{
  "last_epoch": 15,
  "best_val_acc": 0.9375,
  "history": {
    "accuracy": [
      0.5553385615348816,
      0.7578125,
      0.8665364384651184,
      0.927734375,
      0.9622395634651184,
      0.9778645634651184,
      0.9908854365348816,
      0.9895833134651184,
      0.98828125,
      0.521484375,
      0.6686198115348816,
      0.8229166865348816,
      0.921875,
      0.9485676884651184,
      0.970703125,
      0.978515625
    ],
    "val_accuracy": [
      0.8020833134651184,
      0.765625,
      0.7135416865348816,
      0.7916666865348816,
      0.7526041865348816,
      0.7421875,
      0.7864583134651184,
      0.8697916865348816,
      0.9166666865348816,
      0.7369791865348816,
      0.8203125,
      0.9114583134651184,
      0.7864583134651184,
      0.9114583134651184,
      0.8307291865348816,
      0.9375
    ],
    "loss": [
      0.6800053119659424,
      0.5507908463478088,
      0.3556845486164093,
      0.20352034270763397,
      0.12936332821846008,
      0.08566807955503464,
      0.04819059371948242,
      0.040873412042856216,
      0.03668588399887085,
      0.691375195980072,
      0.6279469132423401,
      0.44201838970184326,
      0.2507573366165161,
      0.16552196443080902,
      0.11516818404197693,
      0.06602582335472107
    ],
    "val_loss": [
      0.6139814257621765,
      0.46780678629875183,
      0.6475608944892883,
      0.45695874094963074,
      0.8027079701423645,
      0.911980926990509,
      0.8351767659187317,
      0.5829562544822693,
      0.29997509717941284,
      0.6668654084205627,
      0.5111598372459412,
      0.24878698587417603,
      0.5317790508270264,
      0.2548995316028595,
      0.4509934186935425,
      0.20648451149463654
    ]
  },
  "epoch": 138,
  "metrics": {
    "accuracy": 0.9986979365348816,
    "loss": 0.008157269097864628,
    "val_accuracy": 0.953125,
    "val_loss": 0.2559535801410675,
    "learning_rate": 0.009999999776482582
  }
}