RE task 기초 베이스라인

  • Task : KLUE-RE

  • 담당자: 이승미 님

  • 최종수정일: 21-09-15

  • 본 자료는 가짜연구소 3기 KLUE 로 모델 평가하기 크루 활동으로 작성됨

00 Relation Task

  • 목표 : - 모델이 적합하게 두 개체의 관계를 이해했는지 평가하기에 적합

  • 데이터 구성 : 위키피디아, 위키트리(뉴스 도메인), 정책 브리핑(뉴스 도메인)

    • Train : 32470

    • Dev : 7765

    • Test : 7766

  • 평가지표 :

    • Micro F1 : Major Negative class(no relation) 을 제외하고 score 측정

    • AUPRC(area under the precision-recall curve) : x축을 Recall, y축을 Precision으로 설정하여 그린 곡선 아래의 면적 값인 모델 평가

  • Relation

    • person-related relations 18개

    • organization-related relations 11개

    • no_relation

    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)

01 init

공식 KLUE github 의 KLUE-baseline 을 바탕으로 작성


Install packages

공식 KLUE github에서 pipline과 dataset을 clon

!git clone --recursive https://github.com/KLUE-benchmark/KLUE-Baseline.git
Cloning into 'KLUE-Baseline'...
remote: Enumerating objects: 74, done.
remote: Counting objects: 100% (74/74), done.
remote: Compressing objects: 100% (63/63), done.
remote: Total 74 (delta 18), reused 63 (delta 10), pack-reused 0
Unpacking objects: 100% (74/74), done.
Submodule 'data' (https://github.com/KLUE-benchmark/KLUE) registered for path 'data'
Cloning into '/content/KLUE-Baseline/data'...
remote: Enumerating objects: 154, done.        
remote: Counting objects: 100% (154/154), done.        
remote: Compressing objects: 100% (134/134), done.        
remote: Total 154 (delta 42), reused 42 (delta 4), pack-reused 0        
Receiving objects: 100% (154/154), 41.65 MiB | 14.77 MiB/s, done.
Resolving deltas: 100% (42/42), done.
Submodule path 'data': checked out '1cc52e64c0e0b6915577244f7439c55a42199a64'
!pip install -r KLUE-Baseline/requirements.txt
Ignoring dataclasses: markers 'python_version < "3.7"' don't match your environment
Collecting torch==1.7.0
  Downloading torch-1.7.0-cp37-cp37m-manylinux1_x86_64.whl (776.7 MB)
     |████████████████████████████████| 776.7 MB 4.6 kB/s 
?25hCollecting transformers==3.5.1
  Downloading transformers-3.5.1-py3-none-any.whl (1.3 MB)
     |████████████████████████████████| 1.3 MB 38.0 MB/s 
?25hCollecting pytorch-lightning==1.1.0
  Downloading pytorch_lightning-1.1.0-py3-none-any.whl (665 kB)
     |████████████████████████████████| 665 kB 38.7 MB/s 
?25hCollecting fsspec==2021.4.0
  Downloading fsspec-2021.4.0-py3-none-any.whl (108 kB)
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?25hCollecting overrides==3.1.0
  Downloading overrides-3.1.0.tar.gz (11 kB)
Collecting scikit-learn==0.24.1
  Downloading scikit_learn-0.24.1-cp37-cp37m-manylinux2010_x86_64.whl (22.3 MB)
     |████████████████████████████████| 22.3 MB 1.6 MB/s 
?25hCollecting seqeval
  Downloading seqeval-1.2.2.tar.gz (43 kB)
     |████████████████████████████████| 43 kB 2.2 MB/s 
?25hRequirement already satisfied: typing-extensions in /usr/local/lib/python3.7/dist-packages (from torch==1.7.0->-r KLUE-Baseline/requirements.txt (line 2)) (3.7.4.3)
Requirement already satisfied: future in /usr/local/lib/python3.7/dist-packages (from torch==1.7.0->-r KLUE-Baseline/requirements.txt (line 2)) (0.16.0)
Requirement already satisfied: numpy in /usr/local/lib/python3.7/dist-packages (from torch==1.7.0->-r KLUE-Baseline/requirements.txt (line 2)) (1.19.5)
Collecting dataclasses
  Downloading dataclasses-0.6-py3-none-any.whl (14 kB)
Requirement already satisfied: protobuf in /usr/local/lib/python3.7/dist-packages (from transformers==3.5.1->-r KLUE-Baseline/requirements.txt (line 3)) (3.17.3)
Requirement already satisfied: tqdm>=4.27 in /usr/local/lib/python3.7/dist-packages (from transformers==3.5.1->-r KLUE-Baseline/requirements.txt (line 3)) (4.62.3)
Collecting tokenizers==0.9.3
  Downloading tokenizers-0.9.3-cp37-cp37m-manylinux1_x86_64.whl (2.9 MB)
     |████████████████████████████████| 2.9 MB 40.4 MB/s 
?25hCollecting sentencepiece==0.1.91
  Downloading sentencepiece-0.1.91-cp37-cp37m-manylinux1_x86_64.whl (1.1 MB)
     |████████████████████████████████| 1.1 MB 47.5 MB/s 
?25hRequirement already satisfied: filelock in /usr/local/lib/python3.7/dist-packages (from transformers==3.5.1->-r KLUE-Baseline/requirements.txt (line 3)) (3.0.12)
Requirement already satisfied: regex!=2019.12.17 in /usr/local/lib/python3.7/dist-packages (from transformers==3.5.1->-r KLUE-Baseline/requirements.txt (line 3)) (2019.12.20)
Collecting sacremoses
  Downloading sacremoses-0.0.46-py3-none-any.whl (895 kB)
     |████████████████████████████████| 895 kB 43.2 MB/s 
?25hRequirement already satisfied: packaging in /usr/local/lib/python3.7/dist-packages (from transformers==3.5.1->-r KLUE-Baseline/requirements.txt (line 3)) (21.0)
Requirement already satisfied: requests in /usr/local/lib/python3.7/dist-packages (from transformers==3.5.1->-r KLUE-Baseline/requirements.txt (line 3)) (2.23.0)
Requirement already satisfied: tensorboard>=2.2.0 in /usr/local/lib/python3.7/dist-packages (from pytorch-lightning==1.1.0->-r KLUE-Baseline/requirements.txt (line 4)) (2.6.0)
Collecting future
  Downloading future-0.18.2.tar.gz (829 kB)
     |████████████████████████████████| 829 kB 33.7 MB/s 
?25hCollecting PyYAML>=5.1
  Downloading PyYAML-5.4.1-cp37-cp37m-manylinux1_x86_64.whl (636 kB)
     |████████████████████████████████| 636 kB 37.8 MB/s 
?25hRequirement already satisfied: joblib>=0.11 in /usr/local/lib/python3.7/dist-packages (from scikit-learn==0.24.1->-r KLUE-Baseline/requirements.txt (line 12)) (1.0.1)
Requirement already satisfied: scipy>=0.19.1 in /usr/local/lib/python3.7/dist-packages (from scikit-learn==0.24.1->-r KLUE-Baseline/requirements.txt (line 12)) (1.4.1)
Collecting threadpoolctl>=2.0.0
  Downloading threadpoolctl-2.2.0-py3-none-any.whl (12 kB)
Requirement already satisfied: markdown>=2.6.8 in /usr/local/lib/python3.7/dist-packages (from tensorboard>=2.2.0->pytorch-lightning==1.1.0->-r KLUE-Baseline/requirements.txt (line 4)) (3.3.4)
Requirement already satisfied: tensorboard-data-server<0.7.0,>=0.6.0 in /usr/local/lib/python3.7/dist-packages (from tensorboard>=2.2.0->pytorch-lightning==1.1.0->-r KLUE-Baseline/requirements.txt (line 4)) (0.6.1)
Requirement already satisfied: absl-py>=0.4 in /usr/local/lib/python3.7/dist-packages (from tensorboard>=2.2.0->pytorch-lightning==1.1.0->-r KLUE-Baseline/requirements.txt (line 4)) (0.12.0)
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dataset

KLUE RE 데이터셋

  • Train : klue-re-v1.1_train.json

  • Dev : klue-re-v1.1_dev.json

import os
import json

dataset_path = os.path.join('/content/KLUE-Baseline/data/klue_benchmark/klue-re-v1.1/klue-re-v1.1_train.json')
with open(dataset_path, "r", encoding="utf-8") as f:
    dataset = json.load(f)
  • label

  • object_entity
    subject entity

    • index

    • type

    • word

  • source

  • sentence

dataset[0]
{'guid': 'klue-re-v1_train_00000',
 'label': 'no_relation',
 'object_entity': {'end_idx': 18,
  'start_idx': 13,
  'type': 'PER',
  'word': '조지 해리슨'},
 'sentence': '〈Something〉는 조지 해리슨이 쓰고 비틀즈가 1969년 앨범 《Abbey Road》에 담은 노래다.',
 'source': 'wikipedia',
 'subject_entity': {'end_idx': 26,
  'start_idx': 24,
  'type': 'ORG',
  'word': '비틀즈'}}

Input

  • 문장

  • Entity Span에 대한 정보

    • entity의 위치 (start idx, end idx)

    • entity의 위치를 표현하기 위해서 entity special token을 이용 ex) <obj>마크 주커버그<obj> 는 2004년 <subj> 페이스북 </subj> 을 설립했다.

import sys

sys.path.insert(0, '/content/KLUE-Baseline/klue_baseline/data')
import argparse
import json
import logging
import os
from typing import Any, List, Optional, Tuple

import torch
from overrides import overrides
from torch.utils.data import TensorDataset
from transformers import PreTrainedTokenizer

from base import DataProcessor, InputExample, InputFeatures, KlueDataModule

Checks tokenizer type \

  • 해당 baselinde에서는 wordpiece, sentencepiece 만 지원

import logging
from typing import List, Optional, Union

import transformers
from transformers import PreTrainedTokenizer

logger = logging.getLogger(__name__)

def check_tokenizer_type(tokenizer: PreTrainedTokenizer) -> str:

    if isinstance(tokenizer, transformers.XLMRobertaTokenizer):
        logger.info(f"Using {type(tokenizer).__name__} for fixing tokenization result")
        return "xlm-sp"  # Sentencepiece
    elif isinstance(tokenizer, transformers.BertTokenizer):
        logger.info(f"Using {type(tokenizer).__name__} for fixing tokenization result")
        return "bert-wp"  # Wordpiece (including BertTokenizer & ElectraTokenizer)
    else:
        logger.warn(
            "If you are using other tokenizer (e.g. bbpe), you should change code in `fix_tokenization_error()`"
        )
        return "other"

<obj> <subj> 토큰 추가

class KlueREProcessor(DataProcessor):

    datamodule_type = KlueDataModule

    def __init__(self, tokenizer: PreTrainedTokenizer) -> None:
        super().__init__(self, tokenizer)

        # special tokens to mark the subject/object entity boundaries
        self.subject_start_marker = "<subj>"
        self.subject_end_marker = "</subj>"
        self.object_start_marker = "<obj>"
        self.object_end_marker = "</obj>"

        self.tokenizer.add_special_tokens(
            {
                "additional_special_tokens": [
                    self.subject_start_marker,
                    self.subject_end_marker,
                    self.object_start_marker,
                    self.object_end_marker,
                ]
            }
        )

        # Load relation class
        relation_class_file_path = os.path.join('/content/KLUE-Baseline/data/klue_benchmark/klue-re-v1.1/relation_list.json')

        with open(relation_class_file_path, "r", encoding="utf-8") as f:
            self.relation_class = json.load(f)["relations"]

