NODE 734 — TERMINAL RELAY

{
  "A": [
    [
      82,
      83,
      94,
      8,
      84,
      62,
      51,
      31
    ],
    [
      10,
      74,
      19,
      61,
      93,
      28,
      90,
      47
    ],
    [
      29,
      78,
      75,
      22,
      26,
      29,
      67,
      28
    ],
    [
      91,
      56,
      39,
      76,
      57,
      43,
      87,
      59
    ],
    [
      5,
      12,
      79,
      25,
      79,
      2,
      17,
      23
    ],
    [
      76,
      52,
      82,
      33,
      87,
      88,
      49,
      12
    ],
    [
      84,
      56,
      20,
      35,
      79,
      45,
      69,
      9
    ],
    [
      57,
      4,
      67,
      33,
      37,
      46,
      1,
      72
    ],
    [
      40,
      22,
      29,
      80,
      72,
      29,
      85,
      69
    ],
    [
      16,
      53,
      3,
      88,
      36,
      48,
      3,
      78
    ],
    [
      6,
      36,
      63,
      78,
      60,
      9,
      56,
      7
    ],
    [
      95,
      67,
      12,
      82,
      26,
      78,
      55,
      75
    ],
    [
      2,
      75,
      50,
      88,
      89,
      92,
      5,
      17
    ],
    [
      84,
      95,
      81,
      40,
      55,
      74,
      43,
      69
    ],
    [
      13,
      43,
      43,
      25,
      56,
      17,
      57,
      68
    ],
    [
      2,
      23,
      12,
      66,
      39,
      2,
      31,
      20
    ]
  ],
  "b": [
    61,
    0,
    25,
    38,
    41,
    86,
    3,
    10,
    36,
    86,
    28,
    44,
    32,
    29,
    46,
    48
  ],
  "Q": 97,
  "n": 8,
  "m": 16,
  "error_scale": 4,
  "hint": "Recover the secret vector s of length 8 from A\u00b7s + e = b (mod 97). System is 16 equations, 8 unknowns. Error bound \u00b14. Try least-squares rounding over Z_97. Convert s entries (0-25) to letters a-z for the answer.",
  "answer_format": "short lowercase string matching the secret vector length"
}