Initial commit
Browse filesInitial commit embedder-100p
- .gitattributes +1 -0
- 1_Pooling/config.json +7 -0
- README.md +127 -0
- config.json +29 -0
- config_sentence_transformers.json +7 -0
- eval/mse_evaluation_Tatoeba-eng-deu-dev.tsv.gz_results.csv +0 -0
- eval/mse_evaluation_WikiMatrix-en-de-dev.tsv.gz_results.csv +0 -0
- eval/translation_evaluation_Tatoeba-eng-deu-dev.tsv.gz_results.csv +4641 -0
- eval/translation_evaluation_WikiMatrix-en-de-dev.tsv.gz_results.csv +0 -0
- modules.json +14 -0
- pytorch_model.bin +3 -0
- sentence_bert_config.json +4 -0
- sentencepiece.bpe.model +3 -0
- special_tokens_map.json +15 -0
- tokenizer.json +3 -0
- tokenizer_config.json +19 -0
.gitattributes
CHANGED
@@ -33,3 +33,4 @@ saved_model/**/* filter=lfs diff=lfs merge=lfs -text
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*.zip filter=lfs diff=lfs merge=lfs -text
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*.zst filter=lfs diff=lfs merge=lfs -text
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*tfevents* filter=lfs diff=lfs merge=lfs -text
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*.zip filter=lfs diff=lfs merge=lfs -text
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*.zst filter=lfs diff=lfs merge=lfs -text
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*tfevents* filter=lfs diff=lfs merge=lfs -text
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tokenizer.json filter=lfs diff=lfs merge=lfs -text
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1_Pooling/config.json
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{
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"word_embedding_dimension": 768,
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"pooling_mode_cls_token": false,
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"pooling_mode_mean_tokens": true,
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"pooling_mode_max_tokens": false,
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"pooling_mode_mean_sqrt_len_tokens": false
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}
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README.md
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---
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pipeline_tag: sentence-similarity
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tags:
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- sentence-transformers
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- feature-extraction
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- sentence-similarity
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- transformers
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---
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# embedder-100p
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This is a ms-marco bi-encoder from sentence-transformers model: It maps sentences & paragraphs to a 768 dimensional dense vector space and can be used for tasks like clustering or semantic search. It is trained on more than 20GiB of german text. It used the knowledge distillation to be a bi-language embedding model (English and German).
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<!--- Describe your model here -->
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## Usage (Sentence-Transformers)
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Using this model becomes easy when you have [sentence-transformers](https://www.SBERT.net) installed:
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```
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pip install -U sentence-transformers
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```
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Then you can use the model like this:
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```python
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from sentence_transformers import SentenceTransformer
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sentences = ["This is an example sentence", "Each sentence is converted"]
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model = SentenceTransformer('embedder-100p')
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embeddings = model.encode(sentences)
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print(embeddings)
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```
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## Usage (HuggingFace Transformers)
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Without [sentence-transformers](https://www.SBERT.net), you can use the model like this: First, you pass your input through the transformer model, then you have to apply the right pooling-operation on-top of the contextualized word embeddings.
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```python
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from transformers import AutoTokenizer, AutoModel
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import torch
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#Mean Pooling - Take attention mask into account for correct averaging
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def mean_pooling(model_output, attention_mask):
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token_embeddings = model_output[0] #First element of model_output contains all token embeddings
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input_mask_expanded = attention_mask.unsqueeze(-1).expand(token_embeddings.size()).float()
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return torch.sum(token_embeddings * input_mask_expanded, 1) / torch.clamp(input_mask_expanded.sum(1), min=1e-9)
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# Sentences we want sentence embeddings for
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sentences = ['This is an example sentence', 'Each sentence is converted']
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# Load model from HuggingFace Hub
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tokenizer = AutoTokenizer.from_pretrained('embedder-100p')
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model = AutoModel.from_pretrained('embedder-100p')
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# Tokenize sentences
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encoded_input = tokenizer(sentences, padding=True, truncation=True, return_tensors='pt')
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# Compute token embeddings
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with torch.no_grad():
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model_output = model(**encoded_input)
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# Perform pooling. In this case, mean pooling.
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sentence_embeddings = mean_pooling(model_output, encoded_input['attention_mask'])
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print("Sentence embeddings:")
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print(sentence_embeddings)
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```
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## Evaluation Results
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<!--- Describe how your model was evaluated -->
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(soon, still undern evaluation)
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## Training
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The model was trained with the parameters:
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**DataLoader**:
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`torch.utils.data.dataloader.DataLoader` of length 231230 with parameters:
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```
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{'batch_size': 16, 'sampler': 'torch.utils.data.sampler.RandomSampler', 'batch_sampler': 'torch.utils.data.sampler.BatchSampler'}
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```
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**Loss**:
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`sentence_transformers.losses.MSELoss.MSELoss`
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Parameters of the fit()-Method:
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```
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{
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"epochs": 20,
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"evaluation_steps": 1000,
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"evaluator": "sentence_transformers.evaluation.SequentialEvaluator.SequentialEvaluator",
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"max_grad_norm": 1,
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"optimizer_class": "<class 'torch.optim.adamw.AdamW'>",
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"optimizer_params": {
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"eps": 1e-06,
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"lr": 7e-06
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},
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"scheduler": "WarmupLinear",
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"steps_per_epoch": null,
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"warmup_steps": 5000,
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"weight_decay": 0.01
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}
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```
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## Full Model Architecture
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```
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SentenceTransformer(
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(0): Transformer({'max_seq_length': 384, 'do_lower_case': False}) with Transformer model: XLMRobertaModel
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(1): Pooling({'word_embedding_dimension': 768, 'pooling_mode_cls_token': False, 'pooling_mode_mean_tokens': True, 'pooling_mode_max_tokens': False, 'pooling_mode_mean_sqrt_len_tokens': False})
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)
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```
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## Citing & Authors
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@[bayang](https://huggingface.co/bayang)
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<!--- Describe where people can find more information -->
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config.json
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{
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"_name_or_path": "sentence-transformers/paraphrase-multilingual-mpnet-base-v2",