        # Check type of tokenizer
        self.tokenizer_type = check_tokenizer_type(tokenizer)

    overrides
    def get_labels(self) -> Any:
        return self.relation_class
    

    def _create(self, data) -> List[InputExample]:
        examples = []
        guid = data["guid"]
        text = data["sentence"]
        subject_entity = data["subject_entity"]
        object_entity = data["object_entity"]
        label = data["label"]

        text = self._mark_entity_spans(
            text=text,
            subject_range=(int(subject_entity["start_idx"]), int(subject_entity["end_idx"])),
            object_range=(int(object_entity["start_idx"]), int(object_entity["end_idx"])),
        )
        examples.append(InputExample(guid=guid, text_a=text, label=label))

        return examples

    def _mark_entity_spans(
        self,
        text: str,
        subject_range: Tuple[int, int],
        object_range: Tuple[int, int],
    ) -> str:
        """Adds entity markers to the text to identify the subject/object entities.
        Args:
            text: Original sentence
            subject_range: Pair of start and end indices of subject entity
            object_range: Pair of start and end indices of object entity
        Returns:
            A string of text with subject/object entity markers
        """
        if subject_range < object_range:
            segments = [
                text[: subject_range[0]],
                self.subject_start_marker,
                text[subject_range[0] : subject_range[1] + 1],
                self.subject_end_marker,
                text[subject_range[1] + 1 : object_range[0]],
                self.object_start_marker,
                text[object_range[0] : object_range[1] + 1],
                self.object_end_marker,
                text[object_range[1] + 1 :],
            ]
        elif subject_range > object_range:
            segments = [
                text[: object_range[0]],
                self.object_start_marker,
                text[object_range[0] : object_range[1] + 1],
                self.object_end_marker,
                text[object_range[1] + 1 : subject_range[0]],
                self.subject_start_marker,
                text[subject_range[0] : subject_range[1] + 1],
                self.subject_end_marker,
                text[subject_range[1] + 1 :],
            ]
        else:
            raise ValueError("Entity boundaries overlap.")

        marked_text = "".join(segments)

        return marked_text

    def _convert_example_to_features(self, examples: List[InputExample]) -> List[InputFeatures]:
        max_length = 128
        if max_length is None:
            max_length = self.tokenizer.max_len

        label_map = {label: i for i, label in enumerate(self.get_labels())}
        labels = [label_map[example.label] for example in examples]

        def fix_tokenization_error(text: str, tokenizer_type: str) -> Any:
            """Fix the tokenization due to the `obj` and `subj` marker inserted
            in the middle of a word.
            Example:
                >>> text = "<obj>조지 해리슨</obj>이 쓰고 <subj>비틀즈</subj>가"
                >>> tokens = ['<obj>', '조지', '해리', '##슨', '</obj>', '이', '쓰', '##고', '<subj>', '비틀즈', '</subj>', '가']
                >>> fix_tokenization_error(text, tokenizer_type="bert-wp")
                ['<obj>', '조지', '해리', '##슨', '</obj>', '##이', '쓰', '##고', '<subj>', '비틀즈', '</subj>', '##가']
            """
            tokens = self.tokenizer.tokenize(text)
            # subject
            if text[text.find(self.subject_end_marker) + len(self.subject_end_marker)] != " ":
                space_idx = tokens.index(self.subject_end_marker) + 1
                if tokenizer_type == "xlm-sp":
                    if tokens[space_idx] == "▁":
                        tokens.pop(space_idx)
                    elif tokens[space_idx].startswith("▁"):
                        tokens[space_idx] = tokens[space_idx][1:]
                elif tokenizer_type == "bert-wp":
                    if not tokens[space_idx].startswith("##") and "가" <= tokens[space_idx][0] <= "힣":
                        tokens[space_idx] = "##" + tokens[space_idx]

            # object
            if text[text.find(self.object_end_marker) + len(self.object_end_marker)] != " ":
                space_idx = tokens.index(self.object_end_marker) + 1
                if tokenizer_type == "xlm-sp":
                    if tokens[space_idx] == "▁":
                        tokens.pop(space_idx)
                    elif tokens[space_idx].startswith("▁"):
                        tokens[space_idx] = tokens[space_idx][1:]
                elif tokenizer_type == "bert-wp":
                    if not tokens[space_idx].startswith("##") and "가" <= tokens[space_idx][0] <= "힣":
                        tokens[space_idx] = "##" + tokens[space_idx]

            return tokens

        tokenized_examples = [fix_tokenization_error(example.text_a, self.tokenizer_type) for example in examples]
        batch_encoding = self.tokenizer.batch_encode_plus(
            [(self.tokenizer.convert_tokens_to_ids(tokens), None) for tokens in tokenized_examples],
            max_length=max_length,
            padding="max_length",
            truncation=True,
        )

        features = []
        for i in range(len(examples)):
            inputs = {k: batch_encoding[k][i] for k in batch_encoding}

            feature = InputFeatures(**inputs, label=labels[i])
            features.append(feature)

        for i in range(1):
            print("*** Example ***")
            print("guid: %s" % (examples[i].guid))
            print("origin example: %s" % examples[i])
            print("origin tokens: %s" % self.tokenizer.tokenize(examples[i].text_a))
            print("fixed tokens: %s" % tokenized_examples[i])
            print("features: %s" % features[i])

        return features

    def _create_dataset(self, data) -> TensorDataset:
        examples = self._create(data)
        features = self._convert_example_to_features(examples)

        all_input_ids = torch.tensor([f.input_ids for f in features], dtype=torch.long)
        all_attention_mask = torch.tensor([f.attention_mask for f in features], dtype=torch.long)
        # Some model does not make use of token type ids (e.g. RoBERTa)
        all_token_type_ids = torch.tensor(
            [0 if f.token_type_ids is None else f.token_type_ids for f in features], dtype=torch.long
        )
        all_labels = torch.tensor([f.label for f in features], dtype=torch.long)

        return TensorDataset(all_input_ids, all_attention_mask, all_token_type_ids, all_labels)

데이터 input 형식 확인

data = {
        "guid": "klue-re-v1_dev_00014",
        "sentence": "엠비아이는 ‘서울국제발명전시회’에서 '파워트레인(POWERTRAIN)\"'으로 영예의 대상을 차지했다.",
        "subject_entity": {
            "word": "엠비아이",
            "start_idx": 0,
            "end_idx": 3,
            "type": "ORG"
        },
        "object_entity": {
            "word": "파워트레인",
            "start_idx": 21,
            "end_idx": 25,
            "type": "POH"
        },
        "label": "org:product",
        "source": "wikitree"
    }
from transformers import AutoTokenizer

tokenizer = AutoTokenizer.from_pretrained('monologg/koelectra-base-v3-discriminator')

processor = KlueREProcessor(tokenizer)
processor._create_dataset(data)
*** Example ***
guid: klue-re-v1_dev_00014
origin example: InputExample(guid='klue-re-v1_dev_00014', text_a='<subj>엠비아이</subj>는 ‘서울국제발명전시회’에서 \'<obj>파워트레인</obj>(POWERTRAIN)"\'으로 영예의 대상을 차지했다.', text_b=None, label='org:product')
origin tokens: ['<subj>', '엠', '##비아', '##이', '</subj>', '는', '‘', '서울', '##국', '##제', '##발', '##명', '##전', '##시', '##회', '’', '에서', "'", '<obj>', '파워', '##트', '##레인', '</obj>', '(', 'PO', '##W', '##ER', '##TRA', '##IN', ')', '"', "'", '으로', '영예', '##의', '대상', '##을', '차지', '##했', '##다', '.']
fixed tokens: ['<subj>', '엠', '##비아', '##이', '</subj>', '##는', '‘', '서울', '##국', '##제', '##발', '##명', '##전', '##시', '##회', '’', '에서', "'", '<obj>', '파워', '##트', '##레인', '</obj>', '(', 'PO', '##W', '##ER', '##TRA', '##IN', ')', '"', "'", '으로', '영예', '##의', '대상', '##을', '차지', '##했', '##다', '.']
features: InputFeatures(input_ids=[2, 35000, 3134, 8318, 4007, 35001, 4034, 144, 6265, 4113, 4106, 4387, 4282, 4068, 4114, 4213, 145, 6215, 11, 35002, 9198, 4039, 10007, 35003, 12, 21504, 4198, 12204, 25541, 17471, 13, 6, 11, 6214, 20217, 4234, 6391, 4292, 6838, 4398, 4176, 18, 3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=8)
<torch.utils.data.dataset.TensorDataset at 0x7fe5d73b6850>

