{
  "timestamp": "2026-03-06T18:34:42.142717",
  "insights": [
    {
      "id": "GAP_LABEL_SPECIFICITY",
      "tipo": "controprova",
      "claim": "Il gap labeling vale per QUALSIASI frequenza irrazionale (universale)",
      "verdict": "UNIVERSALE",
      "phi_fraction": 1.0,
      "others_fraction": 1.0,
      "nota": "Non specifico di phi \u2014 il Gap Labeling Theorem lo prevede per ogni theta irrazionale",
      "results": {
        "phi": {
          "theta": 1.618033988749895,
          "n_gaps": 8,
          "n_in_z_theta": 8,
          "fraction": 1.0,
          "mean_r": 0.9031804947932319
        },
        "sqrt(2)": {
          "theta": 1.4142135623730951,
          "n_gaps": 9,
          "n_in_z_theta": 9,
          "fraction": 1.0,
          "mean_r": 0.9001769364812321
        },
        "pi-3": {
          "theta": 0.14159265358979312,
          "n_gaps": 10,
          "n_in_z_theta": 10,
          "fraction": 1.0,
          "mean_r": 0.8991133173351785
        },
        "1/e": {
          "theta": 0.36787944117144233,
          "n_gaps": 9,
          "n_in_z_theta": 9,
          "fraction": 1.0,
          "mean_r": 0.8987542665423216
        },
        "sqrt(3)": {
          "theta": 1.7320508075688772,
          "n_gaps": 6,
          "n_in_z_theta": 6,
          "fraction": 1.0,
          "mean_r": 0.8965027120410134
        }
      }
    },
    {
      "id": "CRITICAL_V_SCALING",
      "tipo": "pattern",
      "claim": "V_c = 1.000 \u2248 1 (err 0.0000)",
      "verdict": "CONFERMATO",
      "Vc_phi_mean": 1.0,
      "Vc_sqrt2": 1.9482758620689655,
      "best_match": "1",
      "nota": "V_c stabile a 1.000. Phi vs sqrt(2): 1.000 vs 1.948"
    },
    {
      "id": "GAP_COUNT_FIBONACCI",
      "tipo": "pattern",
      "claim": "2/9 conteggi gap sono numeri di Fibonacci esatti",
      "verdict": "FALSIFICATO",
      "gap_counts": {
        "50": 2,
        "100": 5,
        "200": 11,
        "300": 15,
        "500": 23,
        "800": 31,
        "1000": 36,
        "1500": 53,
        "2000": 59
      },
      "fraction_fibonacci": 0.2222222222222222
    },
    {
      "id": "GAP_WIDTH_SCALING",
      "tipo": "pattern",
      "claim": "Rapporto larghezze gap: 1.089 \u2248 phi (err 0.5287)",
      "verdict": "APERTO",
      "mean_ratio": 1.0893707778882125,
      "std_ratio": 0.20456158204687575,
      "best_match": "phi"
    }
  ],
  "new_tensions": [
    {
      "tipo": "chiarimento",
      "id": "GAP_LABEL_SPECIFICITY",
      "claim": "Il gap labeling vale per QUALSIASI frequenza irrazionale (universale)",
      "intensita": 0.5,
      "nota": "Non specifico di phi \u2014 il Gap Labeling Theorem lo prevede per ogni theta irrazionale"
    },
    {
      "tipo": "scoperta",
      "id": "CRITICAL_V_SCALING",
      "claim": "V_c = 1.000 \u2248 1 (err 0.0000)",
      "intensita": 0.7,
      "nota": "V_c stabile a 1.000. Phi vs sqrt(2): 1.000 vs 1.948"
    }
  ]
}