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  {"timestamp": 1787716190.460649, "elapsed_hours": 0.3339935287502077, "event": "dpo_step", "step": 2760, "loss": 0.709025399684906, "pref_accuracy": 0.48, "chosen_reward": -0.1113433837890625, "rejected_reward": 0.1878509521484375, "lr": 1.531707128387244e-06, "tokens_per_sec": 151633.15775519225, "vram_gb": 4.5285258293151855}
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  {"timestamp": 1787716199.3872063, "elapsed_hours": 0.33647312813334995, "event": "dpo_step", "step": 2780, "loss": 0.7145835375785827, "pref_accuracy": 0.52, "chosen_reward": -0.01452636905014515, "rejected_reward": -0.5156311392784119, "lr": 1.5267054832052494e-06, "tokens_per_sec": 151597.50878709852, "vram_gb": 4.956247329711914}
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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  {"timestamp": 1787716190.460649, "elapsed_hours": 0.3339935287502077, "event": "dpo_step", "step": 2760, "loss": 0.709025399684906, "pref_accuracy": 0.48, "chosen_reward": -0.1113433837890625, "rejected_reward": 0.1878509521484375, "lr": 1.531707128387244e-06, "tokens_per_sec": 151633.15775519225, "vram_gb": 4.5285258293151855}
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  {"timestamp": 1787716195.1347816, "elapsed_hours": 0.3352918988466263, "event": "dpo_step", "step": 2770, "loss": 0.723406343460083, "pref_accuracy": 0.47, "chosen_reward": 0.11997070908546448, "rejected_reward": 0.18498899042606354, "lr": 1.5292084505792967e-06, "tokens_per_sec": 151588.56912585793, "vram_gb": 4.592715740203857}
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  {"timestamp": 1787716199.3872063, "elapsed_hours": 0.33647312813334995, "event": "dpo_step", "step": 2780, "loss": 0.7145835375785827, "pref_accuracy": 0.52, "chosen_reward": -0.01452636905014515, "rejected_reward": -0.5156311392784119, "lr": 1.5267054832052494e-06, "tokens_per_sec": 151597.50878709852, "vram_gb": 4.956247329711914}
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+ {"timestamp": 1787716203.7447147, "elapsed_hours": 0.337683547006713, "event": "dpo_step", "step": 2790, "loss": 0.6948308968544006, "pref_accuracy": 0.59, "chosen_reward": 0.117498017847538, "rejected_reward": 0.007831955328583717, "lr": 1.5241982512800895e-06, "tokens_per_sec": 151593.17409687955, "vram_gb": 3.953242301940918}
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+ {"timestamp": 1787716207.3275533, "elapsed_hours": 0.3386787798669603, "event": "dpo_step", "step": 2800, "loss": 0.691988525390625, "pref_accuracy": 0.6, "chosen_reward": -0.16420288383960724, "rejected_reward": 0.03130493313074112, "lr": 1.5191710940492346e-06, "tokens_per_sec": 151685.94334470638, "vram_gb": 4.5285258293151855}
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+ {"timestamp": 1787716210.4555736, "elapsed_hours": 0.33954767439100475, "event": "sample", "step": 2800, "sample_text": "```python\ndef fibonacci(n):\n if n == 0:\n return 1\n elif n == 1:\n return n - 1\n else:\n return fibonacci(n-1) + fibonacci(n-2)\n\n# Example usage:\nprint(fibonacci(10)) # Output: 1\nprint(fibonacci(20)) # Output: 2\nprint(fibonacci(30)) # Output: 3\nprint(fibonacci(40)) # Output: 2"}
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+ {"timestamp": 1787716290.2488468, "elapsed_hours": 0.36171247257126704, "event": "dpo_step", "step": 3000, "loss": 0.7128161835670471, "pref_accuracy": 0.52, "chosen_reward": -0.05940704420208931, "rejected_reward": 0.06441688537597656, "lr": 1.4549835258248925e-06, "tokens_per_sec": 152095.33339772362, "vram_gb": 4.041985988616943}
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+ {"timestamp": 1787716293.3627708, "elapsed_hours": 0.362577451467514, "event": "sample", "step": 3000, "sample_text": "Here is a Python function that returns the nth Fibonacci number:\n\n```python\ndef fibonacci(n):\n if n == 1:\n return 1\n elif n == 2:\n return 2\n else:\n return fibonacci(n-1) + fibonacci(n-2)\n```\n\nThis function first checks if the input `n` is a valid integer. If it is, it returns 1. Otherwise, it returns 2. If it is not a valid integer, it returns 2.\n\nThe function then"}
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+ {"timestamp": 1787716377.542994, "elapsed_hours": 0.385960846874449, "event": "dpo_step", "step": 3190, "loss": 0.7271189272403717, "pref_accuracy": 0.43, "chosen_reward": -0.11035767197608948, "rejected_reward": 0.16318587958812714, "lr": 1.3939639359367431e-06, "tokens_per_sec": 151497.36123303475, "vram_gb": 4.128221035003662}
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+ {"timestamp": 1787716380.8286288, "elapsed_hours": 0.3868735231955846, "event": "dpo_step", "step": 3200, "loss": 0.7266518890857696, "pref_accuracy": 0.46, "chosen_reward": 0.03997344896197319, "rejected_reward": 0.12385411560535431, "lr": 1.3885797644730042e-06, "tokens_per_sec": 151611.28747390865, "vram_gb": 4.5285258293151855}
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+ {"timestamp": 1787716383.921151, "elapsed_hours": 0.3877325571245617, "event": "sample", "step": 3200, "sample_text": "Here is a Python function that returns the nth Fibonacci number:\n\n```python\ndef fibonacci(n):\n if n < 0:\n return 0\n else:\n return fibonacci(n-1) + fibonacci(n-2)\n```\n\nThis function first checks if n is equal to 0. If it is, then it returns 0. Otherwise, it returns 1. If n is not equal to 0, it returns 1.\n\nThis function has a time complexity of O(n^2), which means it has a time complexity of O(n), where"}
338
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