02 Train

KLUE에서 공개한 사전 학습 시킨 RoBERTa, BERT를 통해서 Train

metric_key

  • micro f1

  • auprc

!python KLUE-Baseline/run_klue.py \
train \
--task klue-re \
--output_dir ./re \
--data_dir ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1 \
--model_name_or_path klue/roberta-base \
--learning_rate 2e-5 \
--num_train_epochs 4 \
--train_batch_size 32 \
--eval_batch_size 16 \
--warmup_ratio 0.2 \
--patience 10000 \
--max_seq_length 256 \
--metric_key auprc \
--gpus 0 \
/usr/local/lib/python3.7/dist-packages/pytorch_lightning/utilities/distributed.py:50: UserWarning: MetricBase will save all targets and predictions in buffer. For large datasets this may lead to large memory footprint.
  warnings.warn(*args, **kwargs)
09/29/2021 09:49:28 - INFO - __main__ - Arguments:
09/29/2021 09:49:28 - INFO - __main__ - 	                command : train
09/29/2021 09:49:28 - INFO - __main__ - 	                   task : klue-re
09/29/2021 09:49:28 - INFO - __main__ - 	             output_dir : ./re
09/29/2021 09:49:28 - INFO - __main__ - 	                   gpus : [0]
09/29/2021 09:49:28 - INFO - __main__ - 	                   fp16 : False
09/29/2021 09:49:28 - INFO - __main__ - 	   num_sanity_val_steps : 2
09/29/2021 09:49:28 - INFO - __main__ - 	              tpu_cores : None
09/29/2021 09:49:28 - INFO - __main__ - 	      gradient_clip_val : 1.0
09/29/2021 09:49:28 - INFO - __main__ - 	accumulate_grad_batches : 1
09/29/2021 09:49:28 - INFO - __main__ - 	                   seed : 42
09/29/2021 09:49:28 - INFO - __main__ - 	             metric_key : auprc
09/29/2021 09:49:28 - INFO - __main__ - 	               patience : 10000
09/29/2021 09:49:28 - INFO - __main__ - 	    early_stopping_mode : max
09/29/2021 09:49:28 - INFO - __main__ - 	               data_dir : ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1
09/29/2021 09:49:28 - INFO - __main__ - 	        train_file_name : None
09/29/2021 09:49:28 - INFO - __main__ - 	          dev_file_name : None
09/29/2021 09:49:28 - INFO - __main__ - 	         test_file_name : None
09/29/2021 09:49:28 - INFO - __main__ - 	            num_workers : 4
09/29/2021 09:49:28 - INFO - __main__ - 	       train_batch_size : 32
09/29/2021 09:49:28 - INFO - __main__ - 	        eval_batch_size : 16
09/29/2021 09:49:28 - INFO - __main__ - 	         max_seq_length : 256
09/29/2021 09:49:28 - INFO - __main__ - 	      relation_filename : relation_list.json
09/29/2021 09:49:28 - INFO - __main__ - 	     model_name_or_path : klue/roberta-base
09/29/2021 09:49:28 - INFO - __main__ - 	            config_name : 
09/29/2021 09:49:28 - INFO - __main__ - 	         tokenizer_name : None
09/29/2021 09:49:28 - INFO - __main__ - 	              cache_dir : 
09/29/2021 09:49:28 - INFO - __main__ - 	      encoder_layerdrop : None
09/29/2021 09:49:28 - INFO - __main__ - 	      decoder_layerdrop : None
09/29/2021 09:49:28 - INFO - __main__ - 	                dropout : None
09/29/2021 09:49:28 - INFO - __main__ - 	      attention_dropout : None
09/29/2021 09:49:28 - INFO - __main__ - 	          learning_rate : 2e-05
09/29/2021 09:49:28 - INFO - __main__ - 	           lr_scheduler : linear
09/29/2021 09:49:28 - INFO - __main__ - 	           weight_decay : 0.0
09/29/2021 09:49:28 - INFO - __main__ - 	           adam_epsilon : 1e-08
09/29/2021 09:49:28 - INFO - __main__ - 	           warmup_steps : None
09/29/2021 09:49:28 - INFO - __main__ - 	           warmup_ratio : 0.2
09/29/2021 09:49:28 - INFO - __main__ - 	             max_epochs : 1
09/29/2021 09:49:28 - INFO - __main__ - 	              adafactor : False
09/29/2021 09:49:28 - INFO - __main__ - 	     verbose_step_count : 100
Global seed set to 42
09/29/2021 09:49:28 - INFO - lightning - Global seed set to 42
GPU available: True, used: True
09/29/2021 09:49:28 - INFO - lightning - GPU available: True, used: True
TPU available: None, using: 0 TPU cores
09/29/2021 09:49:28 - INFO - lightning - TPU available: None, using: 0 TPU cores
09/29/2021 09:49:30 - INFO - klue_baseline.data.utils - Using BertTokenizer for fixing tokenization result
09/29/2021 09:49:30 - INFO - klue_baseline.data.base - Creating features from dataset file at ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1
09/29/2021 09:49:30 - INFO - klue_baseline.data.klue_re - Loading from ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1/klue-re-v1.1_train.json
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_train_00000
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_train_00000', text_a='〈Something〉는 <obj>조지 해리슨</obj>이 쓰고 <subj>비틀즈</subj>가 1969년 앨범 《Abbey Road》에 담은 노래다.', text_b=None, label='no_relation')
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin tokens: ['〈', 'So', '##me', '##th', '##ing', '〉', '는', '<obj>', '조지', '해리', '##슨', '</obj>', '이', '쓰', '##고', '<subj>', '비틀즈', '</subj>', '가', '1969', '##년', '앨범', '《', 'Ab', '##be', '##y', 'Ro', '##ad', '》', '에', '담', '##은', '노래', '##다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - fixed tokens: ['〈', 'So', '##me', '##th', '##ing', '〉', '는', '<obj>', '조지', '해리', '##슨', '</obj>', '##이', '쓰', '##고', '<subj>', '비틀즈', '</subj>', '##가', '1969', '##년', '앨범', '《', 'Ab', '##be', '##y', 'Ro', '##ad', '》', '에', '담', '##은', '노래', '##다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 168, 30985, 14451, 7088, 4586, 169, 793, 32002, 8373, 14113, 2234, 32003, 2052, 1363, 2088, 32000, 29830, 32001, 2116, 14879, 2440, 6711, 170, 21406, 26713, 2076, 25145, 5749, 171, 1421, 818, 2073, 4388, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_train_00001
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_train_00001', text_a='호남이 기반인 바른미래당·<obj>대안신당</obj>·<subj>민주평화당</subj>이 우여곡절 끝에 합당해 민생당(가칭)으로 재탄생한다.', text_b=None, label='no_relation')
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin tokens: ['호남', '##이', '기반', '##인', '바른', '##미', '##래', '##당', '·', '<obj>', '대안', '##신', '##당', '</obj>', '·', '<subj>', '민주', '##평', '##화', '##당', '</subj>', '이', '우여곡절', '끝', '##에', '합당', '##해', '민생', '##당', '(', '가칭', ')', '으로', '재', '##탄', '##생', '##한다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - fixed tokens: ['호남', '##이', '기반', '##인', '바른', '##미', '##래', '##당', '·', '<obj>', '대안', '##신', '##당', '</obj>', '·', '<subj>', '민주', '##평', '##화', '##당', '</subj>', '##이', '우여곡절', '끝', '##에', '합당', '##해', '민생', '##당', '(', '가칭', ')', '으로', '재', '##탄', '##생', '##한다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 6409, 2052, 4568, 2179, 6417, 2044, 2315, 2481, 100, 32002, 5605, 2250, 2481, 32003, 100, 32000, 3772, 2139, 2267, 2481, 32001, 2052, 16489, 711, 2170, 12827, 2097, 8646, 2481, 12, 15283, 13, 3603, 1528, 2554, 2065, 4538, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_train_00002
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_train_00002', text_a='K리그2에서 성적 1위를 달리고 있는 <subj>광주FC</subj>는 지난 26일 <obj>한국프로축구연맹</obj>으로부터 관중 유치 성과와 마케팅 성과를 인정받아 ‘풀 스타디움상’과 ‘플러스 스타디움상’을 수상했다.', text_b=None, label='org:member_of')
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin tokens: ['K', '##리그', '##2', '##에서', '성적', '1', '##위', '##를', '달리', '##고', '있', '##는', '<subj>', '광주', '##FC', '</subj>', '는', '지난', '26', '##일', '<obj>', '한국', '##프로', '##축구연맹', '</obj>', '으로부터', '관중', '유치', '성과', '##와', '마케팅', '성과', '##를', '인정받', '##아', '‘', '풀', '스타디움', '##상', '’', '과', '‘', '플러스', '스타디움', '##상', '’', '을', '수상', '##했', '##다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - fixed tokens: ['K', '##리그', '##2', '##에서', '성적', '1', '##위', '##를', '달리', '##고', '있', '##는', '<subj>', '광주', '##FC', '</subj>', '##는', '지난', '26', '##일', '<obj>', '한국', '##프로', '##축구연맹', '</obj>', '##으로부터', '관중', '유치', '성과', '##와', '마케팅', '성과', '##를', '인정받', '##아', '‘', '풀', '스타디움', '##상', '’', '과', '‘', '플러스', '스타디움', '##상', '’', '을', '수상', '##했', '##다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 47, 17665, 2302, 27135, 4610, 21, 2090, 2138, 4214, 2088, 1513, 2259, 32000, 4104, 10904, 32001, 2259, 3625, 4210, 2210, 32002, 3629, 17287, 20212, 32003, 3, 8862, 4415, 4422, 2522, 4852, 4422, 2138, 6157, 2227, 114, 1872, 14198, 2290, 115, 604, 114, 6646, 14198, 2290, 115, 1498, 4812, 2371, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=5)
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_train_00003
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_train_00003', text_a='균일가 생활용품점 (주)<subj>아성다이소</subj>(대표 <obj>박정부</obj>)는 코로나19 바이러스로 어려움을 겪고 있는 대구광역시에 행복박스를 전달했다고 10일 밝혔다.', text_b=None, label='org:top_members/employees')
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin tokens: ['균일', '##가', '생활', '##용품', '##점', '(', '주', ')', '<subj>', '아성', '##다이', '##소', '</subj>', '(', '대표', '<obj>', '박정', '##부', '</obj>', ')', '는', '코', '##로나', '##19', '바이러스', '##로', '어려움', '##을', '겪', '##고', '있', '##는', '대구', '##광역시', '##에', '행복', '##박스', '##를', '전달', '##했', '##다고', '10', '##일', '밝혔', '##다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - fixed tokens: ['균일', '##가', '생활', '##용품', '##점', '(', '주', ')', '<subj>', '아성', '##다이', '##소', '</subj>', '(', '대표', '<obj>', '박정', '##부', '</obj>', ')', '는', '코', '##로나', '##19', '바이러스', '##로', '어려움', '##을', '겪', '##고', '있', '##는', '대구', '##광역시', '##에', '행복', '##박스', '##를', '전달', '##했', '##다고', '10', '##일', '밝혔', '##다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 23306, 2116, 3799, 18319, 2532, 12, 1564, 13, 32000, 27930, 24393, 2024, 32001, 12, 3661, 32002, 6580, 2144, 32003, 13, 793, 1726, 11235, 22328, 8151, 2200, 5117, 2069, 585, 2088, 1513, 2259, 3900, 16955, 2170, 4202, 13473, 2138, 4535, 2371, 4683, 3633, 2210, 3705, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=10)
