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Copy pathAttendee - Student Portal.postman_collection.json
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Attendee - Student Portal.postman_collection.json
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{
"info": {
"_postman_id": "f0179457-e669-4229-8156-4515ff194f8b",
"name": "Attendee : Student Portal",
"description": "The documentation is for the developers of Attendee app. All the requests are directly hit all the public routes.\n\n| Requests | Working |\n| --- | --- |\n| Login | Yes |\n| Forgot Password | Yes |\n| Student Details | Yes |\n| Result | Yes |\n| Change Password | Yes |\n| Subjects | Yes |\n| Time Table | Yes |\n| Regd. Code | Yes |\n| Attendance | **No** |\n\nSubhranshu Choudhury\n\n[GitHub](https://github.com/subhranshuchoudhury)\n\n[LinkedIn](https://linkedin.com/in/subhranshusekharchoudhury)",
"schema": "https://schema.getpostman.com/json/collection/v2.1.0/collection.json",
"_exporter_id": "20757504"
},
"item": [
{
"name": "Login",
"request": {
"method": "POST",
"header": [],
"body": {
"mode": "raw",
"raw": "{\n \"regdNo\": \"2241003051\",\n \"password\": \"C9A225\"\n}",
"options": {
"raw": {
"language": "json"
}
}
},
"url": {
"raw": "https://attendee.zeabur.app/api/login",
"protocol": "https",
"host": [
"attendee",
"zeabur",
"app"
],
"path": [
"api",
"login"
]
},
"description": "Student login request."
},
"response": [
{
"name": "Login",
"originalRequest": {
"method": "POST",
"header": [],
"body": {
"mode": "raw",
"raw": "{\n \"regdNo\": \"2141018061\",\n \"password\": \"12345\"\n}",
"options": {
"raw": {
"language": "json"
}
}
},
"url": {
"raw": "https://attendee.zeabur.app/api/login",
"protocol": "https",
"host": [
"attendee",
"zeabur",
"app"
],
"path": [
"api",
"login"
]
}
},
"_postman_previewlanguage": null,
"header": null,
"cookie": [],
"body": "{\n \"success\": true,\n \"data\": {\n \"status\": {\n \"responseStatus\": \"Success\",\n \"errors\": null,\n \"identifier\": null\n },\n \"response\": {\n \"regdata\": {\n \"clientid\": \"SOA\",\n \"userDOB\": \"2002-02-25\",\n \"name\": \"BAIBHAV KUMAR RATH\",\n \"lastvisitdate\": null,\n \"marqueeList\": \" (Welcome to CampusLynx IRP Application) \",\n \"membertype\": \"S\",\n \"enrollmentno\": \"2141018061\",\n \"userid\": \"ITERUSER2201A0002089\",\n \"expiredpassword\": \"N\",\n \"institutelist\": [\n {\n \"label\": \"INSTITUTE OF TECHNICAL EDUCATION AND RESEARCH\",\n \"value\": \"SOAUINSD1312A0000002\"\n }\n ],\n \"memberid\": \"2141018061\",\n \"token\": \"eyJhbGciOiJIUzI1NiJ9.eyJzdWIiOiJEdTUyZE1keUFJaDRHa1ZTOTI5S2xRPT0iLCJzY29wZXMiOlt7ImF1dGhvcml0eSI6IlJPTEVfU1RVREVOVCJ9XSwiaXNzIjoiaHR0cDovL2NhbXB1c2x5bnguY29tIiwiaWF0IjoxNjk1MzcyODE3LCJleHAiOjE2OTUzODAwMTd9.ids3uAJ13NGRulxZc0Gfk0S5Clc2jphdinBiumE-tjw\"\n },\n \"OTP\": \"N\"\n }\n }\n}"
