Q3", @@ -14518,7 +14518,7 @@ } ], "indicatorTitle": "L0-15", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION4_Q4", @@ -14529,7 +14529,7 @@ } ], "indicatorTitle": "L0-16", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION5_Q1", @@ -14540,7 +14540,7 @@ } ], "indicatorTitle": "L0-17", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION5_Q2", @@ -14551,7 +14551,7 @@ } ], "indicatorTitle": "L0-18", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION5_Q3", @@ -14562,7 +14562,7 @@ } ], "indicatorTitle": "L0-19", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION5_Q4", @@ -14573,7 +14573,7 @@ } ], "indicatorTitle": "L0-20", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION6_Q1", @@ -14584,7 +14584,7 @@ } ], "indicatorTitle": "L0-21", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION6_Q2", @@ -14595,7 +14595,7 @@ } ], "indicatorTitle": "L0-22", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION6_Q3", @@ -14606,7 +14606,7 @@ } ], "indicatorTitle": "L0-23", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION6_Q4", @@ -14617,7 +14617,7 @@ } ], "indicatorTitle": "L0-24", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION7_Q1", @@ -14628,7 +14628,7 @@ } ], "indicatorTitle": "L0-25", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION7_Q2", @@ -14639,7 +14639,7 @@ } ], "indicatorTitle": "L0-26", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION7_Q3", @@ -14650,7 +14650,7 @@ } ], "indicatorTitle": "L0-27", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "QUESTION7_Q4", @@ -14661,7 +14661,7 @@ } ], 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-14728,7 +14728,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1", @@ -14739,7 +14739,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q1", @@ -14750,7 +14750,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q1", @@ -14761,7 +14761,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q1", @@ -14772,7 +14772,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q1", @@ -14783,7 +14783,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER9_Q1", @@ -14794,7 +14794,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER10_Q1", @@ -14805,7 +14805,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER11_Q1", @@ -14816,7 +14816,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER12_Q1", @@ -14827,7 +14827,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER13_Q1", @@ -14838,7 +14838,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER14_Q1", @@ -14849,7 +14849,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER15_Q1", @@ -14860,7 +14860,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER16_Q1", @@ -14871,7 +14871,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER17_Q1", @@ -14882,7 +14882,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER18_Q1", @@ -14893,7 +14893,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER19_Q1", @@ -14904,7 +14904,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER20_Q1", @@ -14915,18 +14915,18 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 38, - "schoolId": "09670702901" + "orgId": "09670702901" }, { - "subject": "book-distribution", + "category3": "book-distribution", "examLO": "book-distribution", - "classId": "4", - "examDate": "20/06/2022", - "totalMarks": 20, + "category1": "4", + "date": "20/06/2022", + "totalResults": 20, "type": "any_10s_10q_omr", "questions": [ { @@ -14938,7 +14938,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2_1", @@ -14949,7 +14949,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3_1", @@ -14960,7 +14960,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4_2", @@ -14971,7 +14971,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5_2", @@ -14982,7 +14982,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6_2", @@ -14993,7 +14993,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7_2", @@ -15004,7 +15004,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8_3", @@ -15015,7 +15015,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9_3", @@ -15026,7 +15026,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10_3", @@ -15037,7 +15037,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11_3", @@ -15048,7 +15048,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12_3", @@ -15059,7 +15059,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13_3", @@ -15070,7 +15070,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1_1", @@ -15081,7 +15081,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2_1", @@ -15092,7 +15092,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3_1", @@ -15103,7 +15103,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4_2", @@ -15114,7 +15114,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5_2", @@ -15125,7 +15125,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6_2", @@ -15136,7 +15136,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7_2", @@ -15147,7 +15147,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8_3", @@ -15158,7 +15158,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9_3", @@ -15169,7 +15169,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10_3", @@ -15180,7 +15180,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11_3", @@ -15191,7 +15191,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12_3", @@ -15202,7 +15202,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13_3", @@ -15213,7 +15213,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1_1", @@ -15224,7 +15224,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2_1", @@ -15235,7 +15235,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3_1", @@ -15246,7 +15246,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4_2", @@ -15257,7 +15257,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5_2", @@ -15268,7 +15268,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6_2", @@ -15279,7 +15279,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7_2", @@ -15290,7 +15290,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8_3", @@ -15301,7 +15301,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9_3", @@ -15312,7 +15312,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10_3", @@ -15323,7 +15323,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11_3", @@ -15334,7 +15334,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12_3", @@ -15345,7 +15345,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13_3", @@ -15356,7 +15356,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1_1", @@ -15367,7 +15367,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2_1", @@ -15378,7 +15378,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3_1", @@ -15389,7 +15389,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4_2", @@ -15400,7 +15400,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5_2", @@ -15411,7 +15411,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6_2", @@ -15422,7 +15422,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q7_2", @@ -15433,7 +15433,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q8_3", @@ -15444,7 +15444,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q9_3", @@ -15455,7 +15455,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q10_3", @@ -15466,7 +15466,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q11_3", @@ -15477,7 +15477,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q12_3", @@ -15488,7 +15488,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q13_3", @@ -15499,7 +15499,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q1_1", @@ -15510,7 +15510,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q2_1", @@ -15521,7 +15521,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q3_1", @@ -15532,7 +15532,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q4_2", @@ -15543,7 +15543,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q5_2", @@ -15554,7 +15554,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q6_2", @@ -15565,7 +15565,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q7_2", @@ -15576,7 +15576,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q8_3", @@ -15587,7 +15587,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q9_3", @@ -15598,7 +15598,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q10_3", @@ -15609,7 +15609,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q11_3", @@ -15620,7 +15620,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q12_3", @@ -15631,7 +15631,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q13_3", @@ -15642,7 +15642,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q1_1", @@ -15653,7 +15653,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q2_1", @@ -15664,7 +15664,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q3_1", @@ -15675,7 +15675,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q4_2", @@ -15686,7 +15686,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q5_2", @@ -15697,7 +15697,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q6_2", @@ -15708,7 +15708,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q7_2", @@ -15719,7 +15719,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q8_3", @@ -15730,7 +15730,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q9_3", @@ -15741,7 +15741,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q10_3", @@ -15752,7 +15752,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q11_3", @@ -15763,7 +15763,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q12_3", @@ -15774,7 +15774,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q13_3", @@ -15785,7 +15785,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q1_1", @@ -15796,7 +15796,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q2_1", @@ -15807,7 +15807,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q3_1", @@ -15818,7 +15818,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q4_2", @@ -15829,7 +15829,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q5_2", @@ -15840,7 +15840,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q6_2", @@ -15851,7 +15851,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q7_2", @@ -15862,7 +15862,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q8_3", @@ -15873,7 +15873,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q9_3", @@ -15884,7 +15884,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q10_3", @@ -15895,7 +15895,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q11_3", @@ -15906,7 +15906,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q12_3", @@ -15917,7 +15917,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q13_3", @@ -15928,7 +15928,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q1_1", @@ -15939,7 +15939,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q2_1", @@ -15950,7 +15950,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q3_1", @@ -15961,7 +15961,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q4_2", @@ -15972,7 +15972,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q5_2", @@ -15983,7 +15983,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q6_2", @@ -15994,7 +15994,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q7_2", @@ -16005,7 +16005,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q8_3", @@ -16016,7 +16016,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q9_3", @@ -16027,7 +16027,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q10_3", @@ -16038,7 +16038,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q11_3", @@ -16049,7 +16049,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q12_3", @@ -16060,7 +16060,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q13_3", @@ -16071,18 +16071,18 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 39, - "schoolId": "09670702901" + "orgId": "09670702901" }, { - "subject": "hindi", + "category3": "hindi", "examLO": "hindi", - "classId": "5", - "examDate": "14/10/2022", - "totalMarks": 20, + "category1": "5", + "date": "14/10/2022", + "totalResults": 20, "type": "any_8s_13q_omr", "questions": [ { @@ -16094,7 +16094,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2_1", @@ -16105,7 +16105,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3_1", @@ -16116,7 +16116,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4_2", @@ -16127,7 +16127,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5_2", @@ -16138,7 +16138,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6_2", @@ -16149,7 +16149,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7_2", @@ -16160,7 +16160,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8_3", @@ -16171,7 +16171,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9_3", @@ -16182,7 +16182,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10_3", @@ -16193,7 +16193,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11_3", @@ -16204,7 +16204,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12_3", @@ -16215,7 +16215,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13_3", @@ -16226,7 +16226,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1_1", @@ -16237,7 +16237,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2_1", @@ -16248,7 +16248,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3_1", @@ -16259,7 +16259,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4_2", @@ -16270,7 +16270,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5_2", @@ -16281,7 +16281,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6_2", @@ -16292,7 +16292,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7_2", @@ -16303,7 +16303,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8_3", @@ -16314,7 +16314,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9_3", @@ -16325,7 +16325,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10_3", @@ -16336,7 +16336,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11_3", @@ -16347,7 +16347,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12_3", @@ -16358,7 +16358,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13_3", @@ -16369,7 +16369,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1_1", @@ -16380,7 +16380,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2_1", @@ -16391,7 +16391,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3_1", @@ -16402,7 +16402,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4_2", @@ -16413,7 +16413,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5_2", @@ -16424,7 +16424,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6_2", @@ -16435,7 +16435,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7_2", @@ -16446,7 +16446,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8_3", @@ -16457,7 +16457,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9_3", @@ -16468,7 +16468,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10_3", @@ -16479,7 +16479,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11_3", @@ -16490,7 +16490,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12_3", @@ -16501,7 +16501,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13_3", @@ -16512,7 +16512,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1_1", @@ -16523,7 +16523,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2_1", @@ -16534,7 +16534,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3_1", @@ -16545,7 +16545,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4_2", @@ -16556,7 +16556,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5_2", @@ -16567,7 +16567,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6_2", @@ -16578,7 +16578,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q7_2", @@ -16589,7 +16589,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q8_3", @@ -16600,7 +16600,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q9_3", @@ -16611,7 +16611,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q10_3", @@ -16622,7 +16622,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q11_3", @@ -16633,7 +16633,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q12_3", @@ -16644,7 +16644,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q13_3", @@ -16655,7 +16655,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q1_1", @@ -16666,7 +16666,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q2_1", @@ -16677,7 +16677,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q3_1", @@ -16688,7 +16688,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q4_2", @@ -16699,7 +16699,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q5_2", @@ -16710,7 +16710,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q6_2", @@ -16721,7 +16721,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q7_2", @@ -16732,7 +16732,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q8_3", @@ -16743,7 +16743,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q9_3", @@ -16754,7 +16754,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q10_3", @@ -16765,7 +16765,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q11_3", @@ -16776,7 +16776,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q12_3", @@ -16787,7 +16787,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q13_3", @@ -16798,7 +16798,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q1_1", @@ -16809,7 +16809,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q2_1", @@ -16820,7 +16820,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q3_1", @@ -16831,7 +16831,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q4_2", @@ -16842,7 +16842,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q5_2", @@ -16853,7 +16853,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q6_2", @@ -16864,7 +16864,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q7_2", @@ -16875,7 +16875,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q8_3", @@ -16886,7 +16886,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q9_3", @@ -16897,7 +16897,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q10_3", @@ -16908,7 +16908,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q11_3", @@ -16919,7 +16919,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q12_3", @@ -16930,7 +16930,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q13_3", @@ -16941,7 +16941,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q1_1", @@ -16952,7 +16952,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q2_1", @@ -16963,7 +16963,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q3_1", @@ -16974,7 +16974,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q4_2", @@ -16985,7 +16985,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q5_2", @@ -16996,7 +16996,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q6_2", @@ -17007,7 +17007,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q7_2", @@ -17018,7 +17018,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q8_3", @@ -17029,7 +17029,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q9_3", @@ -17040,7 +17040,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q10_3", @@ -17051,7 +17051,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q11_3", @@ -17062,7 +17062,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q12_3", @@ -17073,7 +17073,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q13_3", @@ -17084,7 +17084,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q1_1", @@ -17095,7 +17095,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q2_1", @@ -17106,7 +17106,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q3_1", @@ -17117,7 +17117,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q4_2", @@ -17128,7 +17128,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q5_2", @@ -17139,7 +17139,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q6_2", @@ -17150,7 +17150,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q7_2", @@ -17161,7 +17161,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q8_3", @@ -17172,7 +17172,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q9_3", @@ -17183,7 +17183,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q10_3", @@ -17194,7 +17194,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q11_3", @@ -17205,7 +17205,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q12_3", @@ -17216,7 +17216,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q13_3", @@ -17227,18 +17227,18 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 40, - "schoolId": "09670703101" + "orgId": "09670703101" }, { - "subject": "Hindi", + "category3": "Hindi", "examLO": "Hindi", - "classId": "9", - "examDate": "1/07/2022", - "totalMarks": 13, + "category1": "9", + "date": "1/07/2022", + "totalResults": 13, "type": "hindi_8s_13q_9D_omr", "questions": [ { @@ -17250,7 +17250,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2", @@ -17261,7 +17261,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3", @@ -17272,7 +17272,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4", @@ -17283,7 +17283,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5", @@ -17294,7 +17294,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6", @@ -17305,7 +17305,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7", @@ -17316,7 +17316,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q8", @@ -17327,7 +17327,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q9", @@ -17338,7 +17338,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q10", @@ -17349,7 +17349,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q11", @@ -17360,7 +17360,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q12", @@ -17371,7 +17371,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q13", @@ -17382,7 +17382,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q1", @@ -17393,7 +17393,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2", @@ -17404,7 +17404,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3", @@ -17415,7 +17415,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4", @@ -17426,7 +17426,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5", @@ -17437,7 +17437,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6", @@ -17448,7 +17448,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7", @@ -17459,7 +17459,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8", @@ -17470,7 +17470,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q9", @@ -17481,7 +17481,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q10", @@ -17492,7 +17492,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q11", @@ -17503,7 +17503,7 @@ } ], "indicatorTitle": "L0-11", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q12", @@ -17514,7 +17514,7 @@ } ], "indicatorTitle": "L0-12", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q13", @@ -17525,7 +17525,7 @@ } ], "indicatorTitle": "L0-13", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q1", @@ -17536,7 +17536,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q2", @@ -17547,7 +17547,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q3", @@ -17558,7 +17558,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q4", @@ -17569,7 +17569,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q5", @@ -17580,7 +17580,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q6", @@ -17591,7 +17591,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q7", @@ -17602,7 +17602,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q8", @@ -17613,7 +17613,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q9", @@ -17624,7 +17624,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q10", @@ -17635,7 +17635,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q11", @@ -17646,7 +17646,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q12", @@ -17657,7 +17657,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER3_Q13", @@ -17668,7 +17668,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q1", @@ -17679,7 +17679,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q2", @@ -17690,7 +17690,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q3", @@ -17701,7 +17701,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q4", @@ -17712,7 +17712,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q5", @@ -17723,7 +17723,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q6", @@ -17734,7 +17734,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q7", @@ -17745,7 +17745,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q8", @@ -17756,7 +17756,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q9", @@ -17767,7 +17767,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q10", @@ -17778,7 +17778,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q11", @@ -17789,7 +17789,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q12", @@ -17800,7 +17800,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER4_Q13", @@ -17811,7 +17811,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q1", @@ -17822,7 +17822,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q2", @@ -17833,7 +17833,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q3", @@ -17844,7 +17844,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q4", @@ -17855,7 +17855,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q5", @@ -17866,7 +17866,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q6", @@ -17877,7 +17877,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q7", @@ -17888,7 +17888,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q8", @@ -17899,7 +17899,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q9", @@ -17910,7 +17910,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q10", @@ -17921,7 +17921,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q11", @@ -17932,7 +17932,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q12", @@ -17943,7 +17943,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER5_Q13", @@ -17954,7 +17954,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q1", @@ -17965,7 +17965,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q2", @@ -17976,7 +17976,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q3", @@ -17987,7 +17987,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q4", @@ -17998,7 +17998,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q5", @@ -18009,7 +18009,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q6", @@ -18020,7 +18020,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q7", @@ -18031,7 +18031,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q8", @@ -18042,7 +18042,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q9", @@ -18053,7 +18053,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q10", @@ -18064,7 +18064,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q11", @@ -18075,7 +18075,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q12", @@ -18086,7 +18086,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER6_Q13", @@ -18097,7 +18097,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q1", @@ -18108,7 +18108,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q2", @@ -18119,7 +18119,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q3", @@ -18130,7 +18130,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q4", @@ -18141,7 +18141,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q5", @@ -18152,7 +18152,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q6", @@ -18163,7 +18163,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q7", @@ -18174,7 +18174,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q8", @@ -18185,7 +18185,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q9", @@ -18196,7 +18196,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q10", @@ -18207,7 +18207,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q11", @@ -18218,7 +18218,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q12", @@ -18229,7 +18229,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER7_Q13", @@ -18240,7 +18240,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q1", @@ -18251,7 +18251,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q2", @@ -18262,7 +18262,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q3", @@ -18273,7 +18273,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q4", @@ -18284,7 +18284,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q5", @@ -18295,7 +18295,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q6", @@ -18306,7 +18306,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q7", @@ -18317,7 +18317,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q8", @@ -18328,7 +18328,7 @@ } ], "indicatorTitle": "L0-8", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q9", @@ -18339,7 +18339,7 @@ } ], "indicatorTitle": "L0-9", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q10", @@ -18350,7 +18350,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q11", @@ -18361,7 +18361,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q12", @@ -18372,7 +18372,7 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER8_Q13", @@ -18383,18 +18383,18 @@ } ], "indicatorTitle": "L0-10", - "questionMarks": "1" + "questionResults": "1" } ], "examId": 41, - "schoolId": "u001" + "orgId": "u001" }, { - "subject": "Hindi", + "category3": "Hindi", "examLO": "Hindi", - "classId": "1", - "examDate": "1/10/2022", - "totalMarks": 13, + "category1": "1", + "date": "1/10/2022", + "totalResults": 13, "type": "hindi_8s_13q_9D_omr", "questions": [ { @@ -18406,7 +18406,7 @@ } ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q2", @@ -18417,7 +18417,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q3", @@ -18428,7 +18428,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q4", @@ -18439,7 +18439,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q5", @@ -18450,7 +18450,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q6", @@ -18461,7 +18461,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER1_Q7", @@ -18472,7 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} ], "indicatorTitle": "L0-1", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q2", @@ -18560,7 +18560,7 @@ } ], "indicatorTitle": "L0-2", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q3", @@ -18571,7 +18571,7 @@ } ], "indicatorTitle": "L0-3", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q4", @@ -18582,7 +18582,7 @@ } ], "indicatorTitle": "L0-4", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q5", @@ -18593,7 +18593,7 @@ } ], "indicatorTitle": "L0-5", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q6", @@ -18604,7 +18604,7 @@ } ], "indicatorTitle": "L0-6", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q7", @@ -18615,7 +18615,7 @@ } ], "indicatorTitle": "L0-7", - "questionMarks": "1" + "questionResults": "1" }, { "questionId": "ROLLNUMBER2_Q8", @@ -18626,7 +18626,7 @@ } ], 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"questionMarks": "20" + "questionResults": "20" } ], "examId": 46, - "schoolId": "od001" + "orgId": "od001" }, { - "subject": "0", + "category3": "0", "examLO": "0", - "classId": "0", - "examDate": "05/10/2022", - "totalMarks": 0, + "category1": "0", + "date": "05/10/2022", + "totalResults": 0, "type": "personal-details", "questions": null, "examId": 47, - "schoolId": "m001" + "orgId": "m001" } ] \ No newline at end of file diff --git a/v1.0/backend/data/rois.json b/v1.0/backend/data/rois.json index 93050ec48..6dd3e4f5a 100644 --- a/v1.0/backend/data/rois.json +++ b/v1.0/backend/data/rois.json @@ -1,7 +1,7 @@ [ { - "subject": "Hindi", - "classId": "2", + "category3": "Hindi", + "category1": "2", "type": "hindi_4s_20q_omr", "roi": { "layout": { @@ -2337,8 +2337,8 @@ "roiId": "1" }, { - "subject": "Hindi", - "classId": "3", + "category3": "Hindi", + "category1": "3", "type": "hindi_3s_30q_omr", "roi": { "layout": { @@ -4811,9 +4811,9 @@ "roiId": "2" }, { - "subject": "Multi-Subject", - "classId": "4", - "type": "multisubject_1s_10q", + "category3": "Multi-Subject", + "category1": "4", + "type": "multicategory3_1s_10q", "roi": { "layout": { "version": "1.0", @@ -6079,8 +6079,8 @@ "roiId": "3" }, { - "subject": "Hindi", - "classId": "5", + "category3": "Hindi", + "category1": "5", "type": "hindi_4s_20q_omr", "roi": { "layout": { @@ -8409,8 +8409,8 @@ "roiId": "4" }, { - "subject": "Hindi", - "classId": "6", + "category3": "Hindi", + "category1": "6", "type": "hindi_4s_20q_omr", "roi": { "layout": { @@ -10739,8 +10739,8 @@ "roiId": "5" }, { - "subject": "Hindi", - "classId": "7", + "category3": "Hindi", + "category1": "7", "type": "hindi_4s_20q_omr", "roi": { "layout": { @@ -13069,9 +13069,9 @@ "roiId": "6" }, { - "subject": "Multi-Subject", - "classId": "8", - "type": "multisubject_1s_10q", + "category3": "Multi-Subject", + "category1": "8", + "type": "multicategory3_1s_10q", "roi": { "layout": { "version": "1.0", @@ -14337,8 +14337,8 @@ "roiId": "7" }, { - "subject": "Hindi", - "classId": "2", + "category3": "Hindi", + "category1": "2", "type": "any_1s_20q", "roi": { "layout": { @@ -15377,8 +15377,8 @@ "roiId": "8" }, { - "subject": "Hindi", - "classId": "3", + "category3": "Hindi", + "category1": "3", "type": "any_1s_20q", "roi": { "layout": { @@ -16509,8 +16509,8 @@ "roiId": "9" }, { - "subject": "Maths", - "classId": "2", + "category3": "Maths", + "category1": "2", "type": "any_1s_20q", "roi": { "layout": { @@ -17641,8 +17641,8 @@ "roiId": "10" }, { - "subject": "Hindi", - "classId": "3", + "category3": "Hindi", + "category1": "3", "type": "any_1s_34q", "roi": { "layout": { @@ -19077,8 +19077,8 @@ "roiId": "11" }, { - "subject": "Maths", - "classId": "3", + "category3": "Maths", + "category1": "3", "type": "any_1s_34q", "roi": { "layout": { @@ -20661,8 +20661,8 @@ "roiId": "12" }, { - "subject": "English", - "classId": "3", + "category3": "English", + "category1": "3", "type": "any_1s_34q", "roi": { "layout": { @@ -22245,8 +22245,8 @@ "roiId": "13" }, { - "subject": "Hindi", - "classId": "2", + "category3": "Hindi", + "category1": "2", "type": "hindi_8s_13q_omr", "roi": { "layout": { @@ -25535,8 +25535,8 @@ "roiId": "14" }, { - "subject": "Hindi", - "classId": "4", + "category3": "Hindi", + "category1": "4", "type": "any_1s_12q ", "roi": { "layout": { @@ -26083,8 +26083,8 @@ "roiId": "15" }, { - "subject": "Hindi", - "classId": "5", + "category3": "Hindi", + "category1": "5", "type": "any_1s_5q_multichoice", "roi": { "layout": { @@ -26626,8 +26626,8 @@ "roiId": "16" }, { - "subject": "Hindi", - "classId": "5", + "category3": "Hindi", + "category1": "5", "type": "any_1s_5q_multichoice", "roi": { "layout": { @@ -27169,8 +27169,8 @@ "roiId": "171" }, { - "subject": "Carpentary Assesment", - "classId": "5", + "category3": "Carpentary Assesment", + "category1": "5", "type": "any_1s_5q_multichoice", "roi": { "layout": { @@ -27734,8 +27734,8 @@ "roiId": "17" }, { - "subject": "Hindi", - "classId": "6", + "category3": "Hindi", + "category1": "6", "type": "any_1s_15q_multipage", "roi": { "layout": { @@ -29132,8 +29132,8 @@ "roiId": "18" }, { - "subject": "section-attendance", - "classId": "2", + "category3": "section-attendance", + "category1": "2", "type": "any_20s_attendance", "roi": { "layout": { @@ -31558,8 +31558,8 @@ "roiId": "19" }, { - "subject": "midday-meal", - "classId": "2", + "category3": "midday-meal", + "category1": "2", "type": "any_20s_midday_meal", "roi": { "layout": { @@ -33984,8 +33984,8 @@ "roiId": "20" }, { - "subject": "Hindi", - "classId": "7", + "category3": "Hindi", + "category1": "7", "type": "any_1s_24q_multipage", "roi": { "layout": { @@ -35064,8 +35064,8 @@ "roiId": "21" }, { - "subject": "Hindi", - "classId": "2", + "category3": "Hindi", + "category1": "2", "type": "any_1s_10q", "roi": { "layout": { @@ -35414,8 +35414,8 @@ "roiId": "22" }, { - "subject": "Maths", - "classId": "2", + "category3": "Maths", + "category1": "2", "type": "hindi_4s_20q_omr", "roi": { "layout": { @@ -37748,9 +37748,9 @@ "roiId": "24" }, { - "subject": "Hindi-Subject", - "classId": "4", - "type": "multisubject_1s_10q", + "category3": "Hindi-Subject", + "category1": "4", + "type": "multicategory3_1s_10q", "roi": { "layout": { "version": "1.0", @@ -39011,8 +39011,8 @@ "roiId": "25" }, { - "subject": "Hindi", - "classId": "3", + "category3": "Hindi", + "category1": "3", "type": "any_10s_10q", "roi": { "layout": { @@ -42601,8 +42601,8 @@ "roiId": "26" }, { - "subject": "0", - "classId": "0", + "category3": "0", + "category1": "0", "type": "school evaluation", "roi": { "layout": { @@ -44793,8 +44793,8 @@ "roiId": "27" }, { - "subject": "0", - "classId": "0", + "category3": "0", + "category1": "0", "type": "electricity reading", "roi": { "layout": { @@ -45341,8 +45341,8 @@ "roiId": "28" }, { - "subject": "0", - "classId": "0", + "category3": "0", + "category1": "0", "type": "feedback", "roi": { "layout": { @@ -45883,8 +45883,8 @@ "roiId": "29" }, { - "subject": "Hindi", - "classId": "4", + "category3": "Hindi", + "category1": "4", "type": "any_10s_10q_7d", "roi": { "layout": { @@ -49269,8 +49269,8 @@ "roiId": "30" }, { - "subject": "Hindi", - "classId": "9", + "category3": "Hindi", + "category1": "9", "type": "hindi_1s_30q_omr", "roi": { "layout": { @@ -51488,8 +51488,8 @@ "roiId": "31" }, { - "subject": "hindi", - "classId": "5", + "category3": "hindi", + "category1": "5", "type": "any_8s_13q_omr", "roi": { "layout": { @@ -54778,8 +54778,8 @@ "roiId": "33" }, { - "subject": "Hindi", - "classId": "8", + "category3": "Hindi", + "category1": "8", "type": "any_1s_15q_multipage", "roi": { "layout": { @@ -56176,8 +56176,8 @@ "roiId": "34" }, { - "subject": "Hindi", - "classId": "2", + "category3": "Hindi", + "category1": "2", "type": "any_1s_10q", "roi": { "layout": { @@ -56553,8 +56553,8 @@ "roiId": "35" }, { - "subject": "Hindi", - "classId": "3", + "category3": "Hindi", + "category1": "3", "type": "any_1s_20q", "roi": { "layout": { @@ -57593,8 +57593,8 @@ "roiId": "36" }, { - "subject": "Hindi", - "classId": "6", + "category3": "Hindi", + "category1": "6", "type": "hindi_1s_30q_omr", "roi": { "layout": { @@ -59810,8 +59810,8 @@ "roiId": "37" }, { - "subject": "section-attendance", - "classId": "7", + "category3": "section-attendance", + "category1": "7", "type": "any_20s_attendance", "roi": { "layout": { @@ -62236,8 +62236,8 @@ "roiId": "38" }, { - "subject": "book-distribution", - "classId": "4", + "category3": "book-distribution", + "category1": "4", "type": "any_10s_10q_omr", "roi": { "layout": { @@ -65622,8 +65622,8 @@ "roiId": "39" }, { - "subject": "hindi", - "classId": "5", + "category3": "hindi", + "category1": "5", "type": "any_8s_13q_omr", "roi": { "layout": { @@ -68912,8 +68912,8 @@ "roiId": "40" }, { - "subject": "Hindi", - "classId": "9", + "category3": "Hindi", + "category1": "9", "type": "hindi_8s_13q_9D_omr", "roi": { "layout": { @@ -72730,8 +72730,8 @@ "roiId": "41" }, { - "subject": "Maths", - "classId": "3", + "category3": "Maths", + "category1": "3", "type": "hindi_1s_9d_30q_omr", "roi": { "layout": { @@ -74973,8 +74973,8 @@ "roiId": "42" }, { - "subject": "Hindi", - "classId": "1", + "category3": "Hindi", + "category1": "1", "type": "hindi_8s_13q_9D_omr", "roi": { "layout": { @@ -78791,8 +78791,8 @@ "roiId": "43" }, { - "subject": "0", - "classId": "0", + "category3": "0", + "category1": "0", "type": "school evaluation", "roi": { "layout": { @@ -80983,8 +80983,8 @@ "roiId": "44" }, { - "subject": "0", - "classId": "0", + "category3": "0", + "category1": "0", "type": "any_1s_12q ", "roi": { "layout": { @@ -81531,8 +81531,8 @@ "roiId": "45" }, { - "subject": "0", - "classId": "0", + "category3": "0", + "category1": "0", "type": "any_1s_12q ", "roi": { "layout": { @@ -82079,8 +82079,8 @@ "roiId": "46" }, { - "subject": "0", - "classId": "0", + "category3": "0", + "category1": "0", "type": "personal-details", "roi": { "layout": { diff --git a/v1.0/backend/data/schools.json b/v1.0/backend/data/schools.json index 1b283447b..a3e165297 100644 --- a/v1.0/backend/data/schools.json +++ b/v1.0/backend/data/schools.json @@ -1,7 +1,7 @@ [ { "name": "Dummy school 1", - "schoolId": "u001", + "orgId": "u001", "password": "tarento@123", "state": "up", "autoSync": false, @@ -12,7 +12,7 @@ }, { "name": "Dummy school 2", - "schoolId": "od001", + "orgId": "od001", "password": "tarento@123", "state": "odisha", "autoSync": false, @@ -23,7 +23,7 @@ }, { "name": "Dummy school 3", - "schoolId": "demouser", + "orgId": "demouser", "password": "Demo@123", "state": "gujrat", "autoSync": false, @@ -33,7 +33,7 @@ }, { "name": "Dummy school 4", - "schoolId": "u002", + "orgId": "u002", "password": "tarento@123", "autoSync": true, "autoSyncFrequency": 900000, @@ -44,7 +44,7 @@ }, { "name": "Dummy Skill School", - "schoolId": "skill001", + "orgId": "skill001", "password": "skill@123", "state": "karnataka", "autoSyncFrequency": 600000, @@ -53,7 +53,7 @@ }, { "name": "Dummy school 5", - "schoolId": "a001", + "orgId": "a001", "password": "tarento@123", "state": "assam", "autoSyncFrequency": 600000, @@ -62,7 +62,7 @@ }, { "name": "Dummy Organization", - "schoolId": "m001", + "orgId": "m001", "password": "tarento@123", "state": "mp", "autoSync": false, @@ -73,7 +73,7 @@ }, { "name": "Ps Vishnupura", - "schoolId": "09670702901", + "orgId": "09670702901", "password": "tarento@123", "state": "up", "autoSync": false, @@ -84,7 +84,7 @@ }, { "name": "Ps Phoolpur", - "schoolId": "09670703101", + "orgId": "09670703101", "password": "tarento@123", "state": "up", "autoSync": false, diff --git a/v1.0/backend/data/students.json b/v1.0/backend/data/students.json index c6bab63ae..75dc2bbe1 100644 --- a/v1.0/backend/data/students.json +++ b/v1.0/backend/data/students.json @@ -2,3529 +2,3529 @@ { "studentClass": [ { - "classId": "2", - "className": "Class-2" + "category1": "2", + "categoryName": "Class-2" } ], - "section": "D", + "category2": "D", "name": "Student1", - "studentId": "1210001", - "schoolId": "u001" + "identifier": "1210001", + "orgId": "u001" }, { "studentClass": [ { - "classId": "2", - "className": "Class-2" + "category1": "2", + "categoryName": "Class-2" } ], - "section": "D", + "category2": "D", "name": "Student2", - "studentId": "1220002", - "schoolId": "u001" + "identifier": "1220002", + "orgId": "u001" }, { "studentClass": [ { - "classId": "2", - "className": "Class-2" + "category1": "2", + "categoryName": "Class-2" } ], - "section": "D", + "category2": "D", "name": "Student3", - "studentId": "1220003", - "schoolId": "u001" + "identifier": "1220003", + "orgId": "u001" }, { "studentClass": [ { - "classId": "2", - "className": "Class-2" + "category1": "2", + "categoryName": "Class-2" } ], - "section": "D", + "category2": "D", "name": "Student4", - "studentId": "1220004", - "schoolId": "u001" + "identifier": "1220004", + "orgId": "u001" }, { "studentClass": [ { - "classId": "2", - "className": "Class-2" + "category1": "2", + "categoryName": "Class-2" } ], - "section": "D", + 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