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_train_00004
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_train_00004', text_a='<obj>1967</obj>년 프로 야구 드래프트 1순위로 <subj>요미우리 자이언츠</subj>에게 입단하면서 등번호는 8번으로 배정되었다.', text_b=None, label='no_relation')
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - origin tokens: ['<obj>', '1967', '</obj>', '년', '프로', '야구', '드래프트', '1', '##순위', '##로', '<subj>', '요미우리', '자이언츠', '</subj>', '에게', '입단', '##하면', '##서', '등', '##번', '##호', '##는', '8', '##번', '##으로', '배정', '##되', '##었', '##다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - fixed tokens: ['<obj>', '1967', '</obj>', '##년', '프로', '야구', '드래프트', '1', '##순위', '##로', '<subj>', '요미우리', '자이언츠', '</subj>', '##에게', '입단', '##하면', '##서', '등', '##번', '##호', '##는', '8', '##번', '##으로', '배정', '##되', '##었', '##다', '.']
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 32002, 14925, 32003, 2440, 3701, 4878, 19038, 21, 22247, 2200, 32000, 20289, 20562, 32001, 3, 11989, 5643, 2112, 886, 2517, 2016, 2259, 28, 2517, 6233, 8557, 2496, 2359, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:49:53 - INFO - klue_baseline.data.base - Prepare train dataset (Count: 32470) 
09/29/2021 09:49:53 - INFO - klue_baseline.data.base - Creating features from dataset file at ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1
09/29/2021 09:49:53 - INFO - klue_baseline.data.klue_re - Loading from ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1/klue-re-v1.1_dev.json
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00000
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00000', text_a="20대 남성 <subj>A</subj>(26)씨가 아버지 치료비를 위해 B(<obj>30</obj>)씨가 모아둔 돈을 훔쳐 인터넷 방송 BJ에게 '별풍선'으로 쏜 사실이 알려졌다.", text_b=None, label='no_relation')
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin tokens: ['20', '##대', '남성', '<subj>', 'A', '</subj>', '(', '26', ')', '씨', '##가', '아버지', '치료비', '##를', '위해', 'B', '(', '<obj>', '30', '</obj>', ')', '씨', '##가', '모아', '##둔', '돈', '##을', '훔쳐', '인터넷', '방송', 'B', '##J', '##에', '##게', "'", '별', '##풍', '##선', "'", '으로', '쏜', '사실', '##이', '알려졌', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - fixed tokens: ['20', '##대', '남성', '<subj>', 'A', '</subj>', '(', '26', ')', '씨', '##가', '아버지', '치료비', '##를', '위해', 'B', '(', '<obj>', '30', '</obj>', ')', '씨', '##가', '모아', '##둔', '돈', '##을', '훔쳐', '인터넷', '방송', 'B', '##J', '##에', '##게', "'", '별', '##풍', '##선', "'", '으로', '쏜', '사실', '##이', '알려졌', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 3619, 2104, 4576, 32000, 37, 32001, 12, 4210, 13, 1370, 2116, 4096, 18014, 2138, 3627, 38, 12, 32002, 3740, 32003, 13, 1370, 2116, 5302, 2684, 850, 2069, 12908, 4254, 3861, 38, 2303, 2170, 2318, 11, 1156, 2533, 2020, 11, 3603, 1356, 3669, 2052, 4757, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00001
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00001', text_a='그러나 <subj>심 의원</subj>은 보좌진이 접속 권한을 받아 <obj>정부</obj> 업무추진비 사용 내역 등을 다운받았음에도 정부가 허위 사실을 유포하는 등 국정감사 활동을 방해하고 있다고 반박했고, 김동연 경제부총리 겸 기획재정부 장관과 김재훈 재정정보원장, 기재부 관계자 등을 무고 등 혐의로 전날 맞고발했다.', text_b=None, label='no_relation')
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin tokens: ['그러나', '<subj>', '심', '의원', '</subj>', '은', '보좌', '##진', '##이', '접속', '권한', '##을', '받아', '<obj>', '정부', '</obj>', '업무', '##추', '##진', '##비', '사용', '내역', '등', '##을', '다운', '##받', '##았', '##음', '##에도', '정부', '##가', '허위', '사실', '##을', '유포', '##하', '##는', '등', '국정', '##감사', '활동', '##을', '방해', '##하고', '있', '##다고', '반박', '##했', '##고', ',', '김동연', '경제', '##부', '##총리', '겸', '기획', '##재', '##정부', '장관', '##과', '김재', '##훈', '재정', '##정보', '##원장', ',', '기재', '##부', '관계자', '등', '##을', '무고', '등', '혐의', '##로', '전날', '맞', '##고', '##발', '##했', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - fixed tokens: ['그러나', '<subj>', '심', '의원', '</subj>', '##은', '보좌', '##진', '##이', '접속', '권한', '##을', '받아', '<obj>', '정부', '</obj>', '업무', '##추', '##진', '##비', '사용', '내역', '등', '##을', '다운', '##받', '##았', '##음', '##에도', '정부', '##가', '허위', '사실', '##을', '유포', '##하', '##는', '등', '국정', '##감사', '활동', '##을', '방해', '##하고', '있', '##다고', '반박', '##했', '##고', ',', '김동연', '경제', '##부', '##총리', '겸', '기획', '##재', '##정부', '장관', '##과', '김재', '##훈', '재정', '##정보', '##원장', ',', '기재', '##부', '관계자', '등', '##을', '무고', '등', '혐의', '##로', '전날', '맞', '##고', '##발', '##했', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 3678, 32000, 1331, 3712, 32001, 2073, 8541, 2043, 2052, 8407, 5851, 2069, 21372, 32002, 3659, 32003, 4148, 2159, 2043, 2151, 3704, 10140, 886, 2069, 6163, 2757, 2886, 2053, 6509, 3659, 2116, 7441, 3669, 2069, 12502, 2205, 2259, 886, 4567, 27065, 3746, 2069, 6345, 19521, 1513, 4683, 7703, 2371, 2088, 16, 28320, 3674, 2144, 6384, 588, 4417, 2070, 11722, 4166, 2145, 7863, 2034, 4426, 19861, 10293, 16, 7475, 2144, 3810, 886, 2069, 17891, 886, 4456, 2200, 5978, 1047, 2088, 2311, 2371, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00002
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00002', text_a="영화 《룸》에서 감금되어 살아가는 여자의 아들 '<subj>잭</subj>' 역으로 주목받으며, 크리틱스 초이스 영화상 최우수 아역연기상, <obj>캐나다 스크린 어워드</obj>(캐나다 영화 & 텔레비전 아카데미상) 영화부문 최우수 남우주연상을 수상하였고, 미국 배우 조합상(SAG) 최우수 남우조연상에 후보 지명되었다.", text_b=None, label='no_relation')
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin tokens: ['영화', '《', '룸', '》', '에서', '감금', '##되', '##어', '살아가', '##는', '여자', '##의', '아들', "'", '<subj>', '잭', '</subj>', "'", '역', '##으로', '주목', '##받', '##으며', ',', '크리', '##틱', '##스', '초이스', '영화', '##상', '최우수', '아역', '##연', '##기', '##상', ',', '<obj>', '캐나다', '스크린', '어워드', '</obj>', '(', '캐나다', '영화', '&', '텔레비전', '아카데미', '##상', ')', '영화', '##부', '##문', '최우수', '남', '##우주', '##연', '##상', '##을', '수상', '##하', '##였', '##고', ',', '미국', '배우', '조합', '##상', '(', 'SA', '##G', ')', '최우수', '남', '##우', '##조', '##연', '##상', '##에', '후보', '지명', '##되', '##었', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - fixed tokens: ['영화', '《', '룸', '》', '에서', '감금', '##되', '##어', '살아가', '##는', '여자', '##의', '아들', "'", '<subj>', '잭', '</subj>', "'", '역', '##으로', '주목', '##받', '##으며', ',', '크리', '##틱', '##스', '초이스', '영화', '##상', '최우수', '아역', '##연', '##기', '##상', ',', '<obj>', '캐나다', '스크린', '어워드', '</obj>', '(', '캐나다', '영화', '&', '텔레비전', '아카데미', '##상', ')', '영화', '##부', '##문', '최우수', '남', '##우주', '##연', '##상', '##을', '수상', '##하', '##였', '##고', ',', '미국', '배우', '조합', '##상', '(', 'SA', '##G', ')', '최우수', '남', '##우', '##조', '##연', '##상', '##에', '후보', '지명', '##되', '##었', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 3771, 170, 1006, 171, 3604, 18033, 2496, 2051, 5933, 2259, 3883, 2079, 4200, 11, 32000, 1529, 32001, 11, 1429, 6233, 4439, 2757, 4007, 16, 10869, 2960, 2255, 29366, 3771, 2290, 11896, 25849, 2156, 2015, 2290, 16, 32002, 7066, 8559, 18085, 32003, 12, 7066, 3771, 10, 7361, 9101, 2290, 13, 3771, 2144, 2346, 11896, 723, 21347, 2156, 2290, 2069, 4812, 2205, 2507, 2088, 16, 3666, 4165, 4936, 2290, 12, 21707, 2341, 13, 11896, 723, 2137, 2446, 2156, 2290, 2170, 3733, 7119, 2496, 2359, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00003
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00003', text_a='전라남도(<obj>도지사</obj> 김영록)는 <subj>해양수산부</subj>의 2020년 어촌뉴딜300 공모사업에 15개 연안 시군 70개소 7천61억 원 규모를 신청했다고 14일 밝혔다.', text_b=None, label='no_relation')
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin tokens: ['전라남도', '(', '<obj>', '도지사', '</obj>', '김영', '##록', ')', '는', '<subj>', '해양수산부', '</subj>', '의', '2020', '##년', '어촌', '##뉴', '##딜', '##30', '##0', '공모', '##사업', '##에', '15', '##개', '연안', '시군', '70', '##개', '##소', '7', '##천', '##61', '##억', '원', '규모', '##를', '신청', '##했', '##다고', '14', '##일', '밝혔', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - fixed tokens: ['전라남도', '(', '<obj>', '도지사', '</obj>', '김영', '##록', ')', '는', '<subj>', '해양수산부', '</subj>', '##의', '2020', '##년', '어촌', '##뉴', '##딜', '##30', '##0', '공모', '##사업', '##에', '15', '##개', '연안', '시군', '70', '##개', '##소', '7', '##천', '##61', '##억', '원', '규모', '##를', '신청', '##했', '##다고', '14', '##일', '밝혔', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 22272, 12, 32002, 9035, 32003, 5553, 2351, 13, 793, 32000, 15995, 32001, 2079, 7330, 2440, 17127, 3065, 3169, 7556, 2082, 5637, 9841, 2170, 3749, 2019, 11189, 15773, 4531, 2019, 2024, 27, 2337, 26421, 2028, 1478, 3849, 2138, 4373, 2371, 4683, 3909, 2210, 3705, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00004
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00004', text_a='<subj>부산항만공사</subj>(BPA, 사장 남기찬)는 <obj>27일</obj> 아동의 인권존중과 아동학대 예방에 대한 인식을 제고하기 위해 전 임직원을 대상으로 아동학대 예방교육을 실시했다.', text_b=None, label='no_relation')
