{
  "request": {
    "url": "https://peoplehub.golsh2e.com/eReKruit/api/coding/submit"
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      "message": "Submission saved and report generated",
      "data": {
        "report": {
          "id": 9,
          "kind": "coding_assessment_report",
          "submissionId": 16,
          "accessKey": "6BKSP9",
          "candidateName": "Sufi Ansari",
          "questionId": 2,
          "questionTitle": "Armstrong",
          "difficulty": "easy",
          "position": "software developer",
          "problemStatement": "An Armstrong number (also known as a narcissistic number) is a number that is equal to the sum of its own digits each raised to the power of the number of digits. For example, 153 is an Armstrong number because 1^3 + 5^3 + 3^3 = 153. Write a function that checks if a given number is an Armstrong number. The function should return true if it is, and false otherwise.",
          "questionText": "An Armstrong number (also known as a narcissistic number) is a number that is equal to the sum of its own digits each raised to the power of the number of digits. For example, 153 is an Armstrong number because 1^3 + 5^3 + 3^3 = 153. Write a function that checks if a given number is an Armstrong number. The function should return true if it is, and false otherwise.",
          "language": "javascript",
          "sessionId": "CS-16",
          "durationSeconds": 65,
          "evaluator": "AI Code Evaluator",
          "submittedCode": "function isArmstrong(number) {\n    if(typeof number !== \"number\" || number < 0){\n     return false;\n    }\n   const digitString = number.toString();\n   const digitCount = digitString.length;\n   let sumOfPowers=0;\n   for(let i=0; i<digitString.length; i++){\n      const digit = parseInt(digitString[i],10);\n      sumOfPowers+= Math.pow(digit, digitCount); \n    }\n   return sumOfPowers== number;\n}",
          "overallScore": 85.0,
          "correctnessScore": 90.0,
          "codeQualityScore": 80.0,
          "verdict": "Pass",
          "summary": "The candidate's solution correctly identifies Armstrong numbers and handles edge cases effectively. The code is mostly clear, though some improvements in readability and best practices could be made.",
          "recommendations": "Consider adding more comments to clarify the logic, especially for those who may not be familiar with the concept of Armstrong numbers. Additionally, using strict equality checks and more descriptive variable names could enhance code readability.",
          "dimensionsJson": "[{\"name\":\"Problem Solving\",\"score\":90},{\"name\":\"Algorithm Efficiency\",\"score\":85},{\"name\":\"Code Readability\",\"score\":75},{\"name\":\"Best Practices\",\"score\":80},{\"name\":\"Error Handling\",\"score\":90}]",
          "feedbackJson": "[{\"type\":\"strength\",\"text\":\"The function correctly checks for negative numbers and non-numeric input.\"},{\"type\":\"strength\",\"text\":\"The use of Math.pow for calculating powers is appropriate and efficient.\"},{\"type\":\"suggestion\",\"text\":\"Consider using a more descriptive name for 'sumOfPowers' to improve clarity.\"},{\"type\":\"suggestion\",\"text\":\"Adding comments to explain the logic behind the loop would enhance readability.\"},{\"type\":\"recommendation\",\"text\":\"Implement unit tests to validate the function against a wider range of inputs.\"}]",
          "codeReviewJson": "[{\"role\":\"evaluator\",\"content\":\"The input validation is well implemented, ensuring only non-negative numbers are processed.\",\"timestamp\":\"09:00 am\"},{\"role\":\"evaluator\",\"content\":\"Using 'Math.pow' is a good choice here; however, consider if there's a more concise way to achieve this.\",\"timestamp\":\"09:02 am\"},{\"role\":\"evaluator\",\"content\":\"The loop iterates correctly over the digits, but ensure to explain the logic for clarity.\",\"timestamp\":\"09:04 am\"},{\"role\":\"evaluator\",\"content\":\"The final comparison uses '==' which could be replaced with '===' for strict equality.\",\"timestamp\":\"09:05 am\"},{\"role\":\"candidate\",\"content\":\"I focused on ensuring the function handles invalid inputs and calculates the Armstrong condition correctly.\",\"timestamp\":\"09:06 am\"}]",