}
]
},
{
"name": "Result",
"request": {
"method": "POST",
"header": [],
"body": {
"mode": "raw",
"raw": "{\n \"token\":\"eyJhbGciOiJIUzI1NiJ9.eyJzdWIiOiJEdTUyZE1keUFJaDRHa1ZTOTI5S2xRPT0iLCJzY29wZXMiOlt7ImF1dGhvcml0eSI6IlJPTEVfU1RVREVOVCJ9XSwiaXNzIjoiaHR0cDovL2NhbXB1c2x5bnguY29tIiwiaWF0IjoxNjk1MzcyODE3LCJleHAiOjE2OTUzODAwMTd9.ids3uAJ13NGRulxZc0Gfk0S5Clc2jphdinBiumE-tjw\",\n \"regdNo\":\"2141018061\",\n \"styNumber\":\"5\"\n\n}",
"options": {
"raw": {
"language": "json"
}
}
},
"url": {
"raw": "https://attendee.zeabur.app/api/result",
"protocol": "https",
"host": [
"attendee",
"zeabur",
"app"
],
"path": [
"api",
"result"
]
}
},
"response": [
{
"name": "Result",
"originalRequest": {
"method": "POST",
"header": [],
"body": {
"mode": "raw",
"raw": "{\n \"token\":\"eyJhbGciOiJIUzI1NiJ9.eyJzdWIiOiJEdTUyZE1keUFJaDRHa1ZTOTI5S2xRPT0iLCJzY29wZXMiOlt7ImF1dGhvcml0eSI6IlJPTEVfU1RVREVOVCJ9XSwiaXNzIjoiaHR0cDovL2NhbXB1c2x5bnguY29tIiwiaWF0IjoxNjk1MzIwMDE3LCJleHAiOjE2OTUzMjcyMTd9.akR7ySlf6GTLW_l9g5BWUMFOtvbJ3t2znbxqUNnmQP0\",\n \"regdNo\":\"2141018061\",\n \"styNumber\":\"5\"\n\n}",
"options": {
"raw": {
"language": "json"
}
}
},
"url": {
"raw": "https://attendee.zeabur.app/api/result",
"protocol": "https",
"host": [
"attendee",
"zeabur",
"app"
],
"path": [
"api",
"result"
]
}
},
"_postman_previewlanguage": null,
"header": null,
"cookie": [],
"body": "{\n \"success\": true,\n \"data\": {\n \"status\": {\n \"responseStatus\": \"Success\",\n \"errors\": null,\n \"identifier\": null\n },\n \"response\": {\n \"semesterList\": [\n {\n \"totalpointsecuredsgpa\": 173.5,\n \"totalcoursecredit\": 19,\n \"totalearnedcredits\": 19,\n \"totalpointsecuredcgpa\": 173.5,\n \"totalearnedcredit\": 19,\n \"semesterDesc\": \"1st SEM.\",\n \"sgpa\": 9.13,\n \"stynumber\": 1,\n \"totalregisteredcredit\": 19,\n \"prograsivegradepoints\": 173.5,\n \"registeredcredit\": 19,\n \"totalgradepoints\": 45.5,\n \"cgpa\": 9.13,\n \"prograsivetotalearnedcredit\": 19,\n \"earnedgradepoints\": 173.5,\n \"prograde\": 45.5\n },\n {\n \"totalpointsecuredsgpa\": 134.5,\n \"totalcoursecredit\": 19,\n \"totalearnedcredits\": 38,\n \"totalpointsecuredcgpa\": 134.5,\n \"totalearnedcredit\": 19,\n \"semesterDesc\": \"2nd SEM.\",\n \"sgpa\": 7.08,\n \"stynumber\": 2,\n \"totalregisteredcredit\": 38,\n \"prograsivegradepoints\": 308,\n \"registeredcredit\": 19,\n \"totalgradepoints\": 35.5,\n \"cgpa\": 8.11,\n \"prograsivetotalearnedcredit\": 38,\n \"earnedgradepoints\": 134.5,\n \"prograde\": 81\n },\n {\n \"totalpointsecuredsgpa\": 154.5,\n \"totalcoursecredit\": 19,\n \"totalearnedcredits\": 57,\n \"totalpointsecuredcgpa\": 154.5,\n \"totalearnedcredit\": 19,\n \"semesterDesc\": \"3rd SEM.