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - origin tokens: ['<subj>', '부산항', '##만', '##공사', '</subj>', '(', 'B', '##PA', ',', '사장', '남기', '##찬', ')', '는', '<obj>', '27', '##일', '</obj>', '아동', '##의', '인권', '##존', '##중', '##과', '아동학', '##대', '예방', '##에', '대한', '인식', '##을', '제고', '##하기', '위해', '전', '임직원', '##을', '대상', '##으로', '아동학', '##대', '예방', '##교육', '##을', '실시', '##했', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - fixed tokens: ['<subj>', '부산항', '##만', '##공사', '</subj>', '(', 'B', '##PA', ',', '사장', '남기', '##찬', ')', '는', '<obj>', '27', '##일', '</obj>', '아동', '##의', '인권', '##존', '##중', '##과', '아동학', '##대', '예방', '##에', '대한', '인식', '##을', '제고', '##하기', '위해', '전', '임직원', '##을', '대상', '##으로', '아동학', '##대', '예방', '##교육', '##을', '실시', '##했', '##다', '.']
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 32000, 17003, 2154, 5634, 32001, 12, 38, 19672, 16, 4184, 6804, 2166, 13, 793, 32002, 4207, 2210, 32003, 5332, 2079, 5188, 2869, 2284, 2145, 30333, 2104, 5005, 2170, 3618, 4263, 2069, 7928, 31302, 3627, 1537, 6809, 2069, 3756, 6233, 30333, 2104, 5005, 6177, 2069, 4130, 2371, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:49:59 - INFO - klue_baseline.data.base - Prepare dev dataset (Count: 7765) 
09/29/2021 09:49:59 - INFO - klue_baseline.data.base - Creating features from dataset file at ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - Test dataset doesn't exists. So loading dev dataset instead.
09/29/2021 09:49:59 - INFO - klue_baseline.data.klue_re - Loading from ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1/klue-re-v1.1_dev.json
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00000
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00000', text_a="20대 남성 <subj>A</subj>(26)씨가 아버지 치료비를 위해 B(<obj>30</obj>)씨가 모아둔 돈을 훔쳐 인터넷 방송 BJ에게 '별풍선'으로 쏜 사실이 알려졌다.", text_b=None, label='no_relation')
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin tokens: ['20', '##대', '남성', '<subj>', 'A', '</subj>', '(', '26', ')', '씨', '##가', '아버지', '치료비', '##를', '위해', 'B', '(', '<obj>', '30', '</obj>', ')', '씨', '##가', '모아', '##둔', '돈', '##을', '훔쳐', '인터넷', '방송', 'B', '##J', '##에', '##게', "'", '별', '##풍', '##선', "'", '으로', '쏜', '사실', '##이', '알려졌', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - fixed tokens: ['20', '##대', '남성', '<subj>', 'A', '</subj>', '(', '26', ')', '씨', '##가', '아버지', '치료비', '##를', '위해', 'B', '(', '<obj>', '30', '</obj>', ')', '씨', '##가', '모아', '##둔', '돈', '##을', '훔쳐', '인터넷', '방송', 'B', '##J', '##에', '##게', "'", '별', '##풍', '##선', "'", '으로', '쏜', '사실', '##이', '알려졌', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 3619, 2104, 4576, 32000, 37, 32001, 12, 4210, 13, 1370, 2116, 4096, 18014, 2138, 3627, 38, 12, 32002, 3740, 32003, 13, 1370, 2116, 5302, 2684, 850, 2069, 12908, 4254, 3861, 38, 2303, 2170, 2318, 11, 1156, 2533, 2020, 11, 3603, 1356, 3669, 2052, 4757, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00001
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00001', text_a='그러나 <subj>심 의원</subj>은 보좌진이 접속 권한을 받아 <obj>정부</obj> 업무추진비 사용 내역 등을 다운받았음에도 정부가 허위 사실을 유포하는 등 국정감사 활동을 방해하고 있다고 반박했고, 김동연 경제부총리 겸 기획재정부 장관과 김재훈 재정정보원장, 기재부 관계자 등을 무고 등 혐의로 전날 맞고발했다.', text_b=None, label='no_relation')
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin tokens: ['그러나', '<subj>', '심', '의원', '</subj>', '은', '보좌', '##진', '##이', '접속', '권한', '##을', '받아', '<obj>', '정부', '</obj>', '업무', '##추', '##진', '##비', '사용', '내역', '등', '##을', '다운', '##받', '##았', '##음', '##에도', '정부', '##가', '허위', '사실', '##을', '유포', '##하', '##는', '등', '국정', '##감사', '활동', '##을', '방해', '##하고', '있', '##다고', '반박', '##했', '##고', ',', '김동연', '경제', '##부', '##총리', '겸', '기획', '##재', '##정부', '장관', '##과', '김재', '##훈', '재정', '##정보', '##원장', ',', '기재', '##부', '관계자', '등', '##을', '무고', '등', '혐의', '##로', '전날', '맞', '##고', '##발', '##했', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - fixed tokens: ['그러나', '<subj>', '심', '의원', '</subj>', '##은', '보좌', '##진', '##이', '접속', '권한', '##을', '받아', '<obj>', '정부', '</obj>', '업무', '##추', '##진', '##비', '사용', '내역', '등', '##을', '다운', '##받', '##았', '##음', '##에도', '정부', '##가', '허위', '사실', '##을', '유포', '##하', '##는', '등', '국정', '##감사', '활동', '##을', '방해', '##하고', '있', '##다고', '반박', '##했', '##고', ',', '김동연', '경제', '##부', '##총리', '겸', '기획', '##재', '##정부', '장관', '##과', '김재', '##훈', '재정', '##정보', '##원장', ',', '기재', '##부', '관계자', '등', '##을', '무고', '등', '혐의', '##로', '전날', '맞', '##고', '##발', '##했', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 3678, 32000, 1331, 3712, 32001, 2073, 8541, 2043, 2052, 8407, 5851, 2069, 21372, 32002, 3659, 32003, 4148, 2159, 2043, 2151, 3704, 10140, 886, 2069, 6163, 2757, 2886, 2053, 6509, 3659, 2116, 7441, 3669, 2069, 12502, 2205, 2259, 886, 4567, 27065, 3746, 2069, 6345, 19521, 1513, 4683, 7703, 2371, 2088, 16, 28320, 3674, 2144, 6384, 588, 4417, 2070, 11722, 4166, 2145, 7863, 2034, 4426, 19861, 10293, 16, 7475, 2144, 3810, 886, 2069, 17891, 886, 4456, 2200, 5978, 1047, 2088, 2311, 2371, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00002
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00002', text_a="영화 《룸》에서 감금되어 살아가는 여자의 아들 '<subj>잭</subj>' 역으로 주목받으며, 크리틱스 초이스 영화상 최우수 아역연기상, <obj>캐나다 스크린 어워드</obj>(캐나다 영화 & 텔레비전 아카데미상) 영화부문 최우수 남우주연상을 수상하였고, 미국 배우 조합상(SAG) 최우수 남우조연상에 후보 지명되었다.", text_b=None, label='no_relation')
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin tokens: ['영화', '《', '룸', '》', '에서', '감금', '##되', '##어', '살아가', '##는', '여자', '##의', '아들', "'", '<subj>', '잭', '</subj>', "'", '역', '##으로', '주목', '##받', '##으며', ',', '크리', '##틱', '##스', '초이스', '영화', '##상', '최우수', '아역', '##연', '##기', '##상', ',', '<obj>', '캐나다', '스크린', '어워드', '</obj>', '(', '캐나다', '영화', '&', '텔레비전', '아카데미', '##상', ')', '영화', '##부', '##문', '최우수', '남', '##우주', '##연', '##상', '##을', '수상', '##하', '##였', '##고', ',', '미국', '배우', '조합', '##상', '(', 'SA', '##G', ')', '최우수', '남', '##우', '##조', '##연', '##상', '##에', '후보', '지명', '##되', '##었', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - fixed tokens: ['영화', '《', '룸', '》', '에서', '감금', '##되', '##어', '살아가', '##는', '여자', '##의', '아들', "'", '<subj>', '잭', '</subj>', "'", '역', '##으로', '주목', '##받', '##으며', ',', '크리', '##틱', '##스', '초이스', '영화', '##상', '최우수', '아역', '##연', '##기', '##상', ',', '<obj>', '캐나다', '스크린', '어워드', '</obj>', '(', '캐나다', '영화', '&', '텔레비전', '아카데미', '##상', ')', '영화', '##부', '##문', '최우수', '남', '##우주', '##연', '##상', '##을', '수상', '##하', '##였', '##고', ',', '미국', '배우', '조합', '##상', '(', 'SA', '##G', ')', '최우수', '남', '##우', '##조', '##연', '##상', '##에', '후보', '지명', '##되', '##었', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 3771, 170, 1006, 171, 3604, 18033, 2496, 2051, 5933, 2259, 3883, 2079, 4200, 11, 32000, 1529, 32001, 11, 1429, 6233, 4439, 2757, 4007, 16, 10869, 2960, 2255, 29366, 3771, 2290, 11896, 25849, 2156, 2015, 2290, 16, 32002, 7066, 8559, 18085, 32003, 12, 7066, 3771, 10, 7361, 9101, 2290, 13, 3771, 2144, 2346, 11896, 723, 21347, 2156, 2290, 2069, 4812, 2205, 2507, 2088, 16, 3666, 4165, 4936, 2290, 12, 21707, 2341, 13, 11896, 723, 2137, 2446, 2156, 2290, 2170, 3733, 7119, 2496, 2359, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00003
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00003', text_a='전라남도(<obj>도지사</obj> 김영록)는 <subj>해양수산부</subj>의 2020년 어촌뉴딜300 공모사업에 15개 연안 시군 70개소 7천61억 원 규모를 신청했다고 14일 밝혔다.', text_b=None, label='no_relation')
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin tokens: ['전라남도', '(', '<obj>', '도지사', '</obj>', '김영', '##록', ')', '는', '<subj>', '해양수산부', '</subj>', '의', '2020', '##년', '어촌', '##뉴', '##딜', '##30', '##0', '공모', '##사업', '##에', '15', '##개', '연안', '시군', '70', '##개', '##소', '7', '##천', '##61', '##억', '원', '규모', '##를', '신청', '##했', '##다고', '14', '##일', '밝혔', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - fixed tokens: ['전라남도', '(', '<obj>', '도지사', '</obj>', '김영', '##록', ')', '는', '<subj>', '해양수산부', '</subj>', '##의', '2020', '##년', '어촌', '##뉴', '##딜', '##30', '##0', '공모', '##사업', '##에', '15', '##개', '연안', '시군', '70', '##개', '##소', '7', '##천', '##61', '##억', '원', '규모', '##를', '신청', '##했', '##다고', '14', '##일', '밝혔', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 22272, 12, 32002, 9035, 32003, 5553, 2351, 13, 793, 32000, 15995, 32001, 2079, 7330, 2440, 17127, 3065, 3169, 7556, 2082, 5637, 9841, 2170, 3749, 2019, 11189, 15773, 4531, 2019, 2024, 27, 2337, 26421, 2028, 1478, 3849, 2138, 4373, 2371, 4683, 3909, 2210, 3705, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00004
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00004', text_a='<subj>부산항만공사</subj>(BPA, 사장 남기찬)는 <obj>27일</obj> 아동의 인권존중과 아동학대 예방에 대한 인식을 제고하기 위해 전 임직원을 대상으로 아동학대 예방교육을 실시했다.', text_b=None, label='no_relation')
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - origin tokens: ['<subj>', '부산항', '##만', '##공사', '</subj>', '(', 'B', '##PA', ',', '사장', '남기', '##찬', ')', '는', '<obj>', '27', '##일', '</obj>', '아동', '##의', '인권', '##존', '##중', '##과', '아동학', '##대', '예방', '##에', '대한', '인식', '##을', '제고', '##하기', '위해', '전', '임직원', '##을', '대상', '##으로', '아동학', '##대', '예방', '##교육', '##을', '실시', '##했', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - fixed tokens: ['<subj>', '부산항', '##만', '##공사', '</subj>', '(', 'B', '##PA', ',', '사장', '남기', '##찬', ')', '는', '<obj>', '27', '##일', '</obj>', '아동', '##의', '인권', '##존', '##중', '##과', '아동학', '##대', '예방', '##에', '대한', '인식', '##을', '제고', '##하기', '위해', '전', '임직원', '##을', '대상', '##으로', '아동학', '##대', '예방', '##교육', '##을', '실시', '##했', '##다', '.']