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"architectures": [
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"XLMRobertaModel"
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],
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"attention_probs_dropout_prob": 0.1,
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"bos_token_id": 0,
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"classifier_dropout": null,
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"eos_token_id": 2,
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"gradient_checkpointing": false,
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"hidden_act": "gelu",
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"hidden_dropout_prob": 0.1,
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"hidden_size": 768,
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"initializer_range": 0.02,
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"intermediate_size": 3072,
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"layer_norm_eps": 1e-05,
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"max_position_embeddings": 514,
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"model_type": "xlm-roberta",
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"num_attention_heads": 12,
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"num_hidden_layers": 12,
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"output_past": true,
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"pad_token_id": 1,
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"position_embedding_type": "absolute",
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"torch_dtype": "float32",
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"transformers_version": "4.30.2",
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"type_vocab_size": 1,
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"use_cache": true,
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"vocab_size": 250002
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}
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config_sentence_transformers.json
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{
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"__version__": {
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"sentence_transformers": "2.2.2",
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"transformers": "4.30.2",
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"pytorch": "2.0.1+cu117"
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}
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}
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eval/mse_evaluation_Tatoeba-eng-deu-dev.tsv.gz_results.csv
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eval/mse_evaluation_WikiMatrix-en-de-dev.tsv.gz_results.csv
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eval/translation_evaluation_Tatoeba-eng-deu-dev.tsv.gz_results.csv
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|
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|
|
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|
|
|
1 |
+
epoch,steps,src2trg,trg2src
|
2 |
+
0,1000,0.983,0.984
|
3 |
+
0,2000,0.983,0.983
|
4 |
+
0,3000,0.982,0.983
|
5 |
+
0,4000,0.984,0.98
|
6 |
+
0,5000,0.981,0.981
|
7 |
+
0,6000,0.981,0.985
|
8 |
+
0,7000,0.983,0.985
|
9 |
+
0,8000,0.983,0.983
|
10 |
+
0,9000,0.983,0.982
|
11 |
+
0,10000,0.983,0.982
|
12 |
+
0,11000,0.983,0.983
|
13 |
+
0,12000,0.981,0.981
|
14 |
+
0,13000,0.981,0.976
|
15 |
+
0,14000,0.982,0.98
|
16 |
+
0,15000,0.985,0.986
|
17 |
+
0,16000,0.985,0.982
|
18 |
+
0,17000,0.987,0.985
|
19 |
+
0,18000,0.982,0.985
|
20 |
+
0,19000,0.981,0.984
|
21 |
+
0,20000,0.982,0.985
|
22 |
+
0,21000,0.983,0.984
|
23 |
+
0,22000,0.982,0.983
|
24 |
+
0,23000,0.983,0.984
|
25 |
+
0,24000,0.982,0.984
|
26 |
+
0,25000,0.984,0.984
|
27 |
+
0,26000,0.982,0.987
|
28 |
+
0,27000,0.982,0.982
|
29 |
+
0,28000,0.98,0.985
|
30 |
+
0,29000,0.98,0.983
|
31 |
+
0,30000,0.982,0.984
|
32 |
+
0,31000,0.977,0.982
|
33 |
+
0,32000,0.981,0.984
|
34 |
+
0,33000,0.98,0.984
|
35 |
+
0,34000,0.983,0.984
|
36 |
+
0,35000,0.983,0.983
|
37 |
+
0,36000,0.98,0.981
|
38 |
+
0,37000,0.985,0.986
|
39 |
+
0,38000,0.984,0.985
|
40 |
+
0,39000,0.985,0.986
|
41 |
+
0,40000,0.984,0.986
|
42 |
+
0,41000,0.985,0.987
|
43 |
+
0,42000,0.983,0.986
|
44 |
+
0,43000,0.984,0.985
|
45 |
+
0,44000,0.986,0.987
|
46 |
+
0,45000,0.985,0.986
|
47 |
+
0,46000,0.985,0.985
|
48 |
+
0,47000,0.985,0.984
|
49 |
+
0,48000,0.987,0.986
|
50 |
+
0,49000,0.983,0.987
|
51 |
+
0,50000,0.985,0.989
|
52 |
+
0,51000,0.983,0.988
|
53 |
+
0,52000,0.985,0.986
|
54 |
+
0,53000,0.988,0.986
|
55 |
+
0,54000,0.987,0.985
|
56 |
+
0,55000,0.986,0.985
|
57 |
+
0,56000,0.987,0.986
|
58 |
+
0,57000,0.987,0.984
|
59 |
+
0,58000,0.982,0.982
|
60 |
+
0,59000,0.987,0.987
|
61 |
+
0,60000,0.986,0.986
|
62 |
+
0,61000,0.989,0.986
|
63 |
+
0,62000,0.984,0.984
|
64 |
+
0,63000,0.985,0.984
|
65 |
+
0,64000,0.985,0.986
|
66 |
+
0,65000,0.986,0.986
|
67 |
+
0,66000,0.986,0.987
|
68 |
+
0,67000,0.986,0.985
|
69 |
+
0,68000,0.984,0.982
|
70 |
+
0,69000,0.986,0.984
|
71 |
+
0,70000,0.987,0.985
|
72 |
+
0,71000,0.987,0.984
|
73 |
+
0,72000,0.985,0.984
|
74 |
+
0,73000,0.987,0.986
|
75 |
+
0,74000,0.984,0.984
|
76 |
+
0,75000,0.987,0.986
|
77 |
+
0,76000,0.984,0.985
|
78 |
+
0,77000,0.983,0.984
|
79 |
+
0,78000,0.982,0.982
|
80 |
+
0,79000,0.984,0.983
|
81 |
+
0,80000,0.979,0.983
|
82 |
+
0,81000,0.985,0.982
|
83 |
+
0,82000,0.983,0.985
|
84 |
+
0,83000,0.984,0.986
|
85 |
+
0,84000,0.985,0.985
|
86 |
+
0,85000,0.986,0.985
|
87 |
+
0,86000,0.987,0.985
|
88 |
+
0,87000,0.982,0.984
|
89 |
+
0,88000,0.985,0.984
|
90 |
+
0,89000,0.984,0.985
|
91 |
+
0,90000,0.984,0.986
|
92 |
+
0,91000,0.985,0.985
|
93 |
+
0,92000,0.985,0.984
|
94 |
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0,93000,0.986,0.986
|
95 |
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0,94000,0.983,0.986
|
96 |
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0,95000,0.983,0.984
|
97 |
+
0,96000,0.986,0.986
|
98 |
+
0,97000,0.986,0.988
|
99 |
+
0,98000,0.986,0.987
|
100 |
+
0,99000,0.985,0.985
|
101 |
+
0,100000,0.985,0.984
|
102 |
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0,101000,0.985,0.986
|
103 |
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0,102000,0.985,0.986
|
104 |
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0,103000,0.985,0.986
|
105 |
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0,104000,0.984,0.987
|
106 |
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0,105000,0.986,0.986
|
107 |
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0,106000,0.985,0.984
|
108 |
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0,107000,0.985,0.985
|
109 |
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0,108000,0.985,0.985
|
110 |
+
0,109000,0.985,0.985
|
111 |
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0,110000,0.986,0.985
|
112 |
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0,111000,0.983,0.982
|
113 |
+
0,112000,0.987,0.987
|
114 |
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0,113000,0.983,0.986
|
115 |
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0,114000,0.985,0.986
|
116 |
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0,115000,0.986,0.988
|
117 |
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0,116000,0.985,0.985
|
118 |
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0,117000,0.985,0.986
|
119 |
+
0,118000,0.985,0.986
|
120 |
+
0,119000,0.987,0.987
|
121 |
+
0,120000,0.989,0.988
|
122 |
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0,121000,0.986,0.986
|
123 |
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0,122000,0.987,0.988
|
124 |
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0,123000,0.986,0.987
|
125 |
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0,124000,0.984,0.986
|
126 |
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0,125000,0.984,0.988
|
127 |
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0,126000,0.984,0.987
|
128 |
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0,127000,0.986,0.988
|
129 |
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0,128000,0.986,0.986
|
130 |
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0,129000,0.985,0.987
|
131 |
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0,130000,0.984,0.986
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132 |
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0,131000,0.985,0.985
|
133 |
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0,132000,0.988,0.987
|
134 |
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0,133000,0.986,0.986
|
135 |
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0,134000,0.984,0.986
|
136 |
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0,135000,0.986,0.986
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137 |
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0,136000,0.985,0.986
|
138 |
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0,137000,0.984,0.984
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139 |
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0,138000,0.987,0.986
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140 |
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0,139000,0.984,0.986
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141 |
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0,140000,0.985,0.985
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142 |
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0,141000,0.984,0.986
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143 |
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0,142000,0.985,0.986
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144 |
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0,143000,0.986,0.987
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145 |
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0,144000,0.984,0.988
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146 |
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0,145000,0.986,0.987
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147 |
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0,146000,0.986,0.989
|
148 |
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0,147000,0.984,0.986
|
149 |
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0,148000,0.986,0.987
|
150 |
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0,149000,0.984,0.986
|
151 |
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0,150000,0.984,0.986
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152 |
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0,151000,0.985,0.984
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153 |
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0,152000,0.985,0.987