          "reportJson": "{\n  \"overall_score\": 85,\n  \"correctness_score\": 90,\n  \"code_quality_score\": 80,\n  \"verdict\": \"Pass\",\n  \"summary\": \"The candidate's solution correctly identifies Armstrong numbers and handles edge cases effectively. The code is mostly clear, though some improvements in readability and best practices could be made.\",\n  \"recommendations\": \"Consider adding more comments to clarify the logic, especially for those who may not be familiar with the concept of Armstrong numbers. Additionally, using strict equality checks and more descriptive variable names could enhance code readability.\",\n  \"dimensions\": [\n    {\"name\": \"Problem Solving\", \"score\": 90},\n    {\"name\": \"Algorithm Efficiency\", \"score\": 85},\n    {\"name\": \"Code Readability\", \"score\": 75},\n    {\"name\": \"Best Practices\", \"score\": 80},\n    {\"name\": \"Error Handling\", \"score\": 90}\n  ],\n  \"feedback\": [\n    {\"type\": \"strength\", \"text\": \"The function correctly checks for negative numbers and non-numeric input.\"},\n    {\"type\": \"strength\", \"text\": \"The use of Math.pow for calculating powers is appropriate and efficient.\"},\n    {\"type\": \"suggestion\", \"text\": \"Consider using a more descriptive name for 'sumOfPowers' to improve clarity.\"},\n    {\"type\": \"suggestion\", \"text\": \"Adding comments to explain the logic behind the loop would enhance readability.\"},\n    {\"type\": \"recommendation\", \"text\": \"Implement unit tests to validate the function against a wider range of inputs.\"}\n  ],\n  \"code_review\": [\n    {\"role\": \"evaluator\", \"content\": \"The input validation is well implemented, ensuring only non-negative numbers are processed.\", \"timestamp\": \"09:00 am\"},\n    {\"role\": \"evaluator\", \"content\": \"Using 'Math.pow' is a good choice here; however, consider if there's a more concise way to achieve this.\", \"timestamp\": \"09:02 am\"},\n    {\"role\": \"evaluator\", \"content\": \"The loop iterates correctly over the digits, but ensure to explain the logic for clarity.\", \"timestamp\": \"09:04 am\"},\n    {\"role\": \"evaluator\", \"content\": \"The final comparison uses '==' which could be replaced with '===' for strict equality.\", \"timestamp\": \"09:05 am\"},\n    {\"role\": \"candidate\", \"content\": \"I focused on ensuring the function handles invalid inputs and calculates the Armstrong condition correctly.\", \"timestamp\": \"09:06 am\"}\n  ]\n}",
          "receivedAt": "2026-06-02T17:33:16.648+05:30",
          "generatedAt": "2026-06-02T17:33:33.072+05:30"
        },
        "submission": {
          "id": 16,
          "kind": "coding_submit",
          "accessKey": "6BKSP9",
          "receivedAt": "2026-06-02T17:33:16.648+05:30",
          "candidateId": "420",
          "questionId": 2,
          "questionText": "An Armstrong number (also known as a narcissistic number) is a number that is equal to the sum of its own digits each raised to the power of the number of digits. For example, 153 is an Armstrong number because 1^3 + 5^3 + 3^3 = 153. Write a function that checks if a given number is an Armstrong number. The function should return true if it is, and false otherwise.",
          "language": "javascript",
          "code": "function isArmstrong(number) {\n    if(typeof number !== \"number\" || number < 0){\n     return false;\n    }\n   const digitString = number.toString();\n   const digitCount = digitString.length;\n   let sumOfPowers=0;\n   for(let i=0; i<digitString.length; i++){\n      const digit = parseInt(digitString[i],10);\n      sumOfPowers+= Math.pow(digit, digitCount); \n    }\n   return sumOfPowers== number;\n}",
          "submittedAt": "2026-06-02T17:33:13.802+05:30"
        }
      }
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    "candidate": {
      "id": "9",
      "name": "Sufi Ansari",
      "email": "",
      "phone": "",
      "position_applied": "software developer",
      "skill_set": [],
      "current_stage": null
    },
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}