09/29/2021 09:50:04 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 32000, 17003, 2154, 5634, 32001, 12, 38, 19672, 16, 4184, 6804, 2166, 13, 793, 32002, 4207, 2210, 32003, 5332, 2079, 5188, 2869, 2284, 2145, 30333, 2104, 5005, 2170, 3618, 4263, 2069, 7928, 31302, 3627, 1537, 6809, 2069, 3756, 6233, 30333, 2104, 5005, 6177, 2069, 4130, 2371, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 09:50:04 - INFO - klue_baseline.data.base - Prepare test dataset (Count: 7765) 
Some weights of the model checkpoint at klue/roberta-base were not used when initializing RobertaForSequenceClassification: ['lm_head.bias', 'lm_head.dense.weight', 'lm_head.dense.bias', 'lm_head.layer_norm.weight', 'lm_head.layer_norm.bias', 'lm_head.decoder.weight', 'lm_head.decoder.bias']
- This IS expected if you are initializing RobertaForSequenceClassification from the checkpoint of a model trained on another task or with another architecture (e.g. initializing a BertForSequenceClassification model from a BertForPreTraining model).
- This IS NOT expected if you are initializing RobertaForSequenceClassification from the checkpoint of a model that you expect to be exactly identical (initializing a BertForSequenceClassification model from a BertForSequenceClassification model).
Some weights of RobertaForSequenceClassification were not initialized from the model checkpoint at klue/roberta-base and are newly initialized: ['classifier.dense.weight', 'classifier.dense.bias', 'classifier.out_proj.weight', 'classifier.out_proj.bias']
You should probably TRAIN this model on a down-stream task to be able to use it for predictions and inference.
09/29/2021 09:50:11 - INFO - __main__ - Start to run the full optimization routine.
09/29/2021 09:50:11 - INFO - pytorch_lightning.accelerators.gpu - LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]
Validation sanity check:   0% 0/2 [00:00<?, ?it/s]/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
/usr/local/lib/python3.7/dist-packages/sklearn/metrics/_ranking.py:817: RuntimeWarning: invalid value encountered in true_divide
  recall = tps / tps[-1]
Epoch 0:   3% 100/2959 [04:19<2:03:49,  2.60s/it, loss=2.57, v_num=2]Step: 100 - Loss: 2.3796730041503906
09/29/2021 09:54:37 - INFO - lightning - Step: 100 - Loss: 2.3796730041503906
Epoch 0:   7% 200/2959 [08:39<1:59:22,  2.60s/it, loss=1.91, v_num=2]Step: 200 - Loss: 1.5856021642684937
09/29/2021 09:58:56 - INFO - lightning - Step: 200 - Loss: 1.5856021642684937
Epoch 0:   9% 260/2959 [10:56<1:53:37,  2.53s/it, loss=1.68, v_num=2]
Validating: 0it [00:00, ?it/s]
Validating:   0% 0/486 [00:00<?, ?it/s]
Epoch 0:   9% 280/2959 [11:05<1:46:03,  2.38s/it, loss=1.68, v_num=2]
Epoch 0:  10% 300/2959 [11:14<1:39:40,  2.25s/it, loss=1.68, v_num=2]
Epoch 0:  11% 320/2959 [11:24<1:34:03,  2.14s/it, loss=1.68, v_num=2]
Epoch 0:  11% 340/2959 [11:33<1:29:05,  2.04s/it, loss=1.68, v_num=2]
Epoch 0:  12% 360/2959 [11:43<1:24:39,  1.95s/it, loss=1.68, v_num=2]
Epoch 0:  13% 380/2959 [11:53<1:20:40,  1.88s/it, loss=1.68, v_num=2]
Epoch 0:  14% 400/2959 [12:02<1:17:04,  1.81s/it, loss=1.68, v_num=2]
Epoch 0:  14% 420/2959 [12:12<1:13:48,  1.74s/it, loss=1.68, v_num=2]
Epoch 0:  15% 440/2959 [12:22<1:10:48,  1.69s/it, loss=1.68, v_num=2]
Epoch 0:  16% 460/2959 [12:31<1:08:03,  1.63s/it, loss=1.68, v_num=2]
Epoch 0:  16% 480/2959 [12:41<1:05:32,  1.59s/it, loss=1.68, v_num=2]
Epoch 0:  17% 500/2959 [12:50<1:03:11,  1.54s/it, loss=1.68, v_num=2]
Epoch 0:  18% 520/2959 [13:00<1:01:01,  1.50s/it, loss=1.68, v_num=2]
Epoch 0:  18% 540/2959 [13:10<58:59,  1.46s/it, loss=1.68, v_num=2]  
Epoch 0:  19% 560/2959 [13:19<57:06,  1.43s/it, loss=1.68, v_num=2]
Epoch 0:  20% 580/2959 [13:29<55:20,  1.40s/it, loss=1.68, v_num=2]
Epoch 0:  20% 600/2959 [13:39<53:40,  1.37s/it, loss=1.68, v_num=2]
Epoch 0:  21% 620/2959 [13:48<52:06,  1.34s/it, loss=1.68, v_num=2]
Epoch 0:  22% 640/2959 [13:58<50:37,  1.31s/it, loss=1.68, v_num=2]
Epoch 0:  22% 660/2959 [14:08<49:14,  1.28s/it, loss=1.68, v_num=2]
Epoch 0:  23% 680/2959 [14:17<47:54,  1.26s/it, loss=1.68, v_num=2]
Epoch 0:  24% 700/2959 [14:27<46:38,  1.24s/it, loss=1.68, v_num=2]
Epoch 0:  24% 720/2959 [14:36<45:26,  1.22s/it, loss=1.68, v_num=2]
Epoch 0:  25% 740/2959 [14:46<44:18,  1.20s/it, loss=1.68, v_num=2]
Epoch 0:  26% 760/2959 [14:49<42:53,  1.17s/it, loss=1.68, v_num=2]***** Validation results *****
09/29/2021 10:05:05 - INFO - lightning - ***** Validation results *****
train/loss = 1.5094388723373413
09/29/2021 10:05:05 - INFO - lightning - train/loss = 1.5094388723373413
valid/loss = 1.6732418537139893
09/29/2021 10:05:05 - INFO - lightning - valid/loss = 1.6732418537139893
valid/micro_f1 = 36.80577345465956
09/29/2021 10:05:05 - INFO - lightning - valid/micro_f1 = 36.80577345465956
valid/auprc = 24.167251928098345
09/29/2021 10:05:05 - INFO - lightning - valid/auprc = 24.167251928098345
Epoch 0:  26% 760/2959 [14:50<42:57,  1.17s/it, loss=1.7, v_num=2] 
                                                 /usr/local/lib/python3.7/dist-packages/torch/optim/lr_scheduler.py:216: UserWarning: Please also save or load the state of the optimizer when saving or loading the scheduler.
  warnings.warn(SAVE_STATE_WARNING, UserWarning)
tcmalloc: large alloc 1255776256 bytes == 0x5593b8eb8000 @  0x7fd224e78615 0x5593298ce4cc 0x5593299ae47a 0x5593298d4f0c 0x7fd220379a94 0x7fd22037b864 0x7fd22034b590 0x7fd210c91465 0x7fd210c8d9ca 0x7fd210c92609 0x7fd22034ef2b 0x7fd21ffd4200 0x5593298d2098 0x5593299454d9 0x55932993fced 0x5593298d2bda 0x559329940915 0x55932993f9ee 0x5593298d2bda 0x559329944d00 0x5593298d2afa 0x559329940915 0x55932993f9ee 0x5593298d2bda 0x559329940c0d 0x55932993f9ee 0x5593298d2bda 0x559329944d00 0x5593298d2afa 0x559329940c0d 0x5593298d2afa
tcmalloc: large alloc 1569726464 bytes == 0x559403c52000 @  0x7fd224e78615 0x5593298ce4cc 0x5593299ae47a 0x5593298d4f0c 0x7fd220379a94 0x7fd22037b864 0x7fd22034b590 0x7fd210c91465 0x7fd210c8d9ca 0x7fd210c92609 0x7fd22034ef2b 0x7fd21ffd4200 0x5593298d2098 0x5593299454d9 0x55932993fced 0x5593298d2bda 0x559329940915 0x55932993f9ee 0x5593298d2bda 0x559329944d00 0x5593298d2afa 0x559329940915 0x55932993f9ee 0x5593298d2bda 0x559329940c0d 0x55932993f9ee 0x5593298d2bda 0x559329944d00 0x5593298d2afa 0x559329940c0d 0x5593298d2afa
Epoch 0:  28% 820/2959 [17:03<44:30,  1.25s/it, loss=1.51, v_num=2]Step: 300 - Loss: 1.2908490896224976
09/29/2021 10:07:21 - INFO - lightning - Step: 300 - Loss: 1.2908490896224976
Epoch 0:  31% 920/2959 [21:22<47:23,  1.39s/it, loss=1.28, v_num=2]Step: 400 - Loss: 1.2117730379104614
09/29/2021 10:11:40 - INFO - lightning - Step: 400 - Loss: 1.2117730379104614
Epoch 0:  34% 1020/2959 [25:41<48:50,  1.51s/it, loss=1.12, v_num=2]Step: 500 - Loss: 0.9035272002220154
09/29/2021 10:15:59 - INFO - lightning - Step: 500 - Loss: 0.9035272002220154
Epoch 0:  35% 1040/2959 [25:57<47:53,  1.50s/it, loss=1.12, v_num=2]
Validating: 0it [00:00, ?it/s]
Validating:   0% 0/486 [00:00<?, ?it/s]
Epoch 0:  36% 1060/2959 [26:05<46:44,  1.48s/it, loss=1.12, v_num=2]
Epoch 0:  36% 1080/2959 [26:15<45:40,  1.46s/it, loss=1.12, v_num=2]
Epoch 0:  37% 1100/2959 [26:24<44:38,  1.44s/it, loss=1.12, v_num=2]
Epoch 0:  38% 1120/2959 [26:34<43:38,  1.42s/it, loss=1.12, v_num=2]
Epoch 0:  39% 1140/2959 [26:44<42:39,  1.41s/it, loss=1.12, v_num=2]
Epoch 0:  39% 1160/2959 [26:53<41:42,  1.39s/it, loss=1.12, v_num=2]
Epoch 0:  40% 1180/2959 [27:03<40:47,  1.38s/it, loss=1.12, v_num=2]
Epoch 0:  41% 1200/2959 [27:13<39:53,  1.36s/it, loss=1.12, v_num=2]
Epoch 0:  41% 1220/2959 [27:22<39:01,  1.35s/it, loss=1.12, v_num=2]
Epoch 0:  42% 1240/2959 [27:32<38:10,  1.33s/it, loss=1.12, v_num=2]
Epoch 0:  43% 1260/2959 [27:42<37:21,  1.32s/it, loss=1.12, v_num=2]
Epoch 0:  43% 1280/2959 [27:51<36:32,  1.31s/it, loss=1.12, v_num=2]
Epoch 0:  44% 1300/2959 [28:01<35:45,  1.29s/it, loss=1.12, v_num=2]
Epoch 0:  45% 1320/2959 [28:10<34:59,  1.28s/it, loss=1.12, v_num=2]
Epoch 0:  45% 1340/2959 [28:20<34:14,  1.27s/it, loss=1.12, v_num=2]
Epoch 0:  46% 1360/2959 [28:30<33:30,  1.26s/it, loss=1.12, v_num=2]
Epoch 0:  47% 1380/2959 [28:39<32:47,  1.25s/it, loss=1.12, v_num=2]
Epoch 0:  47% 1400/2959 [28:49<32:05,  1.24s/it, loss=1.12, v_num=2]
Epoch 0:  48% 1420/2959 [28:59<31:24,  1.22s/it, loss=1.12, v_num=2]
Epoch 0:  49% 1440/2959 [29:08<30:44,  1.21s/it, loss=1.12, v_num=2]
Epoch 0:  49% 1460/2959 [29:18<30:05,  1.20s/it, loss=1.12, v_num=2]
Epoch 0:  50% 1480/2959 [29:28<29:26,  1.19s/it, loss=1.12, v_num=2]
Epoch 0:  51% 1500/2959 [29:37<28:49,  1.19s/it, loss=1.12, v_num=2]
Epoch 0:  51% 1520/2959 [29:47<28:12,  1.18s/it, loss=1.12, v_num=2]
Epoch 0:  52% 1540/2959 [29:50<27:29,  1.16s/it, loss=1.12, v_num=2]***** Validation results *****
09/29/2021 10:20:06 - INFO - lightning - ***** Validation results *****
train/loss = 1.600659966468811
09/29/2021 10:20:06 - INFO - lightning - train/loss = 1.600659966468811
