{"cells":[{"cell_type":"code","execution_count":1,"metadata":{"application/vnd.databricks.v1+cell":{"cellMetadata":{},"inputWidgets":{},"nuid":"0ea8b46b-839b-445b-8043-ccdf4e920ace","showTitle":false,"title":""},"id":"YLH80COBzi_F"},"outputs":[],"source":["%load_ext autoreload\n","%autoreload 2"]},{"cell_type":"code","execution_count":2,"metadata":{"id":"63B5exAuzq4M"},"outputs":[],"source":["from pathlib import Path\n","\n","try:\n","    from google.colab import drive\n","    drive.mount('/content/drive')\n","    workding_dir = \"/content/drive/MyDrive/logical-reasoning/\"\n","except ModuleNotFoundError:\n","    workding_dir = str(Path.cwd().parent)"]},{"cell_type":"code","execution_count":3,"metadata":{"executionInfo":{"elapsed":368,"status":"ok","timestamp":1719461634865,"user":{"displayName":"Donghao Huang","userId":"00463591218503521679"},"user_tz":-480},"id":"zFulf0bg0H-9","outputId":"debdd535-c828-40b9-efc0-8a180e5830dd"},"outputs":[{"name":"stdout","output_type":"stream","text":["workding dir: /Users/inflaton/code/engd/projects/logical-reasoning\n"]}],"source":["import os\n","import sys\n","\n","os.chdir(workding_dir)\n","sys.path.append(workding_dir)\n","print(\"workding dir:\", workding_dir)"]},{"cell_type":"code","execution_count":4,"metadata":{"application/vnd.databricks.v1+cell":{"cellMetadata":{},"inputWidgets":{},"nuid":"9f67ec60-2f24-411c-84eb-0dd664b44775","showTitle":false,"title":""},"colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"elapsed":589,"status":"ok","timestamp":1719462011879,"user":{"displayName":"Donghao Huang","userId":"00463591218503521679"},"user_tz":-480},"id":"DIUiweYYzi_I","outputId":"e16e9247-9077-4b0c-f8ea-17059f05a1c4"},"outputs":[{"name":"stdout","output_type":"stream","text":["loading env vars from: /Users/inflaton/code/engd/projects/logical-reasoning/.env.example\n"]},{"data":{"text/plain":["True"]},"execution_count":4,"metadata":{},"output_type":"execute_result"}],"source":["from dotenv import find_dotenv, load_dotenv\n","\n","found_dotenv = find_dotenv(\".env\")\n","\n","if len(found_dotenv) == 0:\n","    found_dotenv = find_dotenv(\".env.example\")\n","print(f\"loading env vars from: {found_dotenv}\")\n","load_dotenv(found_dotenv, override=True)"]},{"cell_type":"code","execution_count":5,"metadata":{"id":"W2QyVreqhOGM","outputId":"68b9590e-1ac6-4c6f-e0c4-e273ec816419"},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>text</th>\n","      <th>label</th>\n","      <th>title</th>\n","      <th>puzzle</th>\n","      <th>truth</th>\n","      <th>internlm/internlm2_5-7b-chat-1m</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-562</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-1124</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-1686</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-2248</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>甄加索是自杀吗</td>\n","      <td>不是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>甄加索有身体上的疾病吗</td>\n","      <td>是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>画作是甄的</td>\n","      <td>是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>不是</td>\n","      <td>是</td>\n","      <td>不重要</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>甄有心脏病吗</td>\n","      <td>是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>车轮是凶手留下的</td>\n","      <td>不是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>不是</td>\n","      <td>不重要</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>...</th>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","    </tr>\n","    <tr>\n","      <th>2995</th>\n","      <td>哭泣者必须在晚上祭奠吗</td>\n","      <td>是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>不是</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","    </tr>\n","    <tr>\n","      <th>2996</th>\n","      <td>尸体在湖里吗</td>\n","      <td>不是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>不是</td>\n","      <td>不重要</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>2997</th>\n","      <td>哭泣者和死者有特殊关系吗</td>\n","      <td>是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>2998</th>\n","      <td>是帽子的主人去世了吗</td>\n","      <td>不是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>2999</th>\n","      <td>死者受伤了吗</td>\n","      <td>不是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>不是</td>\n","      <td>不重要</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","  </tbody>\n","</table>\n","<p>3000 rows × 10 columns</p>\n","</div>"],"text/plain":["              text label title  \\\n","0          甄加索是自杀吗    不是  海岸之谜   \n","1      甄加索有身体上的疾病吗     是  海岸之谜   \n","2            画作是甄的     是  海岸之谜   \n","3           甄有心脏病吗     是  海岸之谜   \n","4         车轮是凶手留下的    不是  海岸之谜   \n","...            ...   ...   ...   \n","2995   哭泣者必须在晚上祭奠吗     是  甄庄哭声   \n","2996        尸体在湖里吗    不是  甄庄哭声   \n","2997  哭泣者和死者有特殊关系吗     是  甄庄哭声   \n","2998    是帽子的主人去世了吗    不是  甄庄哭声   \n","2999        死者受伤了吗    不是  甄庄哭声   \n","\n","                                                 puzzle  \\\n","0     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","1     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","2     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","3     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","4     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","...                                                 ...   \n","2995  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2996  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2997  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2998  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2999  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","\n","                                                  truth  \\\n","0     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","1     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","2     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","3     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","4     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","...                                                 ...   \n","2995  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2996  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2997  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2998  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2999  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","\n","     internlm/internlm2_5-7b-chat-1m  \\\n","0                                 不是   \n","1                                  是   \n","2                                 不是   \n","3                                  是   \n","4                                 不是   \n","...                              ...   \n","2995                              不是   \n","2996                              不是   \n","2997                               是   \n","2998                               是   \n","2999                              不是   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-562  \\\n","0                                                不是   \n","1                                                 是   \n","2                                                 是   \n","3                                                 是   \n","4                                               不重要   \n","...                                             ...   \n","2995                                            不重要   \n","2996                                            不重要   \n","2997                                              是   \n","2998                                              是   \n","2999                                            不重要   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-1124  \\\n","0                                                 不是   \n","1                                                  是   \n","2                                                不重要   \n","3                                                  是   \n","4                                                 不是   \n","...                                              ...   \n","2995                                             不重要   \n","2996                                              不是   \n","2997                                               是   \n","2998                                               是   \n","2999                                              不是   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-1686  \\\n","0                                                 不是   \n","1                                                  是   \n","2                                                  是   \n","3                                                  是   \n","4                                                 不是   \n","...                                              ...   \n","2995                                             不重要   \n","2996                                              不是   \n","2997                                               是   \n","2998                                               是   \n","2999                                              不是   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-2248  \n","0                                                 不是  \n","1                                                  是  \n","2                                                  是  \n","3                                                  是  \n","4                                                 不是  \n","...                                              ...  \n","2995                                             不重要  \n","2996                                              不是  \n","2997                                               是  \n","2998                                               是  \n","2999                                              不是  \n","\n","[3000 rows x 10 columns]"]},"execution_count":5,"metadata":{},"output_type":"execute_result"}],"source":["import pandas as pd\n","\n","df = pd.read_csv(\"results/mgtv-results_bf16.csv\")\n","df"]},{"cell_type":"code","execution_count":6,"metadata":{},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>text</th>\n","      <th>label</th>\n","      <th>title</th>\n","      <th>puzzle</th>\n","      <th>truth</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-44</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-88</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-132</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-176</th>\n","      <th>internlm/internlm2_5-7b-chat-1m</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>甄加索是自杀吗</td>\n","      <td>不是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>甄加索有身体上的疾病吗</td>\n","      <td>是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>画作是甄的</td>\n","      <td>是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>甄有心脏病吗</td>\n","      <td>是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>车轮是凶手留下的</td>\n","      <td>不是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>...</th>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","    </tr>\n","    <tr>\n","      <th>2995</th>\n","      <td>哭泣者必须在晚上祭奠吗</td>\n","      <td>是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>2996</th>\n","      <td>尸体在湖里吗</td>\n","      <td>不是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>2997</th>\n","      <td>哭泣者和死者有特殊关系吗</td>\n","      <td>是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>2998</th>\n","      <td>是帽子的主人去世了吗</td>\n","      <td>不是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>2999</th>\n","      <td>死者受伤了吗</td>\n","      <td>不是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不是</td>\n","    </tr>\n","  </tbody>\n","</table>\n","<p>3000 rows × 10 columns</p>\n","</div>"],"text/plain":["              text label title  \\\n","0          甄加索是自杀吗    不是  海岸之谜   \n","1      甄加索有身体上的疾病吗     是  海岸之谜   \n","2            画作是甄的     是  海岸之谜   \n","3           甄有心脏病吗     是  海岸之谜   \n","4         车轮是凶手留下的    不是  海岸之谜   \n","...            ...   ...   ...   \n","2995   哭泣者必须在晚上祭奠吗     是  甄庄哭声   \n","2996        尸体在湖里吗    不是  甄庄哭声   \n","2997  哭泣者和死者有特殊关系吗     是  甄庄哭声   \n","2998    是帽子的主人去世了吗    不是  甄庄哭声   \n","2999        死者受伤了吗    不是  甄庄哭声   \n","\n","                                                 puzzle  \\\n","0     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","1     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","2     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","3     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","4     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","...                                                 ...   \n","2995  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2996  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2997  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2998  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2999  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","\n","                                                  truth  \\\n","0     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","1     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","2     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","3     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","4     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","...                                                 ...   \n","2995  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2996  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2997  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2998  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2999  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-44  \\\n","0                                               不是   \n","1                                                是   \n","2                                                是   \n","3                                                是   \n","4                                               不是   \n","...                                            ...   \n","2995                                           不重要   \n","2996                                            不是   \n","2997                                             是   \n","2998                                             是   \n","2999                                           不重要   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-88  \\\n","0                                               不是   \n","1                                                是   \n","2                                                是   \n","3                                                是   \n","4                                               不是   \n","...                                            ...   \n","2995                                           不重要   \n","2996                                            不是   \n","2997                                             是   \n","2998                                             是   \n","2999                                           不重要   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-132  \\\n","0                                                不是   \n","1                                                 是   \n","2                                                 是   \n","3                                                 是   \n","4                                                不是   \n","...                                             ...   \n","2995                                            不重要   \n","2996                                             不是   \n","2997                                              是   \n","2998                                              是   \n","2999                                            不重要   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-176  \\\n","0                                                不是   \n","1                                                 是   \n","2                                                 是   \n","3                                                 是   \n","4                                                不是   \n","...                                             ...   \n","2995                                            不重要   \n","2996                                             不是   \n","2997                                              是   \n","2998                                              是   \n","2999                                            不重要   \n","\n","     internlm/internlm2_5-7b-chat-1m  \n","0                                 不是  \n","1                                  是  \n","2                                 不是  \n","3                                  是  \n","4                                 不是  \n","...                              ...  \n","2995                              不是  \n","2996                              不是  \n","2997                               是  \n","2998                               是  \n","2999                              不是  \n","\n","[3000 rows x 10 columns]"]},"execution_count":6,"metadata":{},"output_type":"execute_result"}],"source":["df_h100 = pd.read_csv(\"results/mgtv-results_h100.csv\")\n","df_h100[\"internlm/internlm2_5-7b-chat-1m\"] = df[\"internlm/internlm2_5-7b-chat-1m\"]\n","df = df_h100\n","df"]},{"cell_type":"code","execution_count":7,"metadata":{},"outputs":[{"data":{"text/plain":["['text',\n"," 'label',\n"," 'title',\n"," 'puzzle',\n"," 'truth',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-44',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-88',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-132',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-176',\n"," 'internlm/internlm2_5-7b-chat-1m']"]},"execution_count":7,"metadata":{},"output_type":"execute_result"}],"source":["cols = df.columns.tolist()\n","cols"]},{"cell_type":"code","execution_count":8,"metadata":{},"outputs":[{"data":{"text/plain":["['text',\n"," 'label',\n"," 'title',\n"," 'puzzle',\n"," 'truth',\n"," 'internlm/internlm2_5-7b-chat-1m',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-44',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-88',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-132',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-176']"]},"execution_count":8,"metadata":{},"output_type":"execute_result"}],"source":["# re-order columns\n","\n","cols = cols[:5] + cols[-1:] + cols[5:-1]\n","cols"]},{"cell_type":"code","execution_count":9,"metadata":{},"outputs":[{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>text</th>\n","      <th>label</th>\n","      <th>title</th>\n","      <th>puzzle</th>\n","      <th>truth</th>\n","      <th>internlm/internlm2_5-7b-chat-1m</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-44</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-88</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-132</th>\n","      <th>internlm/internlm2_5-7b-chat-1m_checkpoint-176</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>甄加索是自杀吗</td>\n","      <td>不是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>甄加索有身体上的疾病吗</td>\n","      <td>是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>画作是甄的</td>\n","      <td>是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>不是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>甄有心脏病吗</td>\n","      <td>是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>车轮是凶手留下的</td>\n","      <td>不是</td>\n","      <td>海岸之谜</td>\n","      <td>在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...</td>\n","      <td>甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>...</th>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","      <td>...</td>\n","    </tr>\n","    <tr>\n","      <th>2995</th>\n","      <td>哭泣者必须在晚上祭奠吗</td>\n","      <td>是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>不是</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","    </tr>\n","    <tr>\n","      <th>2996</th>\n","      <td>尸体在湖里吗</td>\n","      <td>不是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","      <td>不是</td>\n","    </tr>\n","    <tr>\n","      <th>2997</th>\n","      <td>哭泣者和死者有特殊关系吗</td>\n","      <td>是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>2998</th>\n","      <td>是帽子的主人去世了吗</td>\n","      <td>不是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","      <td>是</td>\n","    </tr>\n","    <tr>\n","      <th>2999</th>\n","      <td>死者受伤了吗</td>\n","      <td>不是</td>\n","      <td>甄庄哭声</td>\n","      <td>在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...</td>\n","      <td>原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...</td>\n","      <td>不是</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","      <td>不重要</td>\n","    </tr>\n","  </tbody>\n","</table>\n","<p>3000 rows × 10 columns</p>\n","</div>"],"text/plain":["              text label title  \\\n","0          甄加索是自杀吗    不是  海岸之谜   \n","1      甄加索有身体上的疾病吗     是  海岸之谜   \n","2            画作是甄的     是  海岸之谜   \n","3           甄有心脏病吗     是  海岸之谜   \n","4         车轮是凶手留下的    不是  海岸之谜   \n","...            ...   ...   ...   \n","2995   哭泣者必须在晚上祭奠吗     是  甄庄哭声   \n","2996        尸体在湖里吗    不是  甄庄哭声   \n","2997  哭泣者和死者有特殊关系吗     是  甄庄哭声   \n","2998    是帽子的主人去世了吗    不是  甄庄哭声   \n","2999        死者受伤了吗    不是  甄庄哭声   \n","\n","                                                 puzzle  \\\n","0     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","1     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","2     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","3     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","4     在远离城市喧嚣的海边小屋，一天清晨，邻居发现甄加索僵卧在沙滩上，已无生命迹象。现场没有发现任...   \n","...                                                 ...   \n","2995  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2996  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2997  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2998  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","2999  在一个安静的夜晚，小村庄的湖边突然传来了阵阵哭泣声。第二天早晨，村长甄锐发现湖边的石头上放着...   \n","\n","                                                  truth  \\\n","0     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","1     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","2     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","3     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","4     甄加索是一位热爱自然的画家，他每年都会来到这个海边小屋寻找灵感。在他生命的最后几天，他一直在...   \n","...                                                 ...   \n","2995  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2996  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2997  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2998  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","2999  原来，这顶破旧的帽子属于一个小男孩，他小时候与爷爷在湖边生活。爷爷教他钓鱼、游泳，还告诉他湖...   \n","\n","     internlm/internlm2_5-7b-chat-1m  \\\n","0                                 不是   \n","1                                  是   \n","2                                 不是   \n","3                                  是   \n","4                                 不是   \n","...                              ...   \n","2995                              不是   \n","2996                              不是   \n","2997                               是   \n","2998                               是   \n","2999                              不是   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-44  \\\n","0                                               不是   \n","1                                                是   \n","2                                                是   \n","3                                                是   \n","4                                               不是   \n","...                                            ...   \n","2995                                           不重要   \n","2996                                            不是   \n","2997                                             是   \n","2998                                             是   \n","2999                                           不重要   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-88  \\\n","0                                               不是   \n","1                                                是   \n","2                                                是   \n","3                                                是   \n","4                                               不是   \n","...                                            ...   \n","2995                                           不重要   \n","2996                                            不是   \n","2997                                             是   \n","2998                                             是   \n","2999                                           不重要   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-132  \\\n","0                                                不是   \n","1                                                 是   \n","2                                                 是   \n","3                                                 是   \n","4                                                不是   \n","...                                             ...   \n","2995                                            不重要   \n","2996                                             不是   \n","2997                                              是   \n","2998                                              是   \n","2999                                            不重要   \n","\n","     internlm/internlm2_5-7b-chat-1m_checkpoint-176  \n","0                                                不是  \n","1                                                 是  \n","2                                                 是  \n","3                                                 是  \n","4                                                不是  \n","...                                             ...  \n","2995                                            不重要  \n","2996                                             不是  \n","2997                                              是  \n","2998                                              是  \n","2999                                            不重要  \n","\n","[3000 rows x 10 columns]"]},"execution_count":9,"metadata":{},"output_type":"execute_result"}],"source":["df = df[cols]\n","df"]},{"cell_type":"code","execution_count":10,"metadata":{},"outputs":[],"source":["import matplotlib.pyplot as plt\n","from matplotlib import rcParams\n","\n","def plot_value_counts(df, column):\n","    font_family = rcParams[\"font.family\"]\n","    # Set the font to SimHei to support Chinese characters\n","    rcParams[\"font.family\"] = \"STHeiti\"\n","    rcParams[\"axes.unicode_minus\"] = False  # This is to support the minus sign in Chinese.\n","\n","    plt.figure(figsize=(12, 6))\n","    df[column].value_counts().plot(kind=\"bar\")\n","    # add values on top of bars\n","    for i, v in enumerate(df[column].value_counts()):\n","        plt.text(i, v + 0.1, str(v), ha=\"center\")\n","    plt.show()\n","    \n","    rcParams[\"font.family\"] = font_family\n"]},{"cell_type":"code","execution_count":11,"metadata":{},"outputs":[{"data":{"text/plain":["['text',\n"," 'label',\n"," 'title',\n"," 'puzzle',\n"," 'truth',\n"," 'internlm/internlm2_5-7b-chat-1m',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-44',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-88',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-132',\n"," 'internlm/internlm2_5-7b-chat-1m_checkpoint-176']"]},"execution_count":11,"metadata":{},"output_type":"execute_result"}],"source":["df.columns.to_list()"]},{"cell_type":"code","execution_count":12,"metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m **********\n","internlm/internlm2_5-7b-chat-1m\n","不是      1670\n","是       1283\n","不重要       43\n","不重要。       3\n","是男孩。       1\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAA94AAAI2CAYAAACmDVBwAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjkuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/TGe4hAAAACXBIWXMAAA9hAAAPYQGoP6dpAABWcElEQVR4nO3deVxUdf///+ewzoAMuJMIKS4kmtmVS7mUpWalCaitWphLlpbbVZap5Ccr27usLJfSXK+uwq3MJXPJJTXLLM1UUhS0REUEQRi28/vDn/NtApdsDiPyuN9u50bzfr/PmdeBN8ZzzmYxDMMQAAAAAAAwhZenCwAAAAAA4EpG8AYAAAAAwEQEbwAAAAAATETwBgAAAADARARvAAAAAABMRPAGAAAAAMBEBG8AAAAAAEzk4+kC3KW4uFi///67goKCZLFYPF0OAAAAAOAKZxiGTp06pVq1asnL69zHta+Y4P37778rPDzc02UAAAAAACqY1NRU1a5d+5z9V0zwDgoKknRmh+12u4erAQAAAABc6bKyshQeHu7Mo+dyxQTvs6eX2+12gjcAAAAAoMxc6HJnbq4GAAAAAICJCN4AAAAAAJiI4A0AAAAAgIkI3gAAAAAAmIjgDQAAAACAiQjeAAAAAACYiOANAAAAAICJCN74W+bNm6ekpCRPlwEAAAAA5QbBG0633nqrvLy89MYbb5Taf/jwYQ0fPly+vr7Otg4dOsjHx8dlsVgsWrhwoSQpKytLvXr1UqVKlVSrVi29+uqrZbIvAAAAAHC5IHjDac2aNUpISDhn//DhwzV8+HDVqVPH2bZq1SoVFhY6lw0bNujaa69VbGysJOnRRx+Vr6+vDh8+rE2bNikxMVFTpkwxeU8AAAAA4PLh4+kCUD6sWrVKu3bt0ty5c887bvz48Ro9erQsFosOHz6sNWvW6ODBg7JarQoODtasWbN05513auDAgWVUOQAAAAB4Fke8cUEFBQUaMmSIPvjgA5fTzP9q27Zt2r9/v+655x5J0saNG9WpUydZrVbnmEaNGqlSpUpcJw4AAACgwiB444ImTpyoffv26Z577lGDBg301VdflTruxRdf1HPPPScvrzPTKiUlRfXr1y8xLioqSvv37ze1ZgAAAAC4XBC8cV45OTl65ZVXNGnSJO3bt0+vv/66evXqpT/++MNl3M6dO7Vjxw49+OCDzrbc3FwFBASU2KbNZlNubq7ptQMAAADA5YDgjfP66quvdNttt6lfv34KDAxUbGys4uPjNXv2bJdxL730kp599ll5e3s722w2m/Ly8kpsMz09vdRADgAAAABXIoI3zuu3335TkyZNXNqaNm2qgwcPOl8nJSVpy5Ytevjhh13GRUREKDk5ucQ2k5OTFRkZaU7BAAAAAHCZIXjjvGrXrq2dO3e6tO3YsUN169Z1vn755Zf11FNPlbjxWps2bZyPGztr586dcjgcpV77DQAAAABXIoI3zqtbt27asmWLPvroI50+fVqff/655s2bp/j4eEnSgQMHtHr1avXr16/EumFhYWrdurWGDx+u7OxspaamasCAARozZkxZ7wYAAAAAeAzBG+cVGBioFStWaNasWQoNDdUrr7yiJUuWqHr16pKkn376SaNGjZK/v3+p60+ZMkUnTpxQaGioWrZsqe7du5ca0gEAAADgSmUxDMPwdBHukJWVpeDgYGVmZsput3u6nL+lzrNferqECufAK108XQIAAACAcu5icyhHvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEbAAAAAAATEbwBAAAAADARwRsAAAAAABMRvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEbAAAAAAATEbwBAAAAADCRacF73rx5SkpKMmvzAAAAAACUC5cUvG+99VZ5eXnpjTfeKLX/8OHDGj58uHx9fV3aX3jhBdWsWVN2u119+/ZVdna2sy8rK0u9evVSpUqVVKtWLb366quXUhoAAAAAAJeVSwrea9asUUJCwjn7hw8fruHDh6tOnTrOtsmTJ2vRokXavHmzDh06JIvFogEDBjj7H330Ufn6+urw4cPatGmTEhMTNWXKlEspDwAAAACAy4aPuze4atUq7dq1S3PnznVpf/vttzVv3jzVrVtX0pkgXq9ePe3bt09Wq1Vr1qzRwYMHZbVaFRwcrFmzZunOO+/UwIED3V0iAAAAAABlxq3Bu6CgQEOGDNHkyZNdTjM/evSocnJydMMNNzjbfH191a1bN61evVrBwcHq1KmTrFars79Ro0aqVKmSkpKS1KBBA3eWCQAAAABAmXHrzdUmTpyoffv26Z577lGDBg301VdfSZJSUlJUv379EuOjoqK0f//+C/YDAAAAAFBeue2Id05Ojl555RVNmjRJ999/v1auXKlevXrp559/Vm5urgICAkqsY7PZlJube8H+0jgcDjkcDufrrKwsd+0KAAAAAABu47Yj3l999ZVuu+029evXT4GBgYqNjVV8fLxmz54tm82mvLy8Euukp6crICDggv2lmTBhgoKDg51LeHi4u3YFAAAAAAC3cVvw/u2339SkSROXtqZNm+rgwYOKiIhQcnJyiXWSk5MVGRl5wf7SjBo1SpmZmc4lNTXVPTsCAAAAAIAbuS14165dWzt37nRp27Fjh+rWrasaNWrIz89Pe/bscfYVFhZq8eLF6tChg9q0aaNVq1apsLDQ2b9z5045HI5Sr/2WJH9/f9ntdpcFAAAAAIDLjduCd7du3bRlyxZ99NFHOn36tD7//HPNmzdP8fHxks4827t///46dOiQTp06pSeffFIdO3ZU3bp1FRYWptatW2v48OHKzs5WamqqBgwYoDFjxrirPAAAAAAAPMJtwTswMFArVqzQrFmzFBoaqldeeUVLlixR9erVJUmPPfaYOnXqpH/9618KCwtTfn6+Jk+e7Fx/ypQpOnHihEJDQ9WyZUt1795d/fr1c1d5AAAAAAB4hMUwDMPTRbhDVlaWgoODlZmZWe5OO6/z7JeeLqHCOfBKF0+XAAAAAKCcu9gc6tbneAMAAAAAAFcEbwAAAAAATETwBgAAAADARARvAAAAAABMRPAGAAAAAMBEBG8AAAAAAExE8AYAAAAAwEQEbwAAAAAATETwBgAAAADARARvAAAAAABMRPAGAAAAAMBEBG8AAAAAAExE8AYAAAAAwEQEbwAAAAAATETwBgAAAADARARvAAAAAABMRPAGAAAAAMBEBG8AAAAAAExE8AYAAAAAwEQEbwAAAAAATETwBgAAAADARARvAAAAAABMRPAGAAAAAMBEBG8AAAAAAExE8AYAAAAAwEQEbwAAAAAATETwBgAAAADARARvAAAAAABMRPAGAAAAAMBEBG8AAAAAAExE8AYAAAAAwEQEbwAAAAAATETwBgAAAADARARvAAAAAABMRPAGAAAAAMBEBG8AAAAAAExE8AYAAAAAwEQEbwAAAAAATETwBgAAAADARARvAAAAAABMRPAGAAAAAMBElxS8b731Vnl5eemNN94455iCggKNHTvWpW3q1KmKiIhQYGCg4uLilJaW5jJ+yJAhqly5sqpWraqnn35ahYWFl1IeAAAAAACXjUsK3mvWrFFCQsJ5xyQkJOjHH390vl6+fLlefvllLVmyRMePH1eTJk0UFxfn7B87dqz27t2r3bt3a/fu3dq1a1eJ4A4AAAAAQHljyqnmGzdu1FtvveXS9vbbb+vNN99U06ZNZbPZNH78eBUXF2v16tXKz8/XtGnT9PHHH6tmzZqqXr26Zs2apQ8//FA5OTlmlAgAAAAAQJlwe/DOzs5WfHy8nnrqKWebYRjasmWLunTp4jK2Z8+eWrVqlbZv365GjRopNDTU2Ve1alW1atVK3377rbtLBAAAAACgzLg9eA8dOlRdunRRp06dnG3p6ekKCQmR1Wp1GRsVFaX9+/crJSVF9evXL7Gts/2lcTgcysrKclkAAAAAALjcuDV4L168WJs3b9arr77q0p6bm6uAgIAS4202m3Jzcy/YX5oJEyYoODjYuYSHh7tnJwAAAAAAcCO3Be+jR49q8ODBmjNnTokj2zabTXl5eSXWSU9PV0BAwAX7SzNq1ChlZmY6l9TUVPfsCAAAAAAAbuTjrg09/vjjSktL00033SRJKi4uVlFRkUJDQ/XHH3/o5MmTKigokK+vr3Od5ORkRUZGKiIiQsnJySW2mZycrB49epT6fv7+/vL393dX+QAAAAAAmMJtR7znz5+vgoIC5eXlKS8vT1999ZXuvPNOHTlyRBaLRc2bN9fq1atd1klMTFTHjh3VrFkz7dq1SxkZGc6+EydOaMuWLWrdurW7SgQAAAAAoMyZ8jix0owYMULDhg3T7t27lZeXp/Hjx8tms6l9+/by8/PTI488ogEDBig9PV3Hjx9X37599cQTT5zzVHMAAAAAAMqDMgved9xxh4YNG6ZOnTqpSpUq2rZtm+bPn+/sf+GFF3TVVVepXr16atiwoRo0aKBx48aVVXkAAAAAAJjCYhiG4eki3CErK0vBwcHKzMyU3W73dDl/S51nv/R0CRXOgVe6XHgQAAAAAJzHxebQMjviDQAAAABARUTwBgAAAADARARvAAAAAABMRPAGAAAAAMBEBG8AAAAAAExE8AYAAAAAwEQEbwAAAAAATETwBgAAAADARARvAAAAAABMRPAGAAAAAMBEBG8AAAAAAExE8AYAAAAAwEQEbwAAAAAATETwBlCh3HrrrfLy8tIbb7zh0r5hwwa1atVKdrtdN954ozZv3uzsKy4u1rhx41S7dm1Vq1ZNAwYMUHZ2trM/OTlZd9xxh4KCghQVFaVPPvmkzPYHAAAAlz+CN4AKZc2aNUpISHBpS0pK0r333quXXnpJaWlpGjlypGJjY3Xo0CFJ0ltvvaVt27bpu+++U0pKiiIiIvTkk09KkgzDULdu3XTbbbfp+PHj+vTTTzVq1CiX4A4AAICKjeANoMJ77733NGLECHXs2FE2m03du3dXfHy8Pv30U0nS2rVrNXToUNWqVUsBAQF65pln9Pnnn0uSTp48qSeeeEIjR46Uv7+/rrvuOsXExGjDhg2e3CUAAABcRgjeACq8unXrKiYmxqUtPDxcaWlpkqS7775bL774og4ePKhTp05p1KhRqlatmiSpcuXKGjhwoCQpPz9fK1eu1Pz583XbbbeV7U4AAADgsuXj6QIAwNOGDRtWom3JkiXq16+fJOnRRx/V559/rjp16kiSQkJCtHDhwhLrtGrVStu3b1fv3r11/fXXm1kyAAAAyhGOeAPAX3z88cc6cuSI4uLiJEnPPPOMCgsLtW/fPmVkZGjMmDH6/fffS6y3adMmbdq0SXv27NHLL79c1mUDAADgMsURbwD4k61bt+qZZ57R2rVr5ePjo2PHjmnmzJlKSkqS3W6XJP373//W3XffrcaNG+u6665zrmu1WnXjjTdq4cKFatq0qUaPHu2p3QAAAMBlhOANAP+/lJQUxcXF6aOPPlKjRo0kSfv371d0dLQzdJ/VvHlzff311woODpa/v7+uuuoqZ19YWJi8vb2Vm5srm81WpvsAAACAyw+nmgOApFOnTqlr1656+umn1bVrV2d73bp1tW/fPhUWFrqM37Ztm0JDQ7Vx40Y99dRTLn0HDhxQUFAQoRsAAACSCN4AoKKiIt177726+eabNXToUJe+GjVq6JZbbtGjjz6qI0eOKCsrS6+99pq2b9+uu+++W7Gxsfruu+80c+ZM5ebmavfu3br//vs1duxYD+0NAAAALjcEbwAV3pNPPqnly5dr8uTJ8vHxcS4dOnSQJH3wwQfy9vZWo0aNVLduXW3YsEGrV6+W3W5XYGCglixZojlz5qh69eq6/fbb9eCDD6pPnz6e3SkAAABcNiyGYRieLsIdsrKyFBwcrMzMzBLXYl7u6jz7padLqHAOvNLF0yVUOMzzssc8BwAAMNfF5lCOeAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmuqTgfeutt8rLy0tvvPGGS/uGDRvUqlUr2e123Xjjjdq8ebNL/wsvvKCaNWvKbrerb9++ys7OdvZlZWWpV69eqlSpkmrVqqVXX331UkoDAAAAAOCycknBe82aNUpISHBpS0pK0r333quXXnpJaWlpGjlypGJjY3Xo0CFJ0uTJk7Vo0SJt3rxZhw4dksVi0YABA5zrP/roo/L19dXhw4e1adMmJSYmasqUKf9g1wAAAAAA8Dwfd23ovffe04gRI9SxY0dJUvfu3bVlyxZ9+umnGjFihN5++23NmzdPdevWlXQmiNerV0/79u2T1WrVmjVrdPDgQVmtVgUHB2vWrFm68847NXDgQHeVCAAAAABAmXNb8K5bt666dOni0hYeHq7U1FQdPXpUOTk5uuGGG5x9vr6+6tatm1avXq3g4GB16tRJVqvV2d+oUSNVqlRJSUlJatCggbvKBAAAAACgTLnt5mrDhg0rEZCXLFmi5s2bKyUlRfXr1y+xTlRUlPbv33/B/tI4HA5lZWW5LAAAAAAAXG5Mu6v5xx9/rCNHjiguLk65ubkKCAgoMcZmsyk3N/eC/aWZMGGCgoODnUt4eLjb9wEAAAAAgH/KlOC9detWPfPMM/rvf/8rHx8f2Ww25eXllRiXnp6ugICAC/aXZtSoUcrMzHQuqampbt8PAAAAAAD+Kbdd431WSkqK4uLi9NFHH6lRo0aSpIiICCUnJ5cYm5ycrObNm8tut2vZsmWl9kdGRpb6Pv7+/vL393dv8QAAAAAAuJlbj3ifOnVKXbt21dNPP62uXbs622vUqCE/Pz/t2bPH2VZYWKjFixerQ4cOatOmjVatWqXCwkJn/86dO+VwOEq99hsAAAAAgPLCbcG7qKhI9957r26++WYNHTq0RP/w4cPVv39/HTp0SKdOndKTTz6pjh07qm7dugoLC1Pr1q01fPhwZWdnKzU1VQMGDNCYMWPcVR4AAAAAAB7htuD95JNPavny5Zo8ebJ8fHycS4cOHSRJjz32mDp16qR//etfCgsLU35+viZPnuxcf8qUKTpx4oRCQ0PVsmVLde/eXf369XNXeQAAAAAAeITFMAzD00W4Q1ZWloKDg5WZmSm73e7pcv6WOs9+6ekSKpwDr3S58CC4FfO87DHPAQAAzHWxOdS0x4kBAAAAAACCNwAAAAAApiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGCiSwret956q7y8vPTGG2+4tG/cuFHNmjWTzWZTixYt9N1337n0T506VREREQoMDFRcXJzS0tKcfQUFBRoyZIgqV66sqlWr6umnn1ZhYeGllAcAAAAAwGXjkoL3mjVrlJCQ4NKWlpamuLg4JSQkKCsrS6NHj1ZMTIyOHDkiSVq+fLlefvllLVmyRMePH1eTJk0UFxfnXH/s2LHau3evdu/erd27d2vXrl0aO3bsP9g1AAAAAAA8z22nmk+fPl333XefunfvLl9fX8XGxio+Pl7vv/++JOntt9/Wm2++qaZNm8pms2n8+PEqLi7W6tWrlZ+fr2nTpunjjz9WzZo1Vb16dc2aNUsffvihcnJy3FUiAAAAAABlzm3Be/369YqJiXFp69mzp1atWiXDMLRlyxZ16dKl1P7t27erUaNGCg0NdfZVrVpVrVq10rfffuuuEgEAAAAAKHNuC94pKSmqX7++S1tUVJT279+v9PR0hYSEyGq1ltpf2rp/7i+Nw+FQVlaWywIAAAAAwOXGbcE7NzdXAQEBLm02m025ubml9v2d/tJMmDBBwcHBziU8PNw9OwIAAAAAgBu5LXjbbDbl5eW5tKWnpysgIKDUvr/TX5pRo0YpMzPTuaSmprpnRwAAAAAAcCO3Be+IiAglJye7tCUnJysyMlJVq1bVyZMnVVBQUGp/aev+ub80/v7+stvtLgsAAAAAAJcbtwXvtm3bavny5S5tiYmJ6tixoywWi5o3b67Vq1eX2t+sWTPt2rVLGRkZzr4TJ05oy5Ytat26tbtKBAAAAACgzLktePfr108zZ87UsmXLVFhYqCVLluiTTz7RoEGDJEkjRozQsGHDtHv3buXl5Wn8+PGy2Wxq3769/Pz89Mgjj2jAgAFKT0/X8ePH1bdvXz3xxBPnPNUcAAAAAIDywG3Bu2bNmvrss880atQoVapUSePGjdOiRYtUo0YNSdIdd9yhYcOGqVOnTqpSpYq2bdum+fPnO9d/4YUXdNVVV6levXpq2LChGjRooHHjxrmrPAAAAAAAPMJiGIbh6SLcISsrS8HBwcrMzCx313vXefZLT5dQ4Rx4pcuFB8GtmOdlj3kOAABgrovNoW474g0AAAAAAEoieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIrcG7/T0dPXu3VtVqlRRRESE3nzzTWffr7/+qrZt28pms6lx48ZaunSpy7qLFi1Sw4YNZbPZdNtttykpKcmdpQEAAAAA4BFuDd7x8fGqX7++UlNTtXXrVq1fv14zZ86Uw+HQXXfdpQceeECZmZmaPHmy+vfvrx07dkiSduzYoYEDB2ratGnKzMzUvffeqzvuuEN5eXnuLA8AAAAAgDLn1uC9bt06PffccwoMDFTNmjX15JNPauHChVqwYIGaNGmiwYMHy8/PT+3atVNCQoJef/11SdJ7772nkSNH6pZbbpGfn58ee+wxtWjRQvPmzXNneQAAAAAAlDm3Bu8uXbpo5MiRysrKUmpqql5++WXVrFlT69evV0xMjMvYnj17atWqVZJ0wX4AAAAAAMortwbvSZMmaf78+QoODlZERIT++OMPPf/880pJSVH9+vVdxlarVk15eXlyOBw6fPiwIiMjXfqjoqK0f//+c76Xw+FQVlaWywIAAAAAwOXGbcG7sLBQd999tx588EGlp6fr4MGDuuOOO3T06FHl5uYqICCgxDo2m025ubkqLi6Wl5dXqX3nMmHCBAUHBzuX8PBwd+0KAAAAAABu47bgvWTJEtlsNr366qvOu5qPHz9ejzzyiPz8/Eq9UdqJEycUEBAgLy8vGYbh0peenl5qWD9r1KhRyszMdC6pqanu2hUAAAAAANzGbcF7z549ateunUtbYGCgQkJCJEnJyckufUeOHFGVKlXk5+ensLAwpaSkuPQnJyeXOP38z/z9/WW3210WAAAAAAAuN24L3pGRkdq9e7dLW15enn799Vf17t1by5cvd+lLTExUx44dJUlt27Y9bz8AAAAAAOWV24L33XffrW3btmnSpEk6deqUDh8+rPj4eN10003q0aOHvvvuO82aNUsFBQXatGmTXnvtNT399NOSpCeffFIvvviitmzZooKCAk2fPl0///yzHnjgAXeVBwAAAACAR7gteFutVi1ZskSff/65atasqVatWqlGjRqaNWuWrFarvvjiC02dOlVBQUHq16+fpk6dqsaNG0uSrr32Wr377rt66KGHZLfbNWfOHC1dulT+/v7uKg8AAAAAAI/wcefGGjRooBUrVpTaFx0drQ0bNpxz3djYWMXGxrqzHAAAAAAAPM6tz/EGAAAAAACuCN4AAAAAAJiI4A0AAAAAgIkI3gAAAAAAmIjgDQAAAACAiQjeAAAAAACYiOANAAAAAICJCN4AAAAAAJiI4A0AAAAAgIkI3gAAAAAAmIjgDQAAAACAiQjeAAAAAACYiOANAAAAAICJCN4AAAAAAJiI4A0AAAAAgIkI3gAAAAAAmIjgDQAAAACAiQjeAAAAAACYiOANAAAAAICJCN4AAAAAAJiI4A0AAAAAgIkI3gAAAAAAmIjgDQAAAACAiQjeAAAAAACYiOANAAAAAICJCN4AAAAAAJiI4A0AAAAAgIkI3gAAAAAAmIjgDQAAAACAiQjeAAAAAACYiOANAAAAAICJCN4AAAAAAJiI4A0AAAAAgIkI3gAAAAAAmIjgDQAAAACAiQjeAAAAAACYiOANAAAAAICJCN4AAAAAAJiI4A0AAAAAgIkI3gAAAAAAmMjU4H3w4EHNnDnTzLcAAAAAAOCyZmrwHjp0qNLS0pyvN27cqGbNmslms6lFixb67rvvXMZPnTpVERERCgwMVFxcnMu6AAAAAACUR6YF76VLl2rfvn0aMWKEJCktLU1xcXFKSEhQVlaWRo8erZiYGB05ckSStHz5cr388stasmSJjh8/riZNmiguLs6s8gAAAAAAKBOmBG+Hw6Fhw4Zp8uTJ8vHxkSRNnz5d9913n7p37y5fX1/FxsYqPj5e77//viTp7bff1ptvvqmmTZvKZrNp/PjxKi4u1urVq80oEQAAAACAMmFK8H7ttdd08803q02bNs629evXKyYmxmVcz549tWrVKhmGoS1btqhLly6l9gMAAAAAUF65PXinpqZqwoQJWrFihSpXrqx///vfKi4uVkpKiurXr+8yNioqSvv371d6erpCQkJktVpL7S+Nw+FQVlaWywIAAAAAwOXG7cF7/Pjx6tSpk3744Qdt27ZNGzZs0KRJk5Sbm6uAgACXsTabTbm5uaX2/bm/NBMmTFBwcLBzCQ8Pd/euAAAAAADwj/m4e4OLFy/W7t27VblyZUnSRx99pHvvvVc2m015eXkuY9PT0xUQEFBq35/7SzNq1CjnjdskKSsri/ANAAAAALjsuPWI97FjxxQYGOgM3ZLUuHFjHTp0SBEREUpOTnYZn5ycrMjISFWtWlUnT55UQUFBqf2l8ff3l91ud1kAAAAAALjcuDV4V61aVRkZGcrIyHC27dq1SxEREWrbtq2WL1/uMj4xMVEdO3aUxWJR8+bNS9zB/Gw/AAAAAADllVuDt5eXl/r06aM+ffro6NGjSk5OVv/+/TV06FD169dPM2fO1LJly1RYWKglS5bok08+0aBBgyRJI0aM0LBhw7R7927l5eVp/Pjxstlsat++vTtLBAAAAACgTLn9Gu9XXnlFzzzzjJo0aaLAwEANGTJEAwYMkCR99tlnGjx4sOLi4tSkSRMtWrRINWrUkCTdcccdOnjwoDp16qT09HR17txZ8+fPd3d5AAAAAACUKYthGIani3CHrKwsBQcHKzMzs9xd713n2S89XUKFc+CVLhceBLdinpc95jkAAIC5LjaHuv1xYgAAAAAA4P8heAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmMjV4v/766zp+/Lgk6ddff1Xbtm1ls9nUuHFjLV261GXsokWL1LBhQ9lsNt12221KSkoyszQAAAAAAMqEacH7559/1tixYyVJDodDd911lx544AFlZmZq8uTJ6t+/v3bs2CFJ2rFjhwYOHKhp06YpMzNT9957r+644w7l5eWZVR4AAAAAAGXClOCdn5+vhx56SIWFhZKkBQsWqEmTJho8eLD8/PzUrl07JSQk6PXXX5ckvffeexo5cqRuueUW+fn56bHHHlOLFi00b948M8oDAAAAAKDMmBK8R48erWuvvVa1a9eWJK1fv14xMTEuY3r27KlVq1ZdVD8AAAAAAOWV24P3unXrlJiYqEmTJjnbUlJSVL9+fZdx1apVU15enhwOhw4fPqzIyEiX/qioKO3fv/+c7+NwOJSVleWyAAAAAABwuXFr8M7KylKfPn00Y8YMBQcHO9tzc3MVEBBQYrzNZlNubq6Ki4vl5eVVat+5TJgwQcHBwc4lPDzcfTsCAAAAAICbuDV4DxkyRD169FD79u1d2m02W6k3Sjtx4oQCAgLk5eUlwzBc+tLT00sN62eNGjVKmZmZziU1NdUt+wAAAAAAgDv5uGtDixcv1ty5c+Xt7a13331X0pnTwWvXrq2rrrpKycnJuvnmm53jjxw5oipVqsjPz09hYWFKSUnR1Vdf7exPTk4ucfr5n/n7+8vf399d5QMAAAAAYAq3HfGOiYlRQUGB8vLynMvVV1+tQ4cO6aWXXtLy5ctdxicmJqpjx46SpLZt2563HwAAAACA8sq053j/Wffu3fXdd99p1qxZKigo0KZNm/Taa6/p6aefliQ9+eSTevHFF7VlyxYVFBRo+vTp+vnnn/XAAw+URXkAAAAAAJimTIK31WrVF198oalTpyooKEj9+vXT1KlT1bhxY0nStddeq3fffVcPPfSQ7Ha75syZo6VLl3IqOQAAAACg3HPbNd6lOXDggPO/o6OjtWHDhnOOjY2NVWxsrJnlAAAAAABQ5srkiDcAAAAAABUVwRsAAAAAABMRvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEbAAAAAAATEbwBAAAAADARwRsAAAAAABMRvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEbAAAAAAATEbwBAAAAADARwRsAAAAAABMRvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEbAAAAAAATEbwBAAAAADARwRsAAAAAABMRvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEbAAAAAAATEbwBAAAAADARwRsAAAAAABMRvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEbAAAAAAATEbwBAAAAADARwRsAAAAAABMRvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEbAAAAAAATEbwBAAAAADARwRsAAAAAABMRvAEAAAAAMBHBGwAAAAAAE7k1eGdkZCg+Pl7Vq1dXnTp19Morr6i4uFiStHHjRjVr1