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154 |
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0,153000,0.985,0.987
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155 |
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0,154000,0.986,0.987
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156 |
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0,155000,0.985,0.988
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157 |
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0,156000,0.983,0.986
|
158 |
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0,157000,0.985,0.987
|
159 |
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0,158000,0.985,0.989
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160 |
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0,159000,0.985,0.986
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161 |
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0,160000,0.986,0.986
|
162 |
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0,161000,0.986,0.986
|
163 |
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0,162000,0.984,0.985
|
164 |
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0,163000,0.984,0.988
|
165 |
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0,164000,0.987,0.988
|
166 |
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0,165000,0.987,0.986
|
167 |
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0,166000,0.984,0.986
|
168 |
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0,167000,0.986,0.987
|
169 |
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0,168000,0.987,0.987
|
170 |
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0,169000,0.986,0.987
|
171 |
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0,170000,0.983,0.984
|
172 |
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0,171000,0.986,0.985
|
173 |
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0,172000,0.984,0.987
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174 |
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0,173000,0.984,0.987
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175 |
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0,174000,0.987,0.987
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176 |
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0,175000,0.986,0.987
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177 |
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0,176000,0.987,0.985
|
178 |
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0,177000,0.986,0.988
|
179 |
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0,178000,0.986,0.988
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180 |
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0,179000,0.984,0.985
|
181 |
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0,180000,0.984,0.988
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182 |
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0,181000,0.985,0.987
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183 |
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0,182000,0.987,0.989
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184 |
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0,183000,0.984,0.989
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185 |
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0,184000,0.986,0.988
|
186 |
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0,185000,0.983,0.987
|
187 |
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0,186000,0.986,0.99
|
188 |
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0,187000,0.985,0.989
|
189 |
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0,188000,0.984,0.988
|
190 |
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0,189000,0.982,0.989
|
191 |
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0,190000,0.987,0.988
|
192 |
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0,191000,0.982,0.988
|
193 |
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0,192000,0.985,0.988
|
194 |
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0,193000,0.981,0.98
|
195 |
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0,194000,0.987,0.987
|
196 |
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0,195000,0.988,0.987
|
197 |
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0,196000,0.987,0.987
|
198 |
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0,197000,0.987,0.989
|
199 |
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0,198000,0.981,0.979
|
200 |
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0,199000,0.987,0.988
|
201 |
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0,200000,0.986,0.986
|
202 |
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0,201000,0.986,0.987
|
203 |
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0,202000,0.986,0.985
|
204 |
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0,203000,0.987,0.985
|
205 |
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0,204000,0.988,0.987
|
206 |
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0,205000,0.985,0.986
|
207 |
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0,206000,0.985,0.986
|
208 |
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0,207000,0.985,0.986
|
209 |
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0,208000,0.985,0.987
|
210 |
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0,209000,0.985,0.985
|
211 |
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0,210000,0.983,0.985
|
212 |
+
0,211000,0.986,0.984
|
213 |
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0,212000,0.985,0.987
|
214 |
+
0,213000,0.985,0.987
|
215 |
+
0,214000,0.978,0.979
|
216 |
+
0,215000,0.985,0.985
|
217 |
+
0,216000,0.986,0.985
|
218 |
+
0,217000,0.985,0.984
|
219 |
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0,218000,0.985,0.986
|
220 |
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0,219000,0.985,0.984
|
221 |
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0,220000,0.986,0.987
|
222 |
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0,221000,0.985,0.986
|
223 |
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0,222000,0.983,0.982
|
224 |
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0,223000,0.987,0.987
|
225 |
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0,224000,0.983,0.985
|
226 |
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0,225000,0.983,0.985
|
227 |
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0,226000,0.984,0.987
|
228 |
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0,227000,0.985,0.986
|
229 |
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0,228000,0.984,0.985
|
230 |
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0,229000,0.985,0.985
|
231 |
+
0,230000,0.985,0.986
|
232 |
+
0,231000,0.986,0.984
|
233 |
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0,-1,0.985,0.986
|
234 |
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1,1000,0.986,0.986
|
235 |
+
1,2000,0.986,0.987
|
236 |
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1,3000,0.986,0.985
|
237 |
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1,4000,0.987,0.986
|
238 |
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1,5000,0.986,0.987
|
239 |
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1,6000,0.985,0.984
|
240 |
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1,7000,0.987,0.985
|
241 |
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1,8000,0.986,0.984
|
242 |
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1,9000,0.988,0.987
|
243 |
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1,10000,0.985,0.987
|
244 |
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1,11000,0.986,0.987
|
245 |
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1,12000,0.987,0.986
|
246 |
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1,13000,0.988,0.988
|
247 |
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1,14000,0.986,0.987
|
248 |
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1,15000,0.987,0.988
|
249 |
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1,16000,0.985,0.984
|
250 |
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1,17000,0.985,0.986
|
251 |
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1,18000,0.986,0.986
|
252 |
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1,19000,0.987,0.988
|
253 |
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1,20000,0.987,0.986
|
254 |
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1,21000,0.987,0.986
|
255 |
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1,22000,0.987,0.986
|
256 |
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1,23000,0.988,0.986
|
257 |
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1,24000,0.986,0.988
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258 |
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1,25000,0.986,0.987
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259 |
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1,26000,0.985,0.987
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260 |
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1,27000,0.986,0.986
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261 |
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1,28000,0.987,0.987
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262 |
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1,29000,0.985,0.986
|
263 |
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1,30000,0.984,0.985
|
264 |
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1,31000,0.986,0.986
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265 |
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1,32000,0.988,0.987
|
266 |
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1,33000,0.988,0.988
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267 |
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1,34000,0.984,0.985
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268 |
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1,35000,0.986,0.987
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269 |
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1,36000,0.985,0.985
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270 |
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1,37000,0.984,0.987
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271 |
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1,38000,0.986,0.986
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272 |
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1,39000,0.982,0.985
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273 |
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1,40000,0.983,0.987
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274 |