valid/loss = 1.1474024057388306
09/29/2021 10:20:06 - INFO - lightning - valid/loss = 1.1474024057388306
valid/micro_f1 = 51.87015982863734
09/29/2021 10:20:06 - INFO - lightning - valid/micro_f1 = 51.87015982863734
valid/auprc = 34.998676373770564
09/29/2021 10:20:06 - INFO - lightning - valid/auprc = 34.998676373770564
Epoch 0:  52% 1540/2959 [29:51<27:30,  1.16s/it, loss=1.12, v_num=2]
                                                 /usr/local/lib/python3.7/dist-packages/torch/optim/lr_scheduler.py:216: UserWarning: Please also save or load the state of the optimizer when saving or loading the scheduler.
  warnings.warn(SAVE_STATE_WARNING, UserWarning)
tcmalloc: large alloc 1569726464 bytes == 0x559403c52000 @  0x7fd224e78615 0x5593298ce4cc 0x5593299ae47a 0x5593298d4f0c 0x7fd220379a94 0x7fd22037b864 0x7fd22034b590 0x7fd210c91465 0x7fd210c8d9ca 0x7fd210c92609 0x7fd22034ef2b 0x7fd21ffd4200 0x5593298d2098 0x5593299454d9 0x55932993fced 0x5593298d2bda 0x559329940915 0x55932993f9ee 0x5593298d2bda 0x559329944d00 0x5593298d2afa 0x559329940915 0x55932993f9ee 0x5593298d2bda 0x559329940c0d 0x55932993f9ee 0x5593298d2bda 0x559329944d00 0x5593298d2afa 0x559329940c0d 0x5593298d2afa
Epoch 0:  55% 1640/2959 [34:05<27:25,  1.25s/it, loss=1.05, v_num=2] Step: 600 - Loss: 0.7766194939613342
09/29/2021 10:24:23 - INFO - lightning - Step: 600 - Loss: 0.7766194939613342
Epoch 0:  59% 1740/2959 [38:25<26:54,  1.32s/it, loss=0.867, v_num=2]Step: 700 - Loss: 0.9821751713752747
09/29/2021 10:28:42 - INFO - lightning - Step: 700 - Loss: 0.9821751713752747
Epoch 0:  61% 1800/2959 [40:57<26:22,  1.37s/it, loss=0.937, v_num=2]
Validating: 0it [00:00, ?it/s]
Validating:   0% 0/486 [00:00<?, ?it/s]
Epoch 0:  62% 1820/2959 [41:06<25:43,  1.36s/it, loss=0.937, v_num=2]
Epoch 0:  62% 1840/2959 [41:15<25:05,  1.35s/it, loss=0.937, v_num=2]
Epoch 0:  63% 1860/2959 [41:25<24:28,  1.34s/it, loss=0.937, v_num=2]
Epoch 0:  64% 1880/2959 [41:35<23:52,  1.33s/it, loss=0.937, v_num=2]
Epoch 0:  64% 1900/2959 [41:44<23:16,  1.32s/it, loss=0.937, v_num=2]
Epoch 0:  65% 1920/2959 [41:54<22:40,  1.31s/it, loss=0.937, v_num=2]
Epoch 0:  66% 1940/2959 [42:04<22:05,  1.30s/it, loss=0.937, v_num=2]
Epoch 0:  66% 1960/2959 [42:13<21:31,  1.29s/it, loss=0.937, v_num=2]
Epoch 0:  67% 1980/2959 [42:23<20:57,  1.28s/it, loss=0.937, v_num=2]
Epoch 0:  68% 2000/2959 [42:33<20:24,  1.28s/it, loss=0.937, v_num=2]
Epoch 0:  68% 2020/2959 [42:42<19:51,  1.27s/it, loss=0.937, v_num=2]
Epoch 0:  69% 2040/2959 [42:52<19:18,  1.26s/it, loss=0.937, v_num=2]
Epoch 0:  70% 2060/2959 [43:01<18:46,  1.25s/it, loss=0.937, v_num=2]
Epoch 0:  70% 2080/2959 [43:11<18:15,  1.25s/it, loss=0.937, v_num=2]
Epoch 0:  71% 2100/2959 [43:21<17:44,  1.24s/it, loss=0.937, v_num=2]
Epoch 0:  72% 2120/2959 [43:30<17:13,  1.23s/it, loss=0.937, v_num=2]
Epoch 0:  72% 2140/2959 [43:40<16:42,  1.22s/it, loss=0.937, v_num=2]
Epoch 0:  73% 2160/2959 [43:50<16:12,  1.22s/it, loss=0.937, v_num=2]
Epoch 0:  74% 2180/2959 [43:59<15:43,  1.21s/it, loss=0.937, v_num=2]
Epoch 0:  74% 2200/2959 [44:09<15:14,  1.20s/it, loss=0.937, v_num=2]
Epoch 0:  75% 2220/2959 [44:18<14:45,  1.20s/it, loss=0.937, v_num=2]
Epoch 0:  76% 2240/2959 [44:28<14:16,  1.19s/it, loss=0.937, v_num=2]
Epoch 0:  76% 2260/2959 [44:38<13:48,  1.19s/it, loss=0.937, v_num=2]
Epoch 0:  77% 2280/2959 [44:47<13:20,  1.18s/it, loss=0.937, v_num=2]
Epoch 0:  78% 2300/2959 [44:50<12:50,  1.17s/it, loss=0.937, v_num=2]***** Validation results *****
09/29/2021 10:35:07 - INFO - lightning - ***** Validation results *****
train/loss = 0.6126298904418945
09/29/2021 10:35:07 - INFO - lightning - train/loss = 0.6126298904418945
valid/loss = 1.0093520879745483
09/29/2021 10:35:07 - INFO - lightning - valid/loss = 1.0093520879745483
valid/micro_f1 = 55.12799339388934
09/29/2021 10:35:07 - INFO - lightning - valid/micro_f1 = 55.12799339388934
valid/auprc = 40.783971212749776
09/29/2021 10:35:07 - INFO - lightning - valid/auprc = 40.783971212749776
Epoch 0:  78% 2300/2959 [44:51<12:51,  1.17s/it, loss=0.953, v_num=2]
                                                 /usr/local/lib/python3.7/dist-packages/torch/optim/lr_scheduler.py:216: UserWarning: Please also save or load the state of the optimizer when saving or loading the scheduler.
  warnings.warn(SAVE_STATE_WARNING, UserWarning)
tcmalloc: large alloc 1569726464 bytes == 0x559403c52000 @  0x7fd224e78615 0x5593298ce4cc 0x5593299ae47a 0x5593298d4f0c 0x7fd220379a94 0x7fd22037b864 0x7fd22034b590 0x7fd210c91465 0x7fd210c8d9ca 0x7fd210c92609 0x7fd22034ef2b 0x7fd21ffd4200 0x5593298d2098 0x5593299454d9 0x55932993fced 0x5593298d2bda 0x559329940915 0x55932993f9ee 0x5593298d2bda 0x559329944d00 0x5593298d2afa 0x559329940915 0x55932993f9ee 0x5593298d2bda 0x559329940c0d 0x55932993f9ee 0x5593298d2bda 0x559329944d00 0x5593298d2afa 0x559329940c0d 0x5593298d2afa
Epoch 0:  80% 2360/2959 [46:49<11:53,  1.19s/it, loss=0.871, v_num=2]Step: 800 - Loss: 1.2578922510147095
09/29/2021 10:37:07 - INFO - lightning - Step: 800 - Loss: 1.2578922510147095
Epoch 0:  83% 2460/2959 [51:09<10:22,  1.25s/it, loss=0.866, v_num=2]Step: 900 - Loss: 0.9722408056259155
09/29/2021 10:41:26 - INFO - lightning - Step: 900 - Loss: 0.9722408056259155
Epoch 0:  87% 2560/2959 [55:28<08:38,  1.30s/it, loss=0.812, v_num=2]Step: 1000 - Loss: 1.1005289554595947
09/29/2021 10:45:46 - INFO - lightning - Step: 1000 - Loss: 1.1005289554595947
Epoch 0:  87% 2580/2959 [55:59<08:13,  1.30s/it, loss=0.812, v_num=2]
Validating: 0it [00:00, ?it/s]
Validating:   0% 0/486 [00:00<?, ?it/s]
Epoch 0:  88% 2600/2959 [56:07<07:45,  1.30s/it, loss=0.812, v_num=2]
Epoch 0:  89% 2620/2959 [56:17<07:17,  1.29s/it, loss=0.812, v_num=2]
Epoch 0:  89% 2640/2959 [56:27<06:49,  1.28s/it, loss=0.812, v_num=2]
Epoch 0:  90% 2660/2959 [56:36<06:21,  1.28s/it, loss=0.812, v_num=2]
Epoch 0:  91% 2680/2959 [56:46<05:54,  1.27s/it, loss=0.812, v_num=2]
Epoch 0:  91% 2700/2959 [56:56<05:27,  1.27s/it, loss=0.812, v_num=2]
Epoch 0:  92% 2720/2959 [57:05<05:01,  1.26s/it, loss=0.812, v_num=2]
Epoch 0:  93% 2740/2959 [57:15<04:34,  1.25s/it, loss=0.812, v_num=2]
Epoch 0:  93% 2760/2959 [57:25<04:08,  1.25s/it, loss=0.812, v_num=2]
Epoch 0:  94% 2780/2959 [57:34<03:42,  1.24s/it, loss=0.812, v_num=2]
Epoch 0:  95% 2800/2959 [57:44<03:16,  1.24s/it, loss=0.812, v_num=2]
Epoch 0:  95% 2820/2959 [57:53<02:51,  1.23s/it, loss=0.812, v_num=2]
Epoch 0:  96% 2840/2959 [58:03<02:25,  1.23s/it, loss=0.812, v_num=2]
Epoch 0:  97% 2860/2959 [58:13<02:00,  1.22s/it, loss=0.812, v_num=2]
Epoch 0:  97% 2880/2959 [58:22<01:36,  1.22s/it, loss=0.812, v_num=2]
Epoch 0:  98% 2900/2959 [58:32<01:11,  1.21s/it, loss=0.812, v_num=2]
Epoch 0:  99% 2920/2959 [58:42<00:47,  1.21s/it, loss=0.812, v_num=2]
Epoch 0:  99% 2940/2959 [58:51<00:22,  1.20s/it, loss=0.812, v_num=2]
Epoch 0: 100% 2959/2959 [59:08<00:00,  1.20s/it, loss=0.812, v_num=2]
Validating:  82% 400/486 [03:11<00:41,  2.08it/s]
Validating:  86% 420/486 [03:21<00:31,  2.08it/s]
Validating:  91% 440/486 [03:30<00:22,  2.08it/s]
Validating:  95% 460/486 [03:40<00:12,  2.08it/s]
Validating:  99% 480/486 [03:50<00:02,  2.08it/s]
Validating: 100% 486/486 [03:52<00:00,  2.08it/s]***** Validation results *****
09/29/2021 10:50:08 - INFO - lightning - ***** Validation results *****
train/loss = 0.9427295327186584
09/29/2021 10:50:08 - INFO - lightning - train/loss = 0.9427295327186584
valid/loss = 1.0403474569320679
09/29/2021 10:50:08 - INFO - lightning - valid/loss = 1.0403474569320679
valid/micro_f1 = 54.50158347157292
09/29/2021 10:50:08 - INFO - lightning - valid/micro_f1 = 54.50158347157292
valid/auprc = 43.516728906364634
09/29/2021 10:50:08 - INFO - lightning - valid/auprc = 43.516728906364634
Epoch 0: 100% 2959/2959 [59:53<00:00,  1.21s/it, loss=0.843, v_num=2]
                                                 /usr/local/lib/python3.7/dist-packages/torch/optim/lr_scheduler.py:216: UserWarning: Please also save or load the state of the optimizer when saving or loading the scheduler.
  warnings.warn(SAVE_STATE_WARNING, UserWarning)
Epoch 0: 100% 2959/2959 [1:00:12<00:00,  1.22s/it, loss=0.843, v_num=2]
09/29/2021 10:50:29 - INFO - pytorch_lightning.accelerators.gpu - LOCAL_RANK: 0 - CUDA_VISIBLE_DEVICES: [0]
Testing: 100% 486/486 [03:53<00:00,  2.08it/s]***** Test results *****
09/29/2021 10:54:23 - INFO - lightning - ***** Test results *****
train/loss = 1.0006123781204224
09/29/2021 10:54:23 - INFO - lightning - train/loss = 1.0006123781204224
valid/loss = 1.0403474569320679
09/29/2021 10:54:23 - INFO - lightning - valid/loss = 1.0403474569320679
valid/micro_f1 = 54.50158347157292
09/29/2021 10:54:23 - INFO - lightning - valid/micro_f1 = 54.50158347157292
valid/auprc = 43.516728906364634
09/29/2021 10:54:23 - INFO - lightning - valid/auprc = 43.516728906364634
Testing: 100% 486/486 [03:54<00:00,  2.08it/s]
--------------------------------------------------------------------------------
 - valid/loss : 1.0403474569320679
 - valid/micro_f1 : 54.50158347157292
 - valid/auprc : 43.516728906364634
--------------------------------------------------------------------------------

