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@@ -732,3 +732,70 @@
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  {"timestamp": 1787719923.5364342, "elapsed_hours": 0.8351443061563704, "event": "dpo_step", "step": 6970, "loss": 0.8455632567405701, "pref_accuracy": 0.47, "chosen_reward": -0.12764282524585724, "rejected_reward": 0.11565857380628586, "lr": 3.9720061276619634e-07, "tokens_per_sec": 152385.48605476995, "vram_gb": 40.319719314575195}
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  {"timestamp": 1787719927.6259918, "elapsed_hours": 0.8362802944580714, "event": "dpo_step", "step": 6980, "loss": 0.8141857600212097, "pref_accuracy": 0.51, "chosen_reward": 0.17601929605007172, "rejected_reward": 0.8984527587890625, "lr": 3.94199743793352e-07, "tokens_per_sec": 152396.2055736182, "vram_gb": 41.17239284515381}
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  {"timestamp": 1787719932.0816817, "elapsed_hours": 0.8375179860989252, "event": "dpo_step", "step": 6990, "loss": 0.8309123855829239, "pref_accuracy": 0.49, "chosen_reward": 0.1314697563648224, "rejected_reward": -0.17182616889476776, "lr": 3.9122091988040666e-07, "tokens_per_sec": 152388.33102186298, "vram_gb": 41.15994071960449}
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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  {"timestamp": 1787719923.5364342, "elapsed_hours": 0.8351443061563704, "event": "dpo_step", "step": 6970, "loss": 0.8455632567405701, "pref_accuracy": 0.47, "chosen_reward": -0.12764282524585724, "rejected_reward": 0.11565857380628586, "lr": 3.9720061276619634e-07, "tokens_per_sec": 152385.48605476995, "vram_gb": 40.319719314575195}
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  {"timestamp": 1787719927.6259918, "elapsed_hours": 0.8362802944580714, "event": "dpo_step", "step": 6980, "loss": 0.8141857600212097, "pref_accuracy": 0.51, "chosen_reward": 0.17601929605007172, "rejected_reward": 0.8984527587890625, "lr": 3.94199743793352e-07, "tokens_per_sec": 152396.2055736182, "vram_gb": 41.17239284515381}
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  {"timestamp": 1787719932.0816817, "elapsed_hours": 0.8375179860989252, "event": "dpo_step", "step": 6990, "loss": 0.8309123855829239, "pref_accuracy": 0.49, "chosen_reward": 0.1314697563648224, "rejected_reward": -0.17182616889476776, "lr": 3.9122091988040666e-07, "tokens_per_sec": 152388.33102186298, "vram_gb": 41.15994071960449}
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+ {"timestamp": 1787719937.5524113, "elapsed_hours": 0.8390376331408819, "event": "dpo_step", "step": 7000, "loss": 0.8149189084768296, "pref_accuracy": 0.52, "chosen_reward": 0.2107338011264801, "rejected_reward": -0.53521728515625, "lr": 3.853295260966362e-07, "tokens_per_sec": 152329.12129180745, "vram_gb": 40.74140214920044}
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+ {"timestamp": 1787719940.6494758, "elapsed_hours": 0.8398979289664162, "event": "sample", "step": 7000, "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 elif n == 1:\n return 1\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, it returns 0 as the first Fibonacci number. If it is not, it returns 1 as the second Fibonacci number.\n\n"}
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+ {"timestamp": 1787720023.419526, "elapsed_hours": 0.8628896094693078, "event": "dpo_step", "step": 7200, "loss": 0.7750080680847168, "pref_accuracy": 0.53, "chosen_reward": -0.0783691555261612, "rejected_reward": -0.6911499500274658, "lr": 3.1922921529714174e-07, "tokens_per_sec": 152337.88176263607, "vram_gb": 40.74140214920044}
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+ {"timestamp": 1787720026.7353375, "elapsed_hours": 0.8638106682565477, "event": "sample", "step": 7200, "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 n\n else:\n return fibonacci(n-1) + fibonacci(n-2)\n```\n\nThis function takes an integer `n` as input and returns the nth Fibonacci number. If `n` is less than 1, it returns `n`. Otherwise, it returns `n-1`.\n\nThe function then uses the `fibonacci` function to calculate the Fibonacci numbers. The"}
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+ {"timestamp": 1787720102.4592955, "elapsed_hours": 0.8848451010386149, "event": "dpo_step", "step": 7400, "loss": 0.7101130983233452, "pref_accuracy": 0.55, "chosen_reward": 0.2255493402481079, "rejected_reward": 0.24484863877296448, "lr": 2.673679555263401e-07, "tokens_per_sec": 152673.61340351807, "vram_gb": 40.7166633605957}
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+ {"timestamp": 1787720105.6231885, "elapsed_hours": 0.8857239603334003, "event": "sample", "step": 7400, "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 n\n elif n == 2:\n return 2\n else:\n return fibonacci(n-1) + fibonacci(n-2)\n```\n\nHere's an explanation of the code:\n\n* The function `fibonacci` takes a single argument `n` (the input number) and returns the nth Fibonacci number.\n* The function `"}
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781
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782
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783
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784
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785
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786
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787
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788
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789
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790
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791
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792
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793
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794
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795
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796
+ {"timestamp": 1787720212.2365618, "elapsed_hours": 0.9153387860457103, "event": "dpo_step", "step": 7580, "loss": 0.701298548579216, "pref_accuracy": 0.62, "chosen_reward": 0.21580223739147186, "rejected_reward": -0.24277453124523163, "lr": 2.3376786016076466e-07, "tokens_per_sec": 151163.20416370017, "vram_gb": 40.3734393119812}
797
+ {"timestamp": 1787720216.3972352, "elapsed_hours": 0.9164945286512375, "event": "dpo_step", "step": 7590, "loss": 0.6883704003691673, "pref_accuracy": 0.61, "chosen_reward": 0.07346192002296448, "rejected_reward": -0.10067138075828552, "lr": 2.325114153906373e-07, "tokens_per_sec": 151171.23437708055, "vram_gb": 41.15795421600342}
798
+ {"timestamp": 1787720220.6847563, "elapsed_hours": 0.9176855068074332, "event": "dpo_step", "step": 7600, "loss": 0.7505589804053306, "pref_accuracy": 0.55, "chosen_reward": 0.029478836804628372, "rejected_reward": 0.13264617323875427, "lr": 2.3006952115438838e-07, "tokens_per_sec": 151173.42125080427, "vram_gb": 39.63038110733032}
799
+ {"timestamp": 1787720223.7428653, "elapsed_hours": 0.9185349815421634, "event": "sample", "step": 7600, "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 n\n else:\n return fibonacci(n-1) + fibonacci(n-2)\n\n# Example usage\nfibonacci(10)\n```\n\nThis function takes an integer `n` as input and returns the nth Fibonacci number.\n\nTo use this function, simply call it with an integer as an argument. For example, `fibonacci(10)` will return the 10"}
800
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801
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