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1,41000,0.985,0.987
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275 |
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1,42000,0.985,0.985
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276 |
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1,43000,0.985,0.986
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277 |
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1,44000,0.985,0.986
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278 |
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1,45000,0.985,0.986
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279 |
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1,46000,0.984,0.986
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280 |
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1,47000,0.984,0.985
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281 |
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1,48000,0.981,0.982
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282 |
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1,49000,0.984,0.986
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283 |
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1,50000,0.985,0.984
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284 |
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1,51000,0.986,0.985
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285 |
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1,52000,0.985,0.987
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286 |
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1,53000,0.984,0.983
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287 |
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1,54000,0.985,0.987
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288 |
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1,55000,0.984,0.985
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289 |
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1,56000,0.984,0.987
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290 |
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1,57000,0.984,0.985
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291 |
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1,58000,0.985,0.987
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292 |
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1,59000,0.985,0.985
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293 |
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1,60000,0.986,0.987
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294 |
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1,61000,0.986,0.986
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295 |
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1,62000,0.985,0.986
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296 |
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1,63000,0.984,0.986
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297 |
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1,64000,0.984,0.986
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298 |
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1,65000,0.981,0.984
|
299 |
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1,66000,0.987,0.987
|
300 |
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1,67000,0.985,0.987
|
301 |
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1,68000,0.984,0.986
|
302 |
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1,69000,0.984,0.986
|
303 |
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1,70000,0.984,0.988
|
304 |
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1,71000,0.985,0.987
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305 |
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1,72000,0.985,0.988
|
306 |
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1,73000,0.985,0.987
|
307 |
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1,74000,0.984,0.986
|
308 |
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1,75000,0.985,0.986
|
309 |
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1630 |
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1655 |
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1656 |
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1657 |
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1658 |
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1659 |
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1660 |
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1661 |
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1662 |
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1663 |
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1664 |
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1665 |
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1666 |
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1667 |
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1668 |
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1669 |
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1670 |
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1671 |
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1672 |
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1673 |
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1674 |
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1675 |
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1676 |
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1677 |
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1678 |
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1679 |
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1680 |
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1681 |
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1682 |
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1683 |
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1684 |
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1685 |
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1686 |
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1687 |
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1688 |
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1689 |
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1690 |
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1691 |
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1692 |
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1693 |
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1694 |
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1695 |
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1696 |
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1697 |
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1698 |
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1699 |
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1700 |
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1701 |
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1702 |
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1703 |
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1704 |
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1705 |
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1706 |
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1707 |
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1708 |
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1709 |
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1710 |
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1711 |
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1712 |
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1713 |
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1714 |
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1715 |
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1716 |
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1717 |
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1718 |
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1719 |
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1720 |
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1721 |
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1722 |
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1723 |
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1724 |
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1725 |
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1726 |
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7,101000,0.99,0.991
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1727 |
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1728 |
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1729 |
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1730 |
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1731 |
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1732 |
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1733 |
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1734 |
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1735 |
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1736 |
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1737 |
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1738 |
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1739 |
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1740 |
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1741 |
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1742 |
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1743 |
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1744 |
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1745 |
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1746 |
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1747 |
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1748 |
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1749 |
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1750 |
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1751 |
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1752 |
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1753 |
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1754 |
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1755 |
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1756 |
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1757 |
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1758 |
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1759 |
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1760 |
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1761 |
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1762 |
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1763 |
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1764 |
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1765 |