03 Test

!python KLUE-Baseline/run_klue.py \
evaluate \
--task klue-re \
--output_dir ./re/klue-re \
--data_dir ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1 \
--model_name_or_path ./re/klue-re/version_2/transformers \
--eval_batch_size 32 \
/usr/local/lib/python3.7/dist-packages/pytorch_lightning/utilities/distributed.py:50: UserWarning: MetricBase will save all targets and predictions in buffer. For large datasets this may lead to large memory footprint.
  warnings.warn(*args, **kwargs)
09/29/2021 11:08:23 - INFO - __main__ - Arguments:
09/29/2021 11:08:23 - INFO - __main__ - 	                command : evaluate
09/29/2021 11:08:23 - INFO - __main__ - 	                   task : klue-re
09/29/2021 11:08:23 - INFO - __main__ - 	             output_dir : ./re/klue-re
09/29/2021 11:08:23 - INFO - __main__ - 	                   gpus : None
09/29/2021 11:08:23 - INFO - __main__ - 	                   fp16 : False
09/29/2021 11:08:23 - INFO - __main__ - 	   num_sanity_val_steps : 2
09/29/2021 11:08:23 - INFO - __main__ - 	              tpu_cores : None
09/29/2021 11:08:23 - INFO - __main__ - 	      gradient_clip_val : 1.0
09/29/2021 11:08:23 - INFO - __main__ - 	accumulate_grad_batches : 1
09/29/2021 11:08:23 - INFO - __main__ - 	                   seed : 42
09/29/2021 11:08:23 - INFO - __main__ - 	             metric_key : loss
09/29/2021 11:08:23 - INFO - __main__ - 	               patience : 5
09/29/2021 11:08:23 - INFO - __main__ - 	    early_stopping_mode : max
09/29/2021 11:08:23 - INFO - __main__ - 	               data_dir : ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1
09/29/2021 11:08:23 - INFO - __main__ - 	        train_file_name : None
09/29/2021 11:08:23 - INFO - __main__ - 	          dev_file_name : None
09/29/2021 11:08:23 - INFO - __main__ - 	         test_file_name : None
09/29/2021 11:08:23 - INFO - __main__ - 	            num_workers : 4
09/29/2021 11:08:23 - INFO - __main__ - 	       train_batch_size : 32
09/29/2021 11:08:23 - INFO - __main__ - 	        eval_batch_size : 16
09/29/2021 11:08:23 - INFO - __main__ - 	         max_seq_length : 128
09/29/2021 11:08:23 - INFO - __main__ - 	      relation_filename : relation_list.json
09/29/2021 11:08:23 - INFO - __main__ - 	     model_name_or_path : ./re/klue-re/version_2/transformers
09/29/2021 11:08:23 - INFO - __main__ - 	            config_name : 
09/29/2021 11:08:23 - INFO - __main__ - 	         tokenizer_name : None
09/29/2021 11:08:23 - INFO - __main__ - 	              cache_dir : 
09/29/2021 11:08:23 - INFO - __main__ - 	      encoder_layerdrop : None
09/29/2021 11:08:23 - INFO - __main__ - 	      decoder_layerdrop : None
09/29/2021 11:08:23 - INFO - __main__ - 	                dropout : None
09/29/2021 11:08:23 - INFO - __main__ - 	      attention_dropout : None
09/29/2021 11:08:23 - INFO - __main__ - 	          learning_rate : 5e-05
09/29/2021 11:08:23 - INFO - __main__ - 	           lr_scheduler : linear
09/29/2021 11:08:23 - INFO - __main__ - 	           weight_decay : 0.0
09/29/2021 11:08:23 - INFO - __main__ - 	           adam_epsilon : 1e-08
09/29/2021 11:08:23 - INFO - __main__ - 	           warmup_steps : None
09/29/2021 11:08:23 - INFO - __main__ - 	           warmup_ratio : None
09/29/2021 11:08:23 - INFO - __main__ - 	             max_epochs : 4
09/29/2021 11:08:23 - INFO - __main__ - 	              adafactor : False
09/29/2021 11:08:23 - INFO - __main__ - 	     verbose_step_count : 100
Global seed set to 42
09/29/2021 11:08:23 - INFO - lightning - Global seed set to 42
GPU available: True, used: False
09/29/2021 11:08:23 - INFO - lightning - GPU available: True, used: False
TPU available: None, using: 0 TPU cores
09/29/2021 11:08:23 - INFO - lightning - TPU available: None, using: 0 TPU cores
/usr/local/lib/python3.7/dist-packages/pytorch_lightning/utilities/distributed.py:50: UserWarning: GPU available but not used. Set the --gpus flag when calling the script.
  warnings.warn(*args, **kwargs)
09/29/2021 11:08:23 - INFO - klue_baseline.data.utils - Using BertTokenizer for fixing tokenization result
09/29/2021 11:08:23 - INFO - klue_baseline.data.base - Creating features from dataset file at ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1
09/29/2021 11:08:23 - INFO - klue_baseline.data.klue_re - Loading from ./KLUE-Baseline/data/klue_benchmark/klue-re-v1.1/klue-re-v1.1_dev.json
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00000
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00000', text_a="20대 남성 <subj>A</subj>(26)씨가 아버지 치료비를 위해 B(<obj>30</obj>)씨가 모아둔 돈을 훔쳐 인터넷 방송 BJ에게 '별풍선'으로 쏜 사실이 알려졌다.", text_b=None, label='no_relation')
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin tokens: ['20', '##대', '남성', '<subj>', 'A', '</subj>', '(', '26', ')', '씨', '##가', '아버지', '치료비', '##를', '위해', 'B', '(', '<obj>', '30', '</obj>', ')', '씨', '##가', '모아', '##둔', '돈', '##을', '훔쳐', '인터넷', '방송', 'B', '##J', '##에', '##게', "'", '별', '##풍', '##선', "'", '으로', '쏜', '사실', '##이', '알려졌', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - fixed tokens: ['20', '##대', '남성', '<subj>', 'A', '</subj>', '(', '26', ')', '씨', '##가', '아버지', '치료비', '##를', '위해', 'B', '(', '<obj>', '30', '</obj>', ')', '씨', '##가', '모아', '##둔', '돈', '##을', '훔쳐', '인터넷', '방송', 'B', '##J', '##에', '##게', "'", '별', '##풍', '##선', "'", '으로', '쏜', '사실', '##이', '알려졌', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 3619, 2104, 4576, 32000, 37, 32001, 12, 4210, 13, 1370, 2116, 4096, 18014, 2138, 3627, 38, 12, 32002, 3740, 32003, 13, 1370, 2116, 5302, 2684, 850, 2069, 12908, 4254, 3861, 38, 2303, 2170, 2318, 11, 1156, 2533, 2020, 11, 3603, 1356, 3669, 2052, 4757, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00001
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00001', text_a='그러나 <subj>심 의원</subj>은 보좌진이 접속 권한을 받아 <obj>정부</obj> 업무추진비 사용 내역 등을 다운받았음에도 정부가 허위 사실을 유포하는 등 국정감사 활동을 방해하고 있다고 반박했고, 김동연 경제부총리 겸 기획재정부 장관과 김재훈 재정정보원장, 기재부 관계자 등을 무고 등 혐의로 전날 맞고발했다.', text_b=None, label='no_relation')
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin tokens: ['그러나', '<subj>', '심', '의원', '</subj>', '은', '보좌', '##진', '##이', '접속', '권한', '##을', '받아', '<obj>', '정부', '</obj>', '업무', '##추', '##진', '##비', '사용', '내역', '등', '##을', '다운', '##받', '##았', '##음', '##에도', '정부', '##가', '허위', '사실', '##을', '유포', '##하', '##는', '등', '국정', '##감사', '활동', '##을', '방해', '##하고', '있', '##다고', '반박', '##했', '##고', ',', '김동연', '경제', '##부', '##총리', '겸', '기획', '##재', '##정부', '장관', '##과', '김재', '##훈', '재정', '##정보', '##원장', ',', '기재', '##부', '관계자', '등', '##을', '무고', '등', '혐의', '##로', '전날', '맞', '##고', '##발', '##했', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - fixed tokens: ['그러나', '<subj>', '심', '의원', '</subj>', '##은', '보좌', '##진', '##이', '접속', '권한', '##을', '받아', '<obj>', '정부', '</obj>', '업무', '##추', '##진', '##비', '사용', '내역', '등', '##을', '다운', '##받', '##았', '##음', '##에도', '정부', '##가', '허위', '사실', '##을', '유포', '##하', '##는', '등', '국정', '##감사', '활동', '##을', '방해', '##하고', '있', '##다고', '반박', '##했', '##고', ',', '김동연', '경제', '##부', '##총리', '겸', '기획', '##재', '##정부', '장관', '##과', '김재', '##훈', '재정', '##정보', '##원장', ',', '기재', '##부', '관계자', '등', '##을', '무고', '등', '혐의', '##로', '전날', '맞', '##고', '##발', '##했', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 3678, 32000, 1331, 3712, 32001, 2073, 8541, 2043, 2052, 8407, 5851, 2069, 21372, 32002, 3659, 32003, 4148, 2159, 2043, 2151, 3704, 10140, 886, 2069, 6163, 2757, 2886, 2053, 6509, 3659, 2116, 7441, 3669, 2069, 12502, 2205, 2259, 886, 4567, 27065, 3746, 2069, 6345, 19521, 1513, 4683, 7703, 2371, 2088, 16, 28320, 3674, 2144, 6384, 588, 4417, 2070, 11722, 4166, 2145, 7863, 2034, 4426, 19861, 10293, 16, 7475, 2144, 3810, 886, 2069, 17891, 886, 4456, 2200, 5978, 1047, 2088, 2311, 2371, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00002
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00002', text_a="영화 《룸》에서 감금되어 살아가는 여자의 아들 '<subj>잭</subj>' 역으로 주목받으며, 크리틱스 초이스 영화상 최우수 아역연기상, <obj>캐나다 스크린 어워드</obj>(캐나다 영화 & 텔레비전 아카데미상) 영화부문 최우수 남우주연상을 수상하였고, 미국 배우 조합상(SAG) 최우수 남우조연상에 후보 지명되었다.", text_b=None, label='no_relation')
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin tokens: ['영화', '《', '룸', '》', '에서', '감금', '##되', '##어', '살아가', '##는', '여자', '##의', '아들', "'", '<subj>', '잭', '</subj>', "'", '역', '##으로', '주목', '##받', '##으며', ',', '크리', '##틱', '##스', '초이스', '영화', '##상', '최우수', '아역', '##연', '##기', '##상', ',', '<obj>', '캐나다', '스크린', '어워드', '</obj>', '(', '캐나다', '영화', '&', '텔레비전', '아카데미', '##상', ')', '영화', '##부', '##문', '최우수', '남', '##우주', '##연', '##상', '##을', '수상', '##하', '##였', '##고', ',', '미국', '배우', '조합', '##상', '(', 'SA', '##G', ')', '최우수', '남', '##우', '##조', '##연', '##상', '##에', '후보', '지명', '##되', '##었', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - fixed tokens: ['영화', '《', '룸', '》', '에서', '감금', '##되', '##어', '살아가', '##는', '여자', '##의', '아들', "'", '<subj>', '잭', '</subj>', "'", '역', '##으로', '주목', '##받', '##으며', ',', '크리', '##틱', '##스', '초이스', '영화', '##상', '최우수', '아역', '##연', '##기', '##상', ',', '<obj>', '캐나다', '스크린', '어워드', '</obj>', '(', '캐나다', '영화', '&', '텔레비전', '아카데미', '##상', ')', '영화', '##부', '##문', '최우수', '남', '##우주', '##연', '##상', '##을', '수상', '##하', '##였', '##고', ',', '미국', '배우', '조합', '##상', '(', 'SA', '##G', ')', '최우수', '남', '##우', '##조', '##연', '##상', '##에', '후보', '지명', '##되', '##었', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 3771, 170, 1006, 171, 3604, 18033, 2496, 2051, 5933, 2259, 3883, 2079, 4200, 11, 32000, 1529, 32001, 11, 1429, 6233, 4439, 2757, 4007, 16, 10869, 2960, 2255, 29366, 3771, 2290, 11896, 25849, 2156, 2015, 2290, 16, 32002, 7066, 8559, 18085, 32003, 12, 7066, 3771, 10, 7361, 9101, 2290, 13, 3771, 2144, 2346, 11896, 723, 21347, 2156, 2290, 2069, 4812, 2205, 2507, 2088, 16, 3666, 4165, 4936, 2290, 12, 21707, 2341, 13, 11896, 723, 2137, 2446, 2156, 2290, 2170, 3733, 7119, 2496, 2359, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00003
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00003', text_a='전라남도(<obj>도지사</obj> 김영록)는 <subj>해양수산부</subj>의 2020년 어촌뉴딜300 공모사업에 15개 연안 시군 70개소 7천61억 원 규모를 신청했다고 14일 밝혔다.', text_b=None, label='no_relation')
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin tokens: ['전라남도', '(', '<obj>', '도지사', '</obj>', '김영', '##록', ')', '는', '<subj>', '해양수산부', '</subj>', '의', '2020', '##년', '어촌', '##뉴', '##딜', '##30', '##0', '공모', '##사업', '##에', '15', '##개', '연안', '시군', '70', '##개', '##소', '7', '##천', '##61', '##억', '원', '규모', '##를', '신청', '##했', '##다고', '14', '##일', '밝혔', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - fixed tokens: ['전라남도', '(', '<obj>', '도지사', '</obj>', '김영', '##록', ')', '는', '<subj>', '해양수산부', '</subj>', '##의', '2020', '##년', '어촌', '##뉴', '##딜', '##30', '##0', '공모', '##사업', '##에', '15', '##개', '연안', '시군', '70', '##개', '##소', '7', '##천', '##61', '##억', '원', '규모', '##를', '신청', '##했', '##다고', '14', '##일', '밝혔', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 22272, 12, 32002, 9035, 32003, 5553, 2351, 13, 793, 32000, 15995, 32001, 2079, 7330, 2440, 17127, 3065, 3169, 7556, 2082, 5637, 9841, 2170, 3749, 2019, 11189, 15773, 4531, 2019, 2024, 27, 2337, 26421, 2028, 1478, 3849, 2138, 4373, 2371, 4683, 3909, 2210, 3705, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - *** Example ***
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - guid: klue-re-v1_dev_00004
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin example: InputExample(guid='klue-re-v1_dev_00004', text_a='<subj>부산항만공사</subj>(BPA, 사장 남기찬)는 <obj>27일</obj> 아동의 인권존중과 아동학대 예방에 대한 인식을 제고하기 위해 전 임직원을 대상으로 아동학대 예방교육을 실시했다.', text_b=None, label='no_relation')
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - origin tokens: ['<subj>', '부산항', '##만', '##공사', '</subj>', '(', 'B', '##PA', ',', '사장', '남기', '##찬', ')', '는', '<obj>', '27', '##일', '</obj>', '아동', '##의', '인권', '##존', '##중', '##과', '아동학', '##대', '예방', '##에', '대한', '인식', '##을', '제고', '##하기', '위해', '전', '임직원', '##을', '대상', '##으로', '아동학', '##대', '예방', '##교육', '##을', '실시', '##했', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - fixed tokens: ['<subj>', '부산항', '##만', '##공사', '</subj>', '(', 'B', '##PA', ',', '사장', '남기', '##찬', ')', '는', '<obj>', '27', '##일', '</obj>', '아동', '##의', '인권', '##존', '##중', '##과', '아동학', '##대', '예방', '##에', '대한', '인식', '##을', '제고', '##하기', '위해', '전', '임직원', '##을', '대상', '##으로', '아동학', '##대', '예방', '##교육', '##을', '실시', '##했', '##다', '.']
09/29/2021 11:08:28 - INFO - klue_baseline.data.klue_re - features: InputFeatures(input_ids=[0, 32000, 17003, 2154, 5634, 32001, 12, 38, 19672, 16, 4184, 6804, 2166, 13, 793, 32002, 4207, 2210, 32003, 5332, 2079, 5188, 2869, 2284, 2145, 30333, 2104, 5005, 2170, 3618, 4263, 2069, 7928, 31302, 3627, 1537, 6809, 2069, 3756, 6233, 30333, 2104, 5005, 6177, 2069, 4130, 2371, 2062, 18, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], attention_mask=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], token_type_ids=[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], label=0)
09/29/2021 11:08:28 - INFO - klue_baseline.data.base - Prepare dev dataset (Count: 7765) 
Testing:  74% 360/486 [33:20<11:32,  5.49s/it]