\",\n \"sgpa\": 8.13,\n \"stynumber\": 3,\n \"totalregisteredcredit\": 57,\n \"prograsivegradepoints\": 462.5,\n \"registeredcredit\": 19,\n \"totalgradepoints\": 40.5,\n \"cgpa\": 8.11,\n \"prograsivetotalearnedcredit\": 57,\n \"earnedgradepoints\": 154.5,\n \"prograde\": 121.5\n },\n {\n \"totalpointsecuredsgpa\": 142.5,\n \"totalcoursecredit\": 19,\n \"totalearnedcredits\": 76,\n \"totalpointsecuredcgpa\": 142.5,\n \"totalearnedcredit\": 19,\n \"semesterDesc\": \"4th SEM.\",\n \"sgpa\": 7.5,\n \"stynumber\": 4,\n \"totalregisteredcredit\": 76,\n \"prograsivegradepoints\": 605,\n \"registeredcredit\": 19,\n \"totalgradepoints\": 37.5,\n \"cgpa\": 7.96,\n \"prograsivetotalearnedcredit\": 76,\n \"earnedgradepoints\": 142.5,\n \"prograde\": 159\n }\n ]\n }\n }\n}"
}
]
},
{
"name": "Student Details",
"request": {
"method": "POST",
"header": [],
"body": {
"mode": "raw",
"raw": "{\n \"token\":\"eyJhbGciOiJIUzI1NiJ9.eyJzdWIiOiJEdTUyZE1keUFJaDRHa1ZTOTI5S2xRPT0iLCJzY29wZXMiOlt7ImF1dGhvcml0eSI6IlJPTEVfU1RVREVOVCJ9XSwiaXNzIjoiaHR0cDovL2NhbXB1c2x5bnguY29tIiwiaWF0IjoxNjk1MzcyODE3LCJleHAiOjE2OTUzODAwMTd9.ids3uAJ13NGRulxZc0Gfk0S5Clc2jphdinBiumE-tjw\"\n}",
"options": {
"raw": {
"language": "json"
}
}
},
"url": {
"raw": "https://attendee.zeabur.app/api/info",
"protocol": "https",
"host": [
"attendee",
"zeabur",
"app"
],
"path": [
"api",
"info"
]
}
},
"response": [
{
"name": "Student Details",
"originalRequest": {
"method": "POST",
"header": [],
"body": {
"mode": "raw",
"raw": "{\n \"token\":\"eyJhbGciOiJIUzI1NiJ9.eyJzdWIiOiJxT1hTcjU1NmNSNWVVd09zRU5Qb25BPT0iLCJzY29wZXMiOlt7ImF1dGhvcml0eSI6IlJPTEVfU1RVREVOVCJ9XSwiaXNzIjoiaHR0cDovL2NhbXB1c2x5bnguY29tIiwiaWF0IjoxNjk1MzEyNjM0LCJleHAiOjE2OTUzMTk4MzR9.P7g1TrEzQNB2oZaSaHXRj2QPHxhAXe7G17YHY8N0yn4\"\n}",
"options": {
"raw": {
"language": "json"
}
}
},
"url": {
"raw": "https://attendee.zeabur.app/api/info",
"protocol": "https",
"host": [
"attendee",
"zeabur",
"app"
],
"path": [
"api",
"info"
]
}
},
"_postman_previewlanguage": null,
"header": null,
"cookie": [],
"body": "{\n \"success\": true,\n \"data\": {\n \"status\": {\n \"responseStatus\": \"Success\",\n \"errors\": null,\n \"identifier\": null\n },\n \"response\": {\n \"qualification\": [\n {\n \"division\": \"\",\n \"fullmarks\": \"\",\n \"qualificationcode\": \"10th\",\n \"obtainedmarks\": 0,\n \"yearofpassing\": 2018,\n \"grade\": \"\",\n \"percentagemarks\": 59,\n \"boardname\": \"CBSE\"\n },\n {\n \"division\": \"\",\n \"fullmarks\": \"\",\n \"qualificationcode\": \"12th\",\n \"obtainedmarks\": 0,\n \"yearofpassing\": 2021,\n \"grade\": \"\",\n \"percentagemarks\": 67.2,\n \"boardname\": \"CBSE\"\n }\n ],\n \"photo&signature\": {\n \"signature\": null,\n \"photo\": 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\"\n },\n \"generalinformation\": {\n \"cdistrict\": \"PURI\",\n \"academicyear\": \"2122\",\n \"gender\": \"M\",\n \"cpostalcode\": 752001,\n \"cstatename\": \"Odisha\",\n \"studentcellno\": \"7978265588\",\n \"admissionyear\": \"2122\",\n \"parentemailid\": \"\",\n \"branch\": \"CSE\",\n \"ccityname\": \"PURI\",\n \"ppostalcode\": \"\",\n \"studenttelephoneno\": \"\",\n \"registrationno\": \"2141018061\",\n \"pdistrict\": \"\",\n \"parentcellno\": \"9861037031\",\n \"sectioncode\": \"CSE-D\",\n \"mothername\": \"SUSAMA RATH\",\n \"institutecode\": \"ITER\",\n \"dateofbirth\": \"25-02-2002\",\n \"paddress1\": \"\",\n \"paddress2\": \"\",\n \"paddress3\": \"\",\n \"studentname\": \"BAIBHAV KUMAR RATH\",\n \"pcityname\": \"\",\n \"batch\": \"CSE-D004\",\n \"studentpersonalemailid\": \"baibhavrath.lipun@gmail.com\",\n \"caddress3\": \"BARAHI LANE ,SHAMAKALI , PURI, PURI\",\n \"bloodgroup\": \"\",\n \"caddress1\": \"C/o-BIRAJA PRASAD RATH\",\n \"parenttelephoneno\": \"\",\n \"programcode\": \"BTECH\",\n \"caddress2\": \"1212\",\n \"nationality\": \"\",\n \"maritalstatus\": \"\",\n \"pstatename\": \"\",\n \"fathersname\": \"BIRAJA PRASAD RATH\",\n \"semester\": 5,\n \"bankaccountno\": \"\",\n \"designation\": \"\",\n \"bankname\": \"\",\n \"category\": \"GEN\"\n }\n }\n }\n}"
}
]
},
{
"name": "Forgot Password",
"request": {
"method": "POST",
"header": [],
"body": {
"mode": "raw",
"raw": "{\n \"regdNo\": \"2241003051\",\n \"dob\":\"26/08/2003\"\n \n}",
"options": {
"raw": {
"language": "json"
}
}
},
"url": {
"raw": "https://attendee.zeabur.app/api/forgot-password",
"protocol": "https",
"host": [
"attendee",
"zeabur",
"app"
],
"path": [
"api",
"forgot-password"
]
}
},
"response": [
{
"name": "Forgot Password",
"originalRequest": {
"method": "POST",
"header": [],
"body": {
"mode": "raw",
"raw": "{\n \"regdNo\": \"2241002126\",\n \"dob\": \"26/08/2003\"\n}",
"options": {
"raw": {
"language": "json"
}
}
},
"url": {
"raw": "https://attendee.zeabur.app/api/forgot-password",
"protocol": "https",
"host": [
"attendee",
"zeabur",
"app"
],
"path": [
"api",
"forgot-password"
]
}
},
"_postman_previewlanguage": null,
"header": null,
"cookie": [],
"body": "{\n \"success\": true,\n \"data\": {\n \"status\": {\n \"responseStatus\": \"Success\",\n \"errors\": null,\n \"identifier\": null\n },\n \"response\": {\n \"msg\": \"success\",\n \"mailmsg\": \"Your password has been reset successfully and new password has been sent to your Emailid- s*****************00@gmail.com\"\n }\n }\n}"
}
]
},
{
"name": "Change Password",
"request": {
"method": "POST",
"header": [],
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