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1766 |
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1767 |
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1768 |
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7,143000,0.988,0.99
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1769 |
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7,144000,0.988,0.99
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1770 |
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1771 |
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1772 |
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1773 |
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1774 |
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7,149000,0.988,0.989
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1775 |
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7,150000,0.988,0.99
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1776 |
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7,151000,0.99,0.99
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1777 |
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7,152000,0.989,0.99
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1778 |
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7,153000,0.99,0.991
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1779 |
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7,154000,0.988,0.989
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1780 |
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7,155000,0.989,0.99
|
1781 |
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7,156000,0.989,0.989
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1782 |
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7,157000,0.988,0.99
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1783 |
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7,158000,0.988,0.99
|
1784 |
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7,159000,0.988,0.989
|
1785 |
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7,160000,0.989,0.991
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1786 |
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7,161000,0.989,0.991
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1787 |
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7,162000,0.988,0.989
|
1788 |
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7,163000,0.989,0.99
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1789 |
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7,164000,0.988,0.99
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1790 |
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7,165000,0.988,0.99
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1791 |
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7,166000,0.989,0.99
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1792 |
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7,167000,0.989,0.99
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1793 |
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7,168000,0.987,0.99
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1794 |
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7,169000,0.989,0.99
|
1795 |
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7,170000,0.988,0.989
|
1796 |
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7,171000,0.987,0.99
|
1797 |
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7,172000,0.987,0.989
|
1798 |
+
7,173000,0.988,0.989
|
1799 |
+
7,174000,0.988,0.989
|
1800 |
+
7,175000,0.988,0.989
|
1801 |
+
7,176000,0.988,0.99
|
1802 |
+
7,177000,0.989,0.989
|
1803 |
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7,178000,0.988,0.989
|
1804 |
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7,179000,0.989,0.989
|
1805 |
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7,180000,0.989,0.99
|
1806 |
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7,181000,0.989,0.989
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1807 |
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7,182000,0.989,0.989
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1808 |
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7,183000,0.988,0.99
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1809 |
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7,184000,0.99,0.989
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1810 |
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7,185000,0.989,0.991
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1811 |
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7,186000,0.989,0.99
|
1812 |
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7,187000,0.988,0.99
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1813 |
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7,188000,0.989,0.99
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1814 |
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7,189000,0.988,0.99
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1815 |
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7,190000,0.988,0.99
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1816 |
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7,191000,0.989,0.99
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1817 |
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7,192000,0.988,0.99
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1818 |
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7,193000,0.988,0.989
|
1819 |
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7,194000,0.988,0.99
|
1820 |
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7,195000,0.988,0.99
|
1821 |
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7,196000,0.988,0.989
|
1822 |
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7,197000,0.987,0.989
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1823 |
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7,198000,0.988,0.99
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1824 |
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7,199000,0.987,0.99
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1825 |
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7,200000,0.988,0.989
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1826 |
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7,201000,0.989,0.99
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1827 |
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7,202000,0.989,0.989
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1828 |
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7,203000,0.989,0.989
|
1829 |
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7,204000,0.989,0.989
|
1830 |
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7,205000,0.989,0.989
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1831 |
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7,206000,0.987,0.989
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1832 |
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7,207000,0.988,0.989
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1833 |
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7,208000,0.988,0.989
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1834 |
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7,209000,0.988,0.989
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1835 |
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7,210000,0.989,0.989
|
1836 |
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7,211000,0.988,0.99
|
1837 |
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7,212000,0.99,0.99
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1838 |
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7,213000,0.99,0.99
|
1839 |
+
7,214000,0.988,0.99
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1840 |
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7,215000,0.989,0.99
|
1841 |
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7,216000,0.988,0.99
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1842 |
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7,217000,0.989,0.989
|
1843 |
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7,218000,0.989,0.989
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1844 |
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7,219000,0.989,0.989
|
1845 |
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7,220000,0.989,0.99
|
1846 |
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7,221000,0.991,0.991
|
1847 |
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7,222000,0.989,0.991
|
1848 |
+
7,223000,0.99,0.99
|
1849 |
+
7,224000,0.99,0.989
|
1850 |
+
7,225000,0.989,0.989
|
1851 |
+
7,226000,0.99,0.99
|
1852 |
+
7,227000,0.989,0.99
|
1853 |
+
7,228000,0.989,0.99
|
1854 |
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7,229000,0.99,0.99
|
1855 |
+
7,230000,0.991,0.99
|
1856 |
+
7,231000,0.989,0.989
|
1857 |
+
7,-1,0.989,0.989
|
1858 |
+
8,1000,0.988,0.989
|
1859 |
+
8,2000,0.99,0.991
|
1860 |
+
8,3000,0.989,0.99
|
1861 |
+
8,4000,0.988,0.989
|
1862 |
+
8,5000,0.989,0.989
|
1863 |
+
8,6000,0.989,0.989
|
1864 |
+
8,7000,0.989,0.987
|
1865 |
+
8,8000,0.989,0.989
|
1866 |
+
8,9000,0.988,0.988
|
1867 |
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8,10000,0.989,0.99
|
1868 |
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8,11000,0.989,0.99
|
1869 |
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8,12000,0.989,0.99
|
1870 |
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8,13000,0.988,0.99
|
1871 |
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8,14000,0.988,0.99
|
1872 |
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8,15000,0.988,0.99
|
1873 |
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8,16000,0.988,0.99
|
1874 |
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8,17000,0.987,0.99
|
1875 |
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8,18000,0.988,0.99
|
1876 |
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8,19000,0.988,0.99
|
1877 |
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8,20000,0.99,0.99
|
1878 |
+
8,21000,0.99,0.99
|
1879 |
+
8,22000,0.99,0.99
|
1880 |
+
8,23000,0.989,0.99
|
1881 |
+
8,24000,0.99,0.989
|
1882 |
+
8,25000,0.991,0.99
|
1883 |
+
8,26000,0.99,0.991
|
1884 |
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8,27000,0.99,0.99
|
1885 |
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8,28000,0.991,0.99
|
1886 |
+
8,29000,0.989,0.989
|
1887 |
+
8,30000,0.99,0.99
|
1888 |
+
8,31000,0.989,0.989
|
1889 |
+
8,32000,0.99,0.99
|
1890 |
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8,33000,0.989,0.99
|
1891 |
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8,34000,0.989,0.989
|
1892 |
+
8,35000,0.989,0.989
|
1893 |
+
8,36000,0.989,0.989
|
1894 |
+
8,37000,0.989,0.989
|
1895 |