kw2m00tWrTQd99957Lu1KlTFRERocDAQMXFxSktLc2dpQEAAAAA4BFuDd49e/ZUWFiY9u3bp5UrV2rRokV67733lJaWpri4OCUkJCgrK0ujR49WTEyMjhw5Iklavny5Xn75ZS1ZskTHjx9XkyZNFBcX587SAAAAAADwCLcF7x9//FFHjx7VSy+9JLvdrgYNGmjGjBn68MMPNX36dN13333q3r27fH19FRsbq/j4eL3//vuSpLfffltvvvmmmjZtKpvNpvHjx6u4uFirV692V3kAAAAAAHiE24J3UVGRRowYIYvF4mwLDw9XWlqa1q9fr5iYGJfxPXv21KpVq2QYhrZs2aIuXbqU2g8AAAAAQHnmtuDdvHlzPfLIIy5tS5YsUfPmzZWSkqL69eu79EVFRWn//v1KT09XSEiIrFZrqf0AAAAAAJRnpt3V/MiRI/r3v/+thIQE5ebmKiAgwKXfZrMpNze31L4/95+Lw+FQVlaWywIAAAAAwOXGlODtcDjUo0cPDRo0SK1atZLNZlNeXp7LmPT0dAUEBJTa9+f+c5kwYYKCg4OdS3h4uNv3AwAAAACAf8qU4N2vXz+Fh4frueeekyRFREQoOTnZZUxycrIiIyNVtWpVnTx5UgUFBaX2n8uoUaOUmZnpXFJTU92/IwAAAAAA/ENuD97jxo3T/v379fHHHztvtNa2bVstX77cZVxiYqI6duwoi8Wi5s2bl7iD+dn+c/H395fdbndZAAAAAAC43Pi4c2Nz587V7NmztWnTJpebpfXr10/XX3+9br75ZnXq1EnLly/XJ598om3btkmSRowYoWHDhmnhwoWqU6eOXn/9ddlsNrVv396d5QEAAAAAUObcFrzXr1+vvn37qqCgQLVq1XLp27dvnz777DMNHjxYcXFxatKkiRYtWqQaNWpIku644w4dPHhQnTp1Unp6ujp37qz58+e7qzQAAAAAADzGbcG7Xbt2cjgc5+y/+uqrtX379nP2Dxw4UAMHDnRXOQAAAAAAXBZMe5wYAAAAAAAgeAMAAAAAYCqCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAAAAAACYieAMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAABXU66+/ruPHj0uSVq1apWbNmqlSpUpq27atfvzxRw9XBwDAlYPgDQBABfTzzz9r7NixkqSDBw/qgQce0Ouvv64TJ05o+PDhuvvuu5WTk+PhKgEAuDIQvAEAqGDy8/P10EMPqbCwUJKUmZmpjz/+WJ06dZKfn5969OihatWq6ddff/VwpQAAXBl8PF0AAAAoW6NHj9a1116rzMxMSVLTpk3VtGlTSdKpU6c0e/ZsZWZmKjo62pNlAgBwxSB4AwBQgaxbt06JiYnavn27rrvuOpe+zMxMhYSESJKmTp2qgIAAD1QIAMCVh1PNAQCoILKystSnTx/NmDFDwcHBJfqDg4N18uRJJSYmaty4cVq3bp0HqgQA4MrDEW8AACqIIUOGqEePHmrfvv05xwQHB6tHjx5yOBx6++23dfPNN5ddgQAAXKE44g0AQAWwePFizZ07V++++66sVqusVqsOHjyo2rVra+LEiTp9+rTL+Ouuu05//PGHh6oFAODKQvAGAKACiImJUUFBgfLy8pzL1VdfrUOHDmnnzp2aO3euy/itW7dyczUAANyEU80BAKjgnnjiCXXr1k2NGzfWDTfcoA0bNighIUErV670dGkAAFwROOINAEAFd9111+mDDz7QY489ppCQED311FOaMWOGoqKiPF0a8I8lJyfrjjvuUFBQkKKiovTJJ594uiQAFRBHvAEAcJM6z37p6RL+nvsnqfkbW/7f67smqKakDEn9VuZJKy///TnwShdPl4DLmGEY6tatmx566CEtXrxYu3fvVmxsrOrUqaMbb7zR0+UBbnfrrbfqm2++0WuvvaannnrK0+XgTzjiDQAAgCvSyZMn9cQTT2jkyJHy9/fXddddp5iYGG3YsMHTpQGmWLNmjRISEjxdBkpB8AYAAMAVqXLlyho4cKAkKT8/XytXrtT8+fN12223ebgyABUNwRsAAABXvFatWun2229X+/btdf3113u6HAAVDMEbAAAAV7xNmzZp06ZN2rNnj15++WVPlwOggiF4AwAA4IpntVp14403auHChXrrrbc8XQ6ACuayCt5ZWVnq1auXKlWqpFq1aunVV1/1dEkAAAAopw4cOKA//vjDpS0sLEze3t7Kzc31UFUAKqLLKng/+uij8vX11eHDh7Vp0yYlJiZqypQpni4LAAAA5dDGjRtLPFLpwIEDCgoKks1m81BVACqiyyZ4Hz58WGvWrNHkyZMVHBysq6++WrNmzdKECRM8XRoAAADKodjYWH333XeaOXOmcnNztXv3bt1///0aO3asp0sDUMFcNsF748aN6tSpk6xWq7OtUaNGqlSpkpKSkjxYGQAAAMqjwMBALVmyRHPmzFH16tV1++2368EHH1SfPn08XRqACsbH0wWclZKSovr165doj4qK0v79+9WgQQOXdofDIYfD4XydmZkp6cx14uVNseO0p0uocMrjPCnvmOdlj3le9pjnZY95XvaaPL/C0yX8fU0eVZUmj0qS3kiW3hj+mYcL+nt2/l9nT5eAcsThcMjHx4d/H8vI2e+zYRjnHXfZBO/c3FwFBASUaLfZbKXe/GLChAn6v//7vxLt4eHhptSHK0vwfzxdAWA+5jkqAuY5KgLmOS4Fl1SUrVOnTik4OPic/ZdN8LbZbDp9uuSRgvT09FID+ahRozRixAjn6+LiYp04cUJVq1aVxWIxtVackZWVpfDwcKWmpsput3u6HMAUzHNUBMxzVATMc1QEzPOyZxiGTp06pVq1ap133GUTvCMiIrRs2bIS7cnJyYqMjCzR7u/vL39/f5e2kJAQs8rDedjtdn6xccVjnqMiYJ6jImCeoyJgnpet8x3pPuuyublamzZttGrVKhUWFjrbdu7cKYfDUeq13wAAAAAAlAeXTfAOCwtT69atNXz4cGVnZys1NVUDBgzQmDFjPF0aAAAAAACX7LIJ3pI0ZcoUnThxQqGhoWrZsqW6d++ufv36ebosnIO/v7+ef/75Eqf8A1cS5jkqAuY5KgLmOSoC5vnly2Jc6L7nAAAAAADgkl1WR7wBAAAAALjSELwBAAAAADARwRsAAAAAABMRvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEblywnJ0dNmzZVYWGhs23t2rUaPXq0SxtQnmVnZ8tut7vM6aVLl6pXr17Kz8/3YGXA35OZmamhQ4eesz8wMFDHjh1zvs7JySmLsgAAqBAI3rhk/v7+2rVrlwzD0MyZM53tr7zyivLy8jxYGeA+NptNp0+fVlFRkcaPHy9JCgoK0ieffELwRrlisVi0YMECSdK0adM0ceJEvfPOO5o2bZqkM3M9MDBQkpSWlqaGDRvq4MGDHqsXAIAricUwDMPTReDylpOTo9tvv13+/v6SJMMwFBwcrEWLFqlSpUo6ceKEQkNDdeLECW3fvl033HCDsrKynH/AAeVBdna2oqKiXOZ51apV9f333ysoKMg5z9PT0/XTTz/pX//6F/Mc5YrD4VCTJk2UlJSka665Ru3atZMkrVmzRr/99puuvvpqZ9CeNGmSPvroI23bts2TJQMAcMXgiDcuyN/fX6mpqerXr59+++039e/fX3v37pUkWa1W+fn5ycfHx/lakvz8/DxWL3ApbDabrFarZs+eLYvFojlz5uj06dOSzvwO+Pr6Ouf52fl9NqQD5YGPj4/LHJ42bZqmTZsmb29vZ1u3bt2Ulpam+fPn66mnnvJkuQAAXFEI3rggHx8fhYSEqFevXs6vXl5ezj5J8vX1lSQVFBTI19fX+RooL7y9vRUYGKg2bdo4v/51np8N3Pn5+bJarc52oDzw9vZWWlqaBg0apCNHjmjQoEEaNGiQyzy/7bbb1K5dO+3YsUM9evTwcMUAAFw5+KsRl+TsH2oOh0MvvPCCsrOz9cILL+jw4cMKDQ31cHWAe5yd57m5uerbt68yMjLUt29fHTt2TFdddZWHqwP+PpvNpjZt2mjp0qVq06aNDMPQmjVrJJ25BnzYsGE6deqUli5dyhkdAAC4EUe8cUnO3hqguLhYSUlJ6tatm5KSkrR9+3Zdd911Hq4OcI+z89zLy0thYWEaPny4wsLClJ+fr+bNm3u4OuDvCw4OVq9evVS5cmX16tVLvXv3liQNGzZMWVlZkqTff/9dP//8s3788UdPlgoAwBWFI964JGcDic1m0+zZs53td911l/MPOaC8OzvP/fz8nHc0NwxDbdq00YgRIzxZGnBJDhw4oJYtWyopKUktW7Z0tteoUUMZGRlatmyZvvnmGw0YMECJiYm6/vrrPVgtAABXDo5444KKioqUn5+vvXv3Or+efaZxYWGhduzYoV9//dX5GLF77rnHwxUDf19RUZGys7P11VdfOb+enedFRUX69ttvtWLFCg0ePFh169ZV586dPVwx8PeFhoZq9uzZioiI0Jw5czRr1iwZhqHnnntOtWrV0pgxY2S1WhUTE6ONGzd6ulzA7Xbt2qVHH31U/fr10/bt2z1dDmAa5vrlhyPeuKC8vDzt3btXjRo1kmEYuuaaa1S7dm1JZ67x/vHHHzVw4EBVqlRJmzdv9nC1wKXJzc1VXl6eBg4cKEkaOHCgqlSpIunM78DZm1EVFRVp+fLlniwVuCTFxcXy8fFRVFSUvL29ZbFYZLFYVFxcLOnMB6nr16/XypUrVatWLf30008erhhwv5EjR+p///ufDMPQfffdpy+//NLTJQGmYK5ffjjijQsKDAyUw+FQUVGRiouLVVxcrN9++03FxcVyOBx6+OGHdejQIQ0cOFAtW7bU22+/7emSgb+tUqVK+v3335WcnOxcfvjhBxUVFcnhcKh79+46fPiwJkyYoM6dO2vo0KFyOByeLhu4aPn5+SooKJAkVa5cWV27dtWdd96pqlWrSjrzVAo/Pz/FxMSoatWqyszMVEZGhidLBtwuJCREqampSk1Ndc594ErEXL/8WIyzFzECf9Pp06dVqVIlFRQUOJ8Du2nTJvXt21cbNmzglxxXhOzsbNntduXn5zsfH7Zv3z7169dPX375pQIDAz1cIXBxTpw4oXr16p0zTAcHBys1NVV2u12nTp3SrFmz9Oijj/J4SFxRMjIy9J///Ec+Pj4aOnSo7Ha7p0sCTMFcv/wQvHFRioqKdPjwYYWHh8tisUg6c9rir7/+qujoaGebdCaQBwQEeKpUwO1ycnJKBGzDMFzmPVDeLVu2TB07diRoAwBgAoI3Lkpqaqrq1KmjI0eOqHr16i59/fv317XXXquhQ4d6qDoAAAAAuHxxjTcuSmBgoAzDKHEk+7HHHtPs2bMVFBTkocoAAH/HsWPHFBERcd7rt1NTU3X77beXYVWAe2RmZp73QEBgYKCOHTvmfJ2Tk1MWZQGmOX78uIKDg13adu7c6fI6MTFR77//flmWhVIQvHFR/P39ZbFY5Ofn52wbMmSIEhMT9fXXX6tv374erA4AcDFOnTolm82mQ4cOyWazKTU1VcePH9exY8eUkpKiY8eO6eWXX5a3t7e+//57T5cL/G0Wi0ULFiyQJE2bNk0TJ07UO++8o2nTpkmSbDab89KhtLQ0NWzYUAcPHvRYvcA/ValSJeff52vXrtXx48fVunVrTZo0SZL0888/q0+fPjp69Kgny4QI3rhIZ6/5O3tzqQULFmjGjBlaunSp2rVr58nSAAAXYebMmXrqqadktVplsVhktVrVsGFD1axZU6Ghoapbt64WL16sCRMmyG63y2q1erpk4G/z9/d3zt0333xTO3fu1I4dO/Tqq69KOnPE++zZe4mJiapZs6auvvpqj9UL/FN+fn7y9fXVDz/8oLvuukubN2/WjBkzNHbsWD311FOKjY3V2LFjNW7cOE+XWuERvHFRvL29ZRiG5s6dK0mKiYnR119/rZYtW3q4MgDAxdi7d6/zWd5eXmf+91+nTh0VFRWpZcuWmj59ugIDA1W1alX5+/s7P2gFyhMfHx/n3PXz89O0adM0bdo059NX/Pz81K1bN6WlpWn+/Pl66qmnPFkucMmKioo0c+ZMJSYmytvbWzfccIMmT56se+65R9nZ2fruu+80b948RUZG6plnnvF0uZDE/1XxtwwdOlRvvfWWmjRpIknO01jOKiws1MmTJ7V06VJPlAcAOIemTZvqyy+/lCTnaYn+/v7O/rOXEwUFBbmEF6A88fb2VlpamgYNGqQjR45o0KBBkuT8sMnHx0e33Xab2rVrp4yMDPXo0cOT5QKXrKioSC+88IISEhJUXFysF198USNHjtRzzz2nIUOGaPbs2Vq+fLluvfVWLVu2THfeeaenS67wOOKNi2axWLRnzx61bNlSc+fO1ebNm1VQUOCy5OfnKz8/39OlAgD+IjIyUsnJyVq3bp0kad26dTp9+rTWrVunrKws7d69W0lJScrLy9P69eudQQUob2w2m9q0aaOAgAC1adNGrVu3dvZZLBYNGzZMDz30kOrXr+/y4RNQnvj5+Wnv3r3q1auXioqKlJKSonvuuUf+/v5677339PDDDyskJETTpk3TQw895HJTQXgGjxPDRSksLJS/v7+KiookSXPmzNHgwYO1YMECdejQwcPVAQAuJCUlRdHR0WrUqJG2b9+uZs2aadeuXYqOjtbu3btVvXp1+fj46Pfff1ejRo2UmZmpvXv3erps4G+Ljo7Wrl27dP311+vHH3+UJDVq1EidO3dWYmKiDh06pMcff1yzZs3Shg0bdP3113u4YuDSZWdnKzw8XBkZGZo5c6YeeeQR/fHHH5owYYJ2796t5cuXq0uXLrr++uv14osverrcCo2Ps3FRCgsLJckZvHv37q3Zs2crLi5OW7Zs8WRpAICLUKVKFUVERGjr1q3y9/fX1q1b1aBBA23dulVNmjTRuHHj9OabbyoyMlJbt251/nsPlDcHDhxQy5YtlZSUpJYtWzrvR1OjRg1lZGRo2bJl+uabbzRgwAAlJiZ6uFrgnzl27Ji6du0qSYqPj9eiRYsUEhKi//u//9P333+vFStW6Omnn9aUKVNUXFzs4WorNoI3LkpBQYGk/xfAJalbt2564okndM8995z3ebAAAM+z2Ww6efKkpP/3Iepfw3VxcbFOnz4twzD4Aw3lVmhoqGbPnq2IiAjNmTNHs2bNkmEYeu6551SrVi2NGTNGVqtVMTEx2rhxo6fLBf6R+Ph4l7/Pt2zZou+//17BwcGaOHGiWrRooVtuuUXTp0/nEiIP47uPi5KXlydJcjgcLu3jx4+XzWZTfHy8J8oCAFwkb29v5ebmyjAM54epJ06cUEJCgg4dOqQFCxYoNzdXGRkZcjgcLn/IAeXF2Tv3R0VFydvbWxaLRRaLxflBUmFhodavX6/nn39etWrV0k8//eThioF/xt/fX3v37lXv3r31+eef6+DBgxo9erQ+//xzBQUFacOGDVq6dKluuukmT5da4XHLUlyU/Px8RUdHO/9YO8vb21sJCQlatmyZiouL+SQNAC5TBQUFKi4uVl5engzDUFFRkfr06SOLxaK+ffsqLy9PV111lXx8fJSdnV3ig1agPMjPz3f+rVK5cmV17dpVBQUFqlmzpqQzvwd+fn6KiYnR8ePHlZmZqYyMDFWuXNmTZQOXzGKx6P3339fWrVs1bdo0SdKPP/6ocePGKSwsTJKUnJysKlWqOG+uCc/g5mr4xwzDUGFhoXx9fT1dCgDgHPLz8/XNN9/o+uuvV40aNXTy5EnZ7fZSxx48eFDR0dHKyckp4yqBf+bEiROqV6/eOS+BCw4OVmpqqux2u06dOqVZs2bp0Ucf5W8YlFvt27fXSy+9pDZt2jjbHnnkER0/flxffPGFJGnhwoV6+umntXfvXg6SeRDBGwCACqKoqEh79uzRhg0bFB8ff85HKeXk5Gjjxo26/fbby7hCwFzLli1Tx44dCdq4Ynz55Ze64YYbFBoa6mzbunWrfvnlF/Xp00eSlJubK5vN5qEKcRbBGwCACiI1NVV16tTRkSNHVL16dZe+/v3769prr9XQoUM9VB0AAFcuzjUAAKCCCAwMlGEYCggIcGl/7LHHNHv2bAUFBXmoMsC9jh07poiIiPM+dSU1NZWzOgCUGW6uBgBABeHv7y+LxSI/Pz9n25AhQ5SYmKivv/5a7dq182B1gHucOnVKNptNhw4dks1mU2pqqmw2mwzDcJ5yO23aNPXp00fff/+9p8sFLkl2drZefPFFBQUFyWKxSDpz36WcnByNHz9emZmZ6t69u8LCwhQZGam2bduqc+fOHq66YuOINwAAFcTZ61p9fM587r5gwQLNmDFDS5cuJXTjijBz5kw99dRTslqtslgsslqtatiwoWrWrKnQ0FDVrVtXixcv1oQJE2S322W1Wj1dMnDJPvjgA6WlpemPP/7Qa6+9piNHjujNN9+Ut7e3/Pz8tG7dOjVq1EjJycmKjY3Vp59+6umSKzSCNwAAFYS3t7cMw9DcuXMlSTExMfr666/VsmVLD1cGuMfevXudz/I+e/fmOnXqqKioSC1bttT06dMVGBioqlWryt/f3/khFFDe+Pv7q0qVKnrnnXf07rvvqkqVKnr33XcVGBgoSbLZbLJYLBozZozmzJmjO++8U+vXr/dw1RUb/9oAAFDBDB06VG+99ZaaNGkiSZo0aZJLf2FhoU6ePKmlS5d6ojzgkjVt2lRffvmlJDkvqfjz3fvPXmoRFBQkHx8fgjfKLV9fX+cp5n92dk57e3u7tLds2VKtW7cuk9pQOv61AQCgArFYLNqzZ4/GjBmjadOmqV69errhhhtcxhQUFCg/P99DFQKXLjIyUsnJyVq3bp0kad26dTp9+rTWrVunrKws7d69W3a7XXl5eVq/fj3PNEa5dvLkSb322msyDEOZmZnO/y4qKlJubq7L/H722Wc9WCkkHicGAECFUVhYKH9/fxUVFUmS5syZo8GDB2vBggXq0KGDh6sD/rmUlBRFR0erUaNG2r59u5o1a6Zdu3YpOjpau3fvVvXq1eXj46Pff/9djRo1UmZmpvbu3evpsoFLYrfb1bt3bxmGoXnz5unBBx9UYmKiFi5cqM6dOysvL09TpkzRww8/7HJTTXgGwRsAgAoiLy9PgYGBys/Pd56G+Pnnn6t3795auXKlWrVq5eEKgX8mOztbLVu21K5du1SpUiVlZ2erWbNm2r59u2666SY9/vjjqly5skaPHq2ff/5Z9erV0759+zxdNnBJ6tatq+TkZElnzvbYv3+/atasqR9++EGHDx9WmzZt1KxZM/n4+GjZsmWqXLmyhyuu2Di/BgCACqKgoEDSmSPfZ3Xr1k1PPPGE7rnnnvM+8xgoD2w2m06ePClJzjM7zn49q7i4WKdPn5ZhGCouLi7rEgG3KCoqKvUa78LCQtWuXdv5QeqmTZsUERGhwYMHl3WJ+AuCNwAAFUReXp4kyeFwuLSPHz9eNptN8fHxnigLcBtvb2/l5ubKMAznB00nTpxQQkKCDh06pAULFig3N1cZGRlyOBwuH0IB5YnD4VBmZqbeeecdTZw4UVlZWXrnnXd0+vRpSWc+YDIMQ15eXpo6daqWLl3Kc+s9jOANAEAFkZ+fr+joaGcgOcvb21sJCQmy2+0cAUS5VlBQoOLiYuXl5TlvMtWnTx9ZLBb17dtXUVFRuuqqq+Tj46Ps7OwSH0IB5UVhYaE6duyoH3/8Udu3b9fdd9+tH374QXfccYeKioqcvwPZ2dkKCQnRAw88oKlTp3q67AqNa7wBAIAMw1BhYaF8fX09XQpwyfLz8/XNN9/o+uuvV40aNXTy5EnZ7fZSxx48eFDR0dHKyckp4yoB8+Xn5+u///2v7r//fvn7+2v16tUKDw9XgwYNPF1ahUXwBgAAwBWjqKhIe/bs0YYNGxQfH+/yHO8/y8nJ0caNG3X77beXcYUAKiJONQcAAMAV4/fff9e1116ruLi4EqG7f//+mjhxoiQpMDCQ0I0rTnZ2tux2u8v9C5YuXapevXopPz/fg5WB4A0AAIArRmBgoAzDUEBAgEv7Y489ptmzZysoKMhDlQHms9lsOn36tIqKijR+/HhJUlBQkD755BOCt4cRvAEAAHDF8Pf3l8VikZ+fn7NtyJAhSkxM1Ndff62+fft6sDrAPbKzsxUWFqbIyEhFRkaqbt26at68uby9vWWz2eTl5aX//Oc/kuS8z0Fpjx9D2SF4AwAA4Ipx9gaBPj4+kqQFCxZoxowZWrp0qdq1a+fJ0gC3sdlsslqtmj17tiwWi+bMmeN8lJi/v798fX2dvwNnP4Q61/0OUDYI3gAAALhieHt7yzAMzZ07V5IUExOjr7/+Wi1btvRwZYD7eHt7KzAwUG3atHF+9fI6E+3+Grjz8/NltVqd7fAMvvsAAAC44gwdOlRvvfWWmjRpIkmaNGmSS39hYaFOnjyppUuXeqI8wO3OBu/c3Fz17dtXGRkZ6tu3r44dO6arrrrKw9WBI94AAAC4olgsFu3Zs0ctW7bU3LlztXnzZhUUFLgs+fn53GwKV5SzT4n28vJSWFiYhg8frrCwMOXn56t58+Yerg4c8QYAAMAV42z4qFatmiZPnqy2bdtq8ODB6t+/vzp06ODh6gDznJ37fn5+zjuaG4ahNm3aaMSIEZ4sDSJ4AwAA4Apy9vnFRUVF8vb2Vu/evWW32xUXF6eVK1eqVatWHq4Q+OeKioqUnZ2tr776yvn1z3P/22+/1alTp7R48WLVrVtXnTt39nDFsBhnPxoBAAAAyrlTp04pJCREp0+fdrmL83PPPac5c+bop59+UuXKlT1YIfDPZWdnq2HDhi5zvEqVKvrhhx9UqVIlzZo1S4MGDVJRUZGWL1+uG264wYPVQiJ4AwAA4Apy7NgxhYaGKiMjw/n8YunMUcDo6GhFRUXp888/92CFgHmKiopktVpVUFCgoqIizZgxQ88++6x69eql1157jUeKeRA3VwMAAMAVIz8/X9HR0SooKHBp9/b2VkJCgux2u4qLiz1UHWCu3NxcFRUVqbCwUN7e3urfv7+2bNmin376yXkqOjyDI94AAACoEAzDUGFhoXx9fT1dCmCanJwcBQYGurQZhiGLxeKhiiARvAEAAAAAMBWnmgMAAAAAYCKCNwAAAAAAJiJ4AwAAAABgIoI3AAAAAAAmIngDAAAAAGAigjcAwO1++OEHVa9eXb///vtFja9Tp46OHz9uak3jxo3TG2+84ZZtLV26VLfccoskqUWLFnr33Xc9Use5HDhwQE2aNPlH29iwYYNatWolu92uG2+8UZs3b77odVeuXCkvLy/5+Pg4l7S0tFLHzpo1y2Wcj4+PvLy8FBMTI8nc75c7t92+fXt9//335x1z/PhxVa9eXRaL5YJjAQBXFoI3AMDtgoKC1LBhQ9lsNk+XYorPPvtM99xzjySpQYMGqlGjhocrcq+kpCTde++9eumll5SWlqaRI0cqNjZWhw4duqj1f/nlFz3//PMqLCx0LjVr1ix17MMPP+wyLj8/X40aNdKYMWPcuUuXhWrVqunYsWPOD20AABUHwRsA4HYNGzbUxo0bVblyZU+X4nYFBQX64osv1KNHD0nSvHnzdN9993m4Kvd67733NGLECHXs2FE2m03du3dXfHy8Pv3004ta/5dfftE111xzSe89f/58RUREqEWLFpe0PgAAlyOCNwDA7Y4fP646deo4T3netWuX2rdvr4CAADVv3lzbtm2TdCag+fj46ODBgwoNDdXQoUOd25gzZ46io6Pl7++vevXq6c0335RhGJKktWvXqkuXLurdu7dCQ0OVk5Oj9u3ba+PGjRo+fLiqVq2qmjVr6q233iq1vj59+mjOnDl6/PHHZbfbFRkZqS+//FL5+fkaMmSIKleurHr16mnZsmUl1v36668VHR2tq666SpLUtWtXrV27VpIuWMONN96oF154Qc8884xCQkKc7UlJSbr77rtVqVIlVa5cWb169dIff/zh7K9Tp44+/PBDBQcH69NPP9XHH3+sJ554QosWLVJ0dLQqVaqk2NhYpaenl6h37dq16tq1qz777DPVq1dPdrtdTz75pIqLi7Vw4UJdc801CgkJ0dChQ1VUVCRJqlu3rvNU77PCw8PPebr4X+3atUtRUVEXNfbPDMPQSy+9pLFjx5bomz59uq655hpZrVZdd911Wrhw4UVtc8WKFWrTpo0CAgJUrVo1Pfjggzpw4IDLmKlTpyoyMlJ2u119+/ZVXl6eS/+7776r+vXry2azqUWLFlq1apV69uyptWvXKicnRz4+Pvrmm2904403lvi+Xax/MicBAJc/gjcAwFTp6emKj4/Xq6++qvT0dD322GOKiYlRQUGBGjdurMLCQl199dU6cuSIJk6cKOlMEJo8ebI++eQTZWdna/HixVq5cqVGjhzp3O6aNWvUqFEjHTx4UIGBgZKkJ554QrVr19ahQ4f09ddfa9KkSecMKgkJCYqOjtbRo0c1bdo0Pfzwwxo4cKCioqL0xx9/aMaMGYqPj1dOTo7Lep999pl69ux5zv09Xw2bN29WQkKCXn31VZ08eVKSdOjQIXXu3Fm9e/fW0aNH9dtvv6lp06Zq3769srKynNudOXOm9u/f73zvtWvX6v3339dXX32l1NRU1ahRQ4MGDSq1pp9++kmzZs3SunXrlJSUpB9++EGDBg3S9OnTtXr1aiUlJWn79u2aM2eOJGnYsGFq0KCByzaWLFmi5s2bn3O//+yXX35R9+7dVbVqVfXs2VNHjx69qPW++OILVa1aVa1bt3Zp//DDD7VixQp98cUXOnHihCZMmKAhQ4bok08+Oe/2/ve//2ngwIEaOXKkjh49qqSkJLVp00Y333yzMjIyJJ25xnzt2rXasmWLkpKSlJ6erueff965jbFjx2r69OmaO3euTpw4oXfeeUfPPvustm/fLkkKDAxUYWGhbrnlFm3evFmLFy++qH0tzaXOSQBAOWAAAOBmx44dM66++mojOTnZkGRs3rzZpb9FixbGd99953x99dVXG8eOHTMMwzDy8vKM2rVrO1+f5XA4jNq1axtHjx411qxZY4SEhBj5+fnO/ltuucV47LHHXNaZNGmSMWjQIMMwDOP55583Xn/9dcMwDCM+Pt647777XMbefvvtxv333+/Sdtdddxnr1q1zvi4oKDCqVatmHDp0yNnWpUsXY82aNRdVw1/rMAzDGDRokPH+++8bfzV8+HDjrbfecn5/Pv30U2ffjBkzjKpVqxrZ2dnOtszMTCMkJMQoLi42kpOTjcaNGxuGYRhr1qwxrFarkZGR4Rw7b948w2azGSdOnHC2ffrpp0bfvn1L1HH2/a677jqjoKCg1P4/y83NNRYsWGBkZGQYJ0+eNMaOHWu0adPmgusZxpl5cfZ7edbzzz9vNG/e3CgqKnJp37JlixEWFlai/az8/HwjLCzM2LFjR4m+P/74w7nt6Ohoo7i42Nm3e/duIzo62jAMwzh8+LBRvXp148iRIy7rp6amGkFBQS613nLLLcbWrVsvaj9LG3upcxIAUD5wxBsAYKpatWqpVatWLm3169fXkSNHSh2/Y8cOHT58WLVr15bVanUudrtdaWlp+umnnyRJ0dHR8vX1dVm3e/fuF/0+7du3d3ldvXp1tWvXzqWtatWqLqdvr1q1SlFRUQoLCzvn/v6dGiTpm2++0bBhw1z21Wq1atKkSfrxxx+d45o1a+ayXufOnZ1H+iXJbrfLZrMpOzu7xHtcd911Lqe2V69eXU2aNHG5Bv+v+3rW1q1b9cwzz+i///2vfHx8zrkfZ1mtVsXFxSkkJETBwcF64YUXdPr0ae3YseO8661YsUL+/v4lfi6SFBMTIy8v1z9ZWrZsqUqVKikpKanU7e3YsUO1atUq9e7uoaGhzv+OjY2VxWJxvo6MjHT+vL799lvdcsstJW4MV7t2bbVp0+a8+3MpLmVOAgDKB4I3AMBUwcHBJdr8/PzkcDjOuU7Lli2Vl5dXYsnPz1fHjh0lnQmaF3qv873PX2/85uPjoypVqri0eXl5qbCw0Pn6z3czP5e/U8NZP/30U4l9dTgcmjVrlnPMX/f373xfL2VfJSklJUVxcXH66KOP1KhRo/Puw/lERkbq0KFDeuaZZ1weG/bLL784x5zr2m5JJer6q/vuu89luzk5OSoqKrrgelLJ76Ovr6/ze2ixWJz3Ffg73n//fZd6li5delHrXerPCQBw+SN4AwBM9dcjlRfSpEkTHTx4UCkpKS7t2dnZevzxx1VcXCxJ8vb2/kfvVdr65zuiW1hYqMWLFzvvZn4uf3d/27Ztqy+++KJE+2uvveY8ui+VrNfMfZWkU6dOqWvXrnr66afVtWvXi3qf/Px8derUSbm5uc42h8OhrVu3qmHDhnr11VddHh3WuHFjSWeO+jscDt1+++2lbjcxMVEFBQUubZs3b1ZOTo4aNGig//3vfy7bDQwM1LXXXqvU1FT98MMPJbb35xvXne/72KZNG61bt67EGQuHDx/Wxo0bz7neoEGDXOq56667zjn2zy7l5wQAKB8I3gAAj/Py8nIGK6vVqoSEBMXGxmrr1q3Kz8/XTz/9pLvuukvVqlX728HWXVavXq0GDRqodu3a/2g7f95XSRo9erTee+89ffjhh8rKytLx48f1/PPPa8aMGapfv/4/LfuSFBUV6d5779XNN9/scqf5C/Hz81NISIgGDx6sjIwM/f7774qPj1eLFi1Ur169c643fvz48z6328/PT927d9eePXt0+vRpLVmyRD179tRbb711zvlgtVo1YcIExcTEaOHChTp16pQyMjI0ceJEtW7d2nlzu/MJDQ3VoEGDdOedd2rLli3Ky8vTpk2b1L17d5fT1aWSP1cAAP6M4A0A8Lhbb71V9evX16ZNmyRJjz/+uIYOHar4+HgFBQWpR48e6tGjh8aPH++xGhMTEy94mvnFuOmmm/Tyyy87A214eLhWrFihRYsWqVatWmrYsKH27duntWvXulzDXZaefPJJLV++XJMnT3Y5ZbpDhw4XXHfatGkqKipSvXr11LhxYwUEBGj69OnnHH/q1ClVrVpVd9999znHPPjgg7r33nvVrVs3Va5cWWPHjtUHH3xwwZ9H//79NXHiRL344ouqXr26oqKitG3bNq1fv97lmvfzGTdunPr376/evXsrJCREw4cP13/+8x81bdrUZVz79u3VoUOHi37WOQCgYrEYl3LxEgAAFUhRUZGuuuoq/fDDDwoPD/d0OQAAoJzhiDcAABdw/PhxjRkzhtAtqUOHDi5Hwf+8/PmadAAA8P9wxBsAAAAAABNxxBsAAAAAABMRvAEAAAAAMBHBGwAAAAAAExG8AQAAAAAwEcEbAAAAAAATEbwBAAAAADARwRsAAAAAABMRvAEAAAAAMNH/B5V1G0CF3cFXAAAAAElFTkSuQmCC","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m_checkpoint-44 **********\n","internlm/internlm2_5-7b-chat-1m_checkpoint-44\n","不是      1329\n","是       1213\n","不重要      377\n","回答正确      42\n","问法错误      39\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m_checkpoint-88 **********\n","internlm/internlm2_5-7b-chat-1m_checkpoint-88\n","不是      1288\n","是       1154\n","不重要      470\n","问法错误      53\n","回答正确      35\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m_checkpoint-132 **********\n","internlm/internlm2_5-7b-chat-1m_checkpoint-132\n","不是      1314\n","是       1211\n","不重要      398\n","问法错误      40\n","回答正确      37\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m_checkpoint-176 **********\n","internlm/internlm2_5-7b-chat-1m_checkpoint-176\n","不是       1243\n","是        1155\n","不重要       497\n","问法错误       69\n","回答正确       35\n","死亡很久了       1\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["for col in df.columns[5:]:\n","    print(\"*\" * 10, col, \"*\" * 10)\n","    print(df[col].value_counts())\n","    plot_value_counts(df, col)"]},{"cell_type":"code","execution_count":13,"metadata":{},"outputs":[],"source":["import re\n","\n","\n","def clean_up(df, model_name):\n","    df[model_name] = df[model_name].apply(\n","        lambda x: re.sub(r\"回答.