+
8,38000,0.988,0.99
|
1896 |
+
8,39000,0.989,0.989
|
1897 |
+
8,40000,0.989,0.989
|
1898 |
+
8,41000,0.988,0.988
|
1899 |
+
8,42000,0.987,0.989
|
1900 |
+
8,43000,0.987,0.989
|
1901 |
+
8,44000,0.988,0.988
|
1902 |
+
8,45000,0.987,0.99
|
1903 |
+
8,46000,0.987,0.988
|
1904 |
+
8,47000,0.988,0.989
|
1905 |
+
8,48000,0.989,0.991
|
1906 |
+
8,49000,0.989,0.99
|
1907 |
+
8,50000,0.988,0.99
|
1908 |
+
8,51000,0.988,0.987
|
1909 |
+
8,52000,0.988,0.989
|
1910 |
+
8,53000,0.987,0.987
|
1911 |
+
8,54000,0.987,0.989
|
1912 |
+
8,55000,0.988,0.988
|
1913 |
+
8,56000,0.988,0.988
|
1914 |
+
8,57000,0.988,0.988
|
1915 |
+
8,58000,0.987,0.99
|
1916 |
+
8,59000,0.987,0.989
|
1917 |
+
8,60000,0.99,0.988
|
1918 |
+
8,61000,0.989,0.989
|
1919 |
+
8,62000,0.99,0.989
|
1920 |
+
8,63000,0.988,0.988
|
1921 |
+
8,64000,0.988,0.989
|
1922 |
+
8,65000,0.99,0.99
|
1923 |
+
8,66000,0.988,0.989
|
1924 |
+
8,67000,0.989,0.989
|
1925 |
+
8,68000,0.987,0.99
|
1926 |
+
8,69000,0.988,0.989
|
1927 |
+
8,70000,0.987,0.989
|
1928 |
+
8,71000,0.988,0.989
|
1929 |
+
8,72000,0.988,0.989
|
1930 |
+
8,73000,0.988,0.989
|
1931 |
+
8,74000,0.987,0.988
|
1932 |
+
8,75000,0.988,0.99
|
1933 |
+
8,76000,0.99,0.989
|
1934 |
+
8,77000,0.989,0.989
|
1935 |
+
8,78000,0.988,0.989
|
1936 |
+
8,79000,0.988,0.989
|
1937 |
+
8,80000,0.99,0.99
|
1938 |
+
8,81000,0.987,0.989
|
1939 |
+
8,82000,0.988,0.989
|
1940 |
+
8,83000,0.989,0.989
|
1941 |
+
8,84000,0.988,0.99
|
1942 |
+
8,85000,0.987,0.989
|
1943 |
+
8,86000,0.987,0.989
|
1944 |
+
8,87000,0.99,0.99
|
1945 |
+
8,88000,0.989,0.989
|
1946 |
+
8,89000,0.988,0.989
|
1947 |
+
8,90000,0.99,0.989
|
1948 |
+
8,91000,0.989,0.988
|
1949 |
+
8,92000,0.988,0.987
|
1950 |
+
8,93000,0.99,0.988
|
1951 |
+
8,94000,0.989,0.988
|
1952 |
+
8,95000,0.988,0.989
|
1953 |
+
8,96000,0.989,0.988
|
1954 |
+
8,97000,0.987,0.988
|
1955 |
+
8,98000,0.987,0.989
|
1956 |
+
8,99000,0.988,0.989
|
1957 |
+
8,100000,0.987,0.99
|
1958 |
+
8,101000,0.988,0.988
|
1959 |
+
8,102000,0.989,0.988
|
1960 |
+
8,103000,0.989,0.99
|
1961 |
+
8,104000,0.99,0.99
|
1962 |
+
8,105000,0.991,0.99
|
1963 |
+
8,106000,0.99,0.99
|
1964 |
+
8,107000,0.988,0.989
|
1965 |
+
8,108000,0.989,0.99
|
1966 |
+
8,109000,0.989,0.99
|
1967 |
+
8,110000,0.989,0.99
|
1968 |
+
8,111000,0.988,0.989
|
1969 |
+
8,112000,0.987,0.988
|
1970 |
+
8,113000,0.988,0.989
|
1971 |
+
8,114000,0.988,0.989
|
1972 |
+
8,115000,0.988,0.989
|
1973 |
+
8,116000,0.988,0.989
|
1974 |
+
8,117000,0.988,0.989
|
1975 |
+
8,118000,0.988,0.989
|
1976 |
+
8,119000,0.988,0.989
|
1977 |
+
8,120000,0.988,0.989
|
1978 |
+
8,121000,0.987,0.989
|
1979 |
+
8,122000,0.989,0.989
|
1980 |
+
8,123000,0.991,0.99
|
1981 |
+
8,124000,0.99,0.989
|
1982 |
+
8,125000,0.99,0.989
|
1983 |
+
8,126000,0.991,0.989
|
1984 |
+
8,127000,0.988,0.989
|
1985 |
+
8,128000,0.989,0.988
|
1986 |
+
8,129000,0.989,0.989
|
1987 |
+
8,130000,0.989,0.989
|
1988 |
+
8,131000,0.989,0.99
|
1989 |
+
8,132000,0.989,0.99
|
1990 |
+
8,133000,0.99,0.989
|
1991 |
+
8,134000,0.991,0.99
|
1992 |
+
8,135000,0.99,0.99
|
1993 |
+
8,136000,0.99,0.99
|
1994 |
+
8,137000,0.989,0.99
|
1995 |
+
8,138000,0.989,0.99
|
1996 |
+
8,139000,0.988,0.99
|
1997 |
+
8,140000,0.989,0.99
|
1998 |
+
8,141000,0.99,0.989
|
1999 |
+
8,142000,0.99,0.989
|
2000 |
+
8,143000,0.989,0.989
|
2001 |
+
8,144000,0.989,0.99
|
2002 |
+
8,145000,0.989,0.99
|
2003 |
+
8,146000,0.988,0.99
|
2004 |
+
8,147000,0.988,0.99
|
2005 |
+
8,148000,0.988,0.99
|
2006 |
+
8,149000,0.987,0.989
|
2007 |
+
8,150000,0.987,0.989
|
2008 |
+
8,151000,0.988,0.99
|
2009 |
+
8,152000,0.988,0.99
|
2010 |
+
8,153000,0.988,0.99
|
2011 |
+
8,154000,0.989,0.99
|
2012 |
+
8,155000,0.988,0.99
|
2013 |
+
8,156000,0.988,0.99
|
2014 |
+
8,157000,0.991,0.99
|
2015 |
+
8,158000,0.988,0.99
|
2016 |
+
8,159000,0.989,0.988
|
2017 |
+
8,160000,0.991,0.989
|
2018 |
+
8,161000,0.99,0.989
|
2019 |
+
8,162000,0.99,0.99
|
2020 |
+
8,163000,0.99,0.99
|
2021 |
+
8,164000,0.988,0.989
|
2022 |
+
8,165000,0.99,0.99
|
2023 |
+
8,166000,0.989,0.989
|
2024 |
+
8,167000,0.989,0.99
|
2025 |
+
8,168000,0.988,0.99
|
2026 |
+
8,169000,0.988,0.989
|
2027 |
+
8,170000,0.988,0.99
|
2028 |
+
8,171000,0.989,0.99
|
2029 |
+
8,172000,0.989,0.988
|
2030 |
+
8,173000,0.989,0.989
|
2031 |
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8,174000,0.988,0.988
|
2032 |
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8,175000,0.989,0.988
|
2033 |
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8,176000,0.989,0.99
|
2034 |
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8,177000,0.987,0.989
|
2035 |
+
8,178000,0.988,0.989
|
2036 |
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8,179000,0.987,0.989
|
2037 |
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8,180000,0.99,0.989
|
2038 |
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8,181000,0.99,0.99
|
2039 |
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8,182000,0.988,0.989
|
2040 |
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8,183000,0.988,0.99
|
2041 |
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8,184000,0.988,0.99
|
2042 |
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8,185000,0.989,0.989
|
2043 |
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8,186000,0.989,0.99
|
2044 |
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8,187000,0.987,0.99
|
2045 |
+
8,188000,0.988,0.99
|
2046 |
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8,189000,0.989,0.99
|
2047 |
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8,190000,0.99,0.989
|
2048 |
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8,191000,0.991,0.99
|
2049 |
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8,192000,0.991,0.99
|
2050 |
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8,193000,0.99,0.99
|
2051 |
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8,194000,0.99,0.99
|
2052 |
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8,195000,0.99,0.99
|
2053 |
+
8,196000,0.99,0.99
|
2054 |
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8,197000,0.989,0.99
|
2055 |
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8,198000,0.99,0.99
|
2056 |
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8,199000,0.989,0.991
|
2057 |
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8,200000,0.989,0.99
|
2058 |
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8,201000,0.989,0.991
|
2059 |
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8,202000,0.99,0.99
|
2060 |
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8,203000,0.989,0.99
|
2061 |
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8,204000,0.989,0.99
|
2062 |
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8,205000,0.989,0.99
|
2063 |
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8,206000,0.989,0.991
|
2064 |
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8,207000,0.99,0.991
|
2065 |
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8,208000,0.99,0.989
|
2066 |
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8,209000,0.99,0.99
|
2067 |
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8,210000,0.99,0.989
|
2068 |
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8,211000,0.99,0.989
|
2069 |
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8,212000,0.99,0.989
|
2070 |
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8,213000,0.99,0.99
|
2071 |
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8,214000,0.991,0.99
|
2072 |
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8,215000,0.99,0.989
|
2073 |
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8,216000,0.989,0.99
|
2074 |
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8,217000,0.989,0.99
|
2075 |
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8,218000,0.989,0.99
|
2076 |
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8,219000,0.989,0.989
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2077 |
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8,220000,0.99,0.99
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2078 |
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8,221000,0.99,0.99
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2079 |
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8,222000,0.989,0.99
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2080 |
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8,223000,0.989,0.99
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2081 |
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8,224000,0.989,0.99
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2082 |
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8,225000,0.988,0.99
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2083 |
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8,226000,0.988,0.99
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2084 |
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8,227000,0.989,0.991
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2085 |
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8,228000,0.989,0.99
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2086 |
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8,229000,0.988,0.99
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2087 |
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8,230000,0.988,0.988
|
2088 |
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8,231000,0.988,0.99
|
2089 |
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8,-1,0.989,0.99
|
2090 |
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9,1000,0.99,0.988
|
2091 |
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9,2000,0.987,0.988
|
2092 |
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9,3000,0.988,0.989
|
2093 |
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9,4000,0.989,0.99
|
2094 |
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9,5000,0.988,0.988
|
2095 |
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9,6000,0.989,0.99
|
2096 |
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9,7000,0.991,0.989
|
2097 |
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9,8000,0.989,0.99
|
2098 |
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9,9000,0.988,0.989
|
2099 |
+
9,10000,0.99,0.99
|
2100 |
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9,11000,0.989,0.99
|
2101 |
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9,12000,0.989,0.99
|
2102 |
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9,13000,0.989,0.989
|
2103 |
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9,14000,0.99,0.989
|
2104 |
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9,15000,0.989,0.989
|
2105 |
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9,16000,0.989,0.989
|
2106 |
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9,17000,0.991,0.989
|
2107 |
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9,18000,0.99,0.99
|
2108 |
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9,19000,0.989,0.989
|
2109 |
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9,20000,0.99,0.989
|
2110 |
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9,21000,0.99,0.99
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2111 |
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9,22000,0.99,0.991
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2112 |
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9,23000,0.991,0.99
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2113 |
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9,24000,0.988,0.99
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2114 |
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9,25000,0.988,0.989
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2115 |
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9,26000,0.989,0.99
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2116 |
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9,27000,0.989,0.99
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2117 |
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9,28000,0.99,0.989
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2118 |
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9,29000,0.988,0.99
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2119 |
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9,30000,0.989,0.99
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2120 |
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9,31000,0.989,0.99
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2121 |
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9,32000,0.99,0.99
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2122 |
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9,33000,0.99,0.991
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2123 |
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9,34000,0.99,0.991
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2124 |
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9,35000,0.99,0.991
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2125 |
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9,36000,0.99,0.99
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2126 |
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9,37000,0.989,0.99
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2127 |
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9,38000,0.989,0.99
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2128 |
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9,39000,0.99,0.99
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2129 |
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9,40000,0.99,0.991
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2130 |
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9,41000,0.991,0.99
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2131 |
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9,42000,0.99,0.99
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2132 |
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9,43000,0.99,0.991
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2133 |
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9,44000,0.99,0.99
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2134 |
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9,45000,0.991,0.99
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2135 |
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9,46000,0.99,0.99
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2136 |
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9,47000,0.99,0.99
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2137 |
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9,48000,0.989,0.99
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2138 |
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9,49000,0.991,0.991
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2139 |
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9,50000,0.989,0.99
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2140 |
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9,51000,0.991,0.99
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2141 |
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9,52000,0.989,0.99
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2142 |
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9,53000,0.99,0.99
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2143 |
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9,54000,0.99,0.989
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2144 |
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9,55000,0.99,0.989
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2145 |
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9,56000,0.99,0.99
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2146 |
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9,57000,0.989,0.991
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2147 |
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9,58000,0.99,0.99
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2148 |
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9,59000,0.99,0.991
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2149 |
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9,60000,0.991,0.991
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2150 |
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9,61000,0.99,0.99
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2151 |
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9,62000,0.99,0.991
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2152 |
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9,63000,0.989,0.991
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2153 |
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9,64000,0.99,0.99
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2154 |
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9,65000,0.99,0.99
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2155 |
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9,66000,0.99,0.99
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2156 |
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9,67000,0.989,0.99
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2157 |
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9,68000,0.99,0.99
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2158 |
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9,69000,0.989,0.99
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2159 |
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9,70000,0.989,0.991
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2160 |
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9,71000,0.99,0.991
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2161 |
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9,72000,0.989,0.99
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2162 |
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9,73000,0.989,0.99
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2163 |
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9,74000,0.989,0.99
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2164 |
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9,75000,0.989,0.99
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2165 |
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9,76000,0.989,0.99
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2166 |
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9,77000,0.988,0.99
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2167 |
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9,78000,0.988,0.99
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2168 |
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9,79000,0.988,0.99
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2169 |
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9,80000,0.989,0.99
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2170 |
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9,81000,0.989,0.99
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2171 |
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9,82000,0.989,0.99
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2172 |
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9,83000,0.988,0.99
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2173 |
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9,84000,0.988,0.99
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2174 |
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9,85000,0.989,0.99
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2175 |
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9,86000,0.988,0.99
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2176 |
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9,87000,0.989,0.99
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2177 |
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9,88000,0.989,0.989
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2178 |
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9,89000,0.989,0.99
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2179 |
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9,90000,0.988,0.99
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2180 |
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9,91000,0.988,0.989
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2181 |
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9,92000,0.989,0.99
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2182 |
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9,93000,0.989,0.989
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2183 |
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9,94000,0.99,0.99
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2184 |
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9,95000,0.989,0.989
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2185 |
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9,96000,0.989,0.989
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2186 |
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9,97000,0.989,0.991
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2187 |
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9,98000,0.989,0.991
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2188 |
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9,99000,0.989,0.991
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2189 |
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9,100000,0.989,0.989
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2190 |
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9,101000,0.989,0.989
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2191 |