*是\", \"是\", x)\n","        .replace(\"死亡很久了\", \"是\")\n","        .replace(\"是男孩\", \"是\")\n","        .replace(\"。\", \"\")\n","        .strip()\n","    )\n","    return df"]},{"cell_type":"code","execution_count":14,"metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m **********\n","internlm/internlm2_5-7b-chat-1m\n","不是     1670\n","是      1284\n","不重要      46\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m_checkpoint-44 **********\n","internlm/internlm2_5-7b-chat-1m_checkpoint-44\n","不是      1329\n","是       1213\n","不重要      377\n","回答正确      42\n","问法错误      39\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m_checkpoint-88 **********\n","internlm/internlm2_5-7b-chat-1m_checkpoint-88\n","不是      1288\n","是       1154\n","不重要      470\n","问法错误      53\n","回答正确      35\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m_checkpoint-132 **********\n","internlm/internlm2_5-7b-chat-1m_checkpoint-132\n","不是      1314\n","是       1211\n","不重要      398\n","问法错误      40\n","回答正确      37\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"},{"name":"stdout","output_type":"stream","text":["********** internlm/internlm2_5-7b-chat-1m_checkpoint-176 **********\n","internlm/internlm2_5-7b-chat-1m_checkpoint-176\n","不是      1243\n","是       1156\n","不重要      497\n","问法错误      69\n","回答正确      35\n","Name: count, dtype: int64\n"]},{"data":{"image/png":"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","text/plain":["<Figure size 1200x600 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["for col in df.columns[5:]:\n","    df = clean_up(df, col)\n","    print(\"*\" * 10, col, \"*\" * 10)\n","    print(df[col].value_counts())\n","    plot_value_counts(df, col)"]},{"cell_type":"code","execution_count":15,"metadata":{},"outputs":[],"source":["import pandas as pd\n","import numpy as np\n","from sklearn.metrics import accuracy_score, precision_score, recall_score, f1_score\n","\n","\n","def calc_metrics_for_col(df, col):\n","    y_true = df[\"label\"]\n","    y_pred = df[col]\n","\n","    accuracy = accuracy_score(y_true, y_pred)\n","    precision = precision_score(y_true, y_pred, average=\"weighted\", labels=np.unique(y_pred))\n","    recall = recall_score(y_true, y_pred, average=\"weighted\", labels=np.unique(y_pred))\n","    f1 = f1_score(y_true, y_pred, average=\"weighted\", labels=np.unique(y_pred))\n","\n","    return accuracy, float(precision), float(recall), float(f1)"]},{"cell_type":"code","execution_count":16,"metadata":{},"outputs":[{"name":"stderr","output_type":"stream","text":["/var/folders/7x/56svhln929zdh2xhr3mwqg4r0000gn/T/ipykernel_89453/961288552.py:9: FutureWarning: The behavior of DataFrame concatenation with empty or all-NA entries is deprecated. In a future version, this will no longer exclude empty or all-NA columns when determining the result dtypes. To retain the old behavior, exclude the relevant entries before the concat operation.\n","  perf_df = pd.concat([perf_df, pd.DataFrame([new_model_metrics])], ignore_index=True)\n"]},{"data":{"text/html":["<div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>epoch</th>\n","      <th>model</th>\n","      <th>accuracy</th>\n","      <th>precision</th>\n","      <th>recall</th>\n","      <th>f1</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>0</td>\n","      <td>internlm/internlm2_5-7b-chat-1m</td>\n","      <td>0.759667</td>\n","      <td>0.741854</td>\n","      <td>0.781014</td>\n","      <td>0.758887</td>\n","    </tr>\n","    <tr>\n","      <th>1</th>\n","      <td>1</td>\n","      <td>internlm/internlm2_5-7b-chat-1m_checkpoint-44</td>\n","      <td>0.761667</td>\n","      <td>0.810873</td>\n","      <td>0.761667</td>\n","      <td>0.780018</td>\n","    </tr>\n","    <tr>\n","      <th>2</th>\n","      <td>2</td>\n","      <td>internlm/internlm2_5-7b-chat-1m_checkpoint-88</td>\n","      <td>0.741333</td>\n","      <td>0.816182</td>\n","      <td>0.741333</td>\n","      <td>0.769524</td>\n","    </tr>\n","    <tr>\n","      <th>3</th>\n","      <td>3</td>\n","      <td>internlm/internlm2_5-7b-chat-1m_checkpoint-132</td>\n","      <td>0.755000</td>\n","      <td>0.809829</td>\n","      <td>0.755000</td>\n","      <td>0.775657</td>\n","    </tr>\n","    <tr>\n","      <th>4</th>\n","      <td>4</td>\n","      <td>internlm/internlm2_5-7b-chat-1m_checkpoint-176</td>\n","      <td>0.719000</td>\n","      <td>0.803307</td>\n","      <td>0.719000</td>\n","      <td>0.750319</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>"],"text/plain":["  epoch                                           model  accuracy  precision  \\\n","0     0                 internlm/internlm2_5-7b-chat-1m  0.759667   0.741854   \n","1     1   internlm/internlm2_5-7b-chat-1m_checkpoint-44  0.761667   0.810873   \n","2     2   internlm/internlm2_5-7b-chat-1m_checkpoint-88  0.741333   0.816182   \n","3     3  internlm/internlm2_5-7b-chat-1m_checkpoint-132  0.755000   0.809829   \n","4     4  internlm/internlm2_5-7b-chat-1m_checkpoint-176  0.719000   0.803307   \n","\n","     recall        f1  \n","0  0.781014  0.758887  \n","1  0.761667  0.780018  \n","2  0.741333  0.769524  \n","3  0.755000  0.775657  \n","4  0.719000  0.750319  "]},"execution_count":16,"metadata":{},"output_type":"execute_result"}],"source":["import pandas as pd\n","\n","perf_df = pd.DataFrame(columns=[\"epoch\", \"model\", \"accuracy\", \"precision\", \"recall\", \"f1\"])\n","for i, col in enumerate(df.columns[5:]):\n","    accuracy, precision, recall, f1 = calc_metrics_for_col(df, col)\n","    new_model_metrics = {\"epoch\": i, \"model\": col, \"accuracy\": accuracy, \"precision\": precision, \"recall\": recall, \"f1\": f1}\n","\n","    # Convert the dictionary to a DataFrame and concatenate it with the existing DataFrame\n","    perf_df = pd.concat([perf_df, pd.DataFrame([new_model_metrics])], ignore_index=True)\n","\n","perf_df"]},{"cell_type":"code","execution_count":17,"metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["<Figure size 1200x500 with 1 Axes>"]},"metadata":{},"output_type":"display_data"}],"source":["# plot metrics for each model\n","import matplotlib.pyplot as plt\n","\n","fig, ax = plt.subplots(1, 1, figsize=(12, 5))\n","\n","perf_df.plot(x=\"epoch\", y=[\"accuracy\", \"precision\", \"recall\", \"f1\"], kind=\"bar\", ax=ax)\n","\n","# add values on top of bars\n","for p in ax.patches:\n","    ax.annotate(\n","        f\"{p.get_height():.2f}\",\n","        (p.get_x() + p.get_width() / 2, p.get_height()),\n","        ha=\"center\",\n","        va=\"bottom\",\n","        fontsize=10,\n","    )\n","\n","# add title and labels\n","# ax.set_title(\"Metrics for different settings\")\n","# ax.set_ylabel(\"Value\")\n","ax.set_xlabel(\"Epoch (0: base model, 1-4: fine-tuned models)\")\n","# rotate x labels\n","plt.xticks(rotation=0)\n","\n","# set legend at the right to avoid overlapping with bars\n","plt.legend(loc=\"center left\", bbox_to_anchor=(1.0, 0.5))\n","# plt.tight_layout()\n","\n","plt.show()"]},{"cell_type":"code","execution_count":18,"metadata":{},"outputs":[],"source":["perf_df.to_csv(\"results/mgtv-results_p1_full_metrics.csv\", index=False)"]}],"metadata":{"accelerator":"GPU","application/vnd.databricks.v1+notebook":{"dashboards":[],"environmentMetadata":null,"language":"python","notebookMetadata":{"pythonIndentUnit":4},"notebookName":"07_MAC_+_Qwen2-7B-Instructi_Unsloth_train","widgets":{}},"colab":{"gpuType":"T4","provenance":[]},"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.11.9"}},"nbformat":4,"nbformat_minor":0}