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9,102000,0.989,0.989
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2192 |
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9,103000,0.989,0.99
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2193 |
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9,104000,0.99,0.989
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2194 |
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9,105000,0.988,0.989
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2195 |
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9,106000,0.991,0.99
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2196 |
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9,107000,0.991,0.99
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2197 |
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9,108000,0.989,0.99
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2198 |
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9,109000,0.99,0.989
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2199 |
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9,110000,0.99,0.99
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2200 |
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9,111000,0.99,0.989
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2201 |
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9,112000,0.988,0.989
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2202 |
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9,113000,0.988,0.989
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2203 |
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9,114000,0.99,0.989
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2204 |
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9,115000,0.99,0.99
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2205 |
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9,116000,0.989,0.99
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2206 |
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9,117000,0.989,0.99
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2207 |
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9,118000,0.988,0.99
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2208 |
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9,119000,0.989,0.99
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2209 |
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9,120000,0.989,0.99
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2210 |
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9,121000,0.989,0.99
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2211 |
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9,122000,0.99,0.99
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2212 |
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9,123000,0.988,0.989
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2213 |
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9,124000,0.99,0.99
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2214 |
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9,125000,0.99,0.99
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2215 |
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9,126000,0.99,0.99
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2216 |
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9,127000,0.989,0.989
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2217 |
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9,128000,0.988,0.989
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2218 |
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9,129000,0.989,0.989
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2219 |
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9,130000,0.99,0.989
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2220 |
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9,131000,0.989,0.99
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2221 |
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9,132000,0.989,0.988
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2222 |
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9,133000,0.99,0.991
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2223 |
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9,134000,0.989,0.989
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2224 |
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9,135000,0.989,0.99
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2225 |
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9,136000,0.991,0.989
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2226 |
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9,137000,0.989,0.99
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2227 |
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9,138000,0.989,0.99
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2228 |
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9,139000,0.99,0.989
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2229 |
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9,140000,0.991,0.99
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2230 |
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9,141000,0.99,0.99
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2231 |
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9,142000,0.989,0.99
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2232 |
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9,143000,0.989,0.989
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2233 |
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9,144000,0.989,0.99
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2234 |
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9,145000,0.988,0.989
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2235 |
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2236 |
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2237 |
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2238 |
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9,149000,0.988,0.99
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2239 |
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9,150000,0.99,0.99
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2240 |
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9,151000,0.989,0.99
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2241 |
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9,152000,0.99,0.99
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2242 |
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9,153000,0.989,0.99
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2243 |
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2244 |
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9,155000,0.99,0.99
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2245 |
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2246 |
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2247 |
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2248 |
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2249 |
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9,160000,0.988,0.99
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2250 |
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9,161000,0.989,0.99
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2251 |
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2252 |
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2253 |
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2254 |
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2255 |
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9,166000,0.989,0.989
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2256 |
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2257 |
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2258 |
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2259 |
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9,170000,0.99,0.99
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2260 |
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9,171000,0.989,0.99
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2261 |
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9,172000,0.99,0.99
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2262 |
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9,173000,0.99,0.99
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2263 |
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2264 |
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2265 |
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2266 |
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2267 |
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2268 |
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2269 |
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9,180000,0.99,0.989
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2270 |
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9,181000,0.989,0.989
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2271 |
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9,182000,0.988,0.989
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2272 |
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2273 |
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2274 |
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2275 |
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2276 |
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2277 |
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9,188000,0.989,0.99
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2278 |
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9,189000,0.988,0.99
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2279 |
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9,190000,0.988,0.99
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2280 |
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9,191000,0.99,0.99
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2281 |
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9,192000,0.989,0.99
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2282 |
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9,193000,0.989,0.99
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2283 |
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2284 |
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2285 |
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9,196000,0.989,0.99
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2286 |
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9,197000,0.989,0.99
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2287 |
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9,198000,0.988,0.99
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