update_README
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@ -13,8 +13,12 @@ mkdir -p models/gpt2
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Download config.json & pytorch_model.bin from https://huggingface.co/openai-community/gpt2/tree/main
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Download config.json & pytorch_model.bin from https://huggingface.co/openai-community/gpt2/tree/main
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wget https://huggingface.co/openai-community/gpt2/resolve/main/config.json?download=true -O ./models/gpt2/config.json
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wget https://huggingface.co/openai-community/gpt2/resolve/main/pytorch_model.bin?download=true -O ./models/gpt2/config.json
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Use pytorch >= 2.6 to load model.
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Use pytorch >= 2.6 to load model.
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## Run
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## Run
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Run: `python.py --config configs/STGODE_LLM_GPT2/PEMS08.yaml
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Run: `python.py --config configs/STGODE_LLM_GPT2/PEMS08.yaml
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@ -0,0 +1,548 @@
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from,to,distance
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317842,318711,0.872
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318721,315955,1.322
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315927,318236,1.222
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318711,318721,0.233
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318236,317843,1.22
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315955,315938,0.239
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315969,315927,0.256
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312346,312326,0.255
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312343,312439,0.283
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312439,313114,1.85
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313111,317853,1.031
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313114,313111,0.218
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317852,312346,3.208
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316174,317852,0.557
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317853,313132,0.751
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316085,316174,1.369
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313132,316084,1.171
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315982,316085,1.095
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316084,315993,1.108
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315993,316009,0.255
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316001,315982,0.17
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316009,316018,0.782
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316009,316019,0.782
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316032,316001,1.493
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316018,316045,0.795
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316019,316045,0.795
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313487,316032,1.195
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317064,316032,1.195
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316045,316063,1.275
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316045,316064,1.275
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314165,313487,1.749
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314165,317064,1.749
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315880,313487,1.749
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315880,317064,1.749
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316063,316387,2.373
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316063,316388,2.373
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316064,316387,2.373
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316064,316388,2.373
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314491,314165,2.439
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314491,315880,2.439
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315882,314165,2.439
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315882,315880,2.439
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316387,316328,1.687
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316387,317168,1.687
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316388,316328,1.687
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316388,317168,1.687
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314485,314491,0.221
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314485,315882,0.221
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315883,314491,0.221
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315883,315882,0.221
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316328,316314,0.294
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316328,317171,0.294
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317168,316314,0.294
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317168,317171,0.294
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314433,314485,2.939
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314433,315883,2.939
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315886,314485,2.939
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315886,315883,2.939
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316314,314460,2.861
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316314,315866,2.861
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317171,314460,2.861
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317171,315866,2.861
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314460,314446,0.259
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314460,315867,0.259
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315866,314446,0.259
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315866,315867,0.259
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314419,314433,0.249
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314419,315886,0.249
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315887,314433,0.249
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315887,315886,0.249
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313438,314419,3.248
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313438,315887,3.248
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315891,314419,3.248
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315891,315887,3.248
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313450,313438,0.313
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313450,315891,0.313
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315892,313438,0.313
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315892,315891,0.313
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314446,318665,5.476
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314446,318666,5.476
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315867,318665,5.476
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315867,318666,5.476
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313493,313450,2.467
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313493,315892,2.467
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318665,316414,0.571
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318666,316414,0.571
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313512,313493,0.205
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316414,318620,0.569
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318611,313512,0.483
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318612,313512,0.483
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316438,318611,1.93
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316438,318612,1.93
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318656,318611,1.93
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318656,318612,1.93
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318620,318649,2.358
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318620,318650,2.358
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316451,316438,0.212
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316451,318656,0.212
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318636,316438,0.212
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318636,318656,0.212
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318815,316451,1.467
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318815,318636,1.467
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318816,316451,1.467
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318816,318636,1.467
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318649,318800,1.399
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318649,318801,1.399
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318650,318800,1.399
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318650,318801,1.399
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318800,318832,0.32
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318800,318844,0.32
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318801,318832,0.32
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318801,318844,0.32
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318772,318815,0.707
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318772,318816,0.707
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318773,318815,0.707
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318773,318816,0.707
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318832,318764,0.302
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318832,318775,0.302
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318844,318775,0.302
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318787,318773,0.448
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318179,318753,1.742
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318753,317752,5.762
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317157,314217,2.283
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314217,318787,3.717
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314217,318788,3.717
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318764,317752,6.794
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318775,317752,6.794
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314217,318180,4.577
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318180,318401,5.767
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318421,317081,3.665
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317862,313190,2.891
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317862,314730,2.891
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317862,315828,2.891
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317862,315830,2.891
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313190,314697,0.788
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314730,314697,0.788
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314730,314698,0.788
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314730,315831,0.788
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315828,314697,0.788
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315828,314698,0.788
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315828,315831,0.788
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315830,314697,0.788
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315830,314698,0.788
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315830,315831,0.788
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314697,313166,0.739
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314697,315827,0.739
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314698,313166,0.739
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314698,315827,0.739
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315831,313166,0.739
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315831,315827,0.739
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314689,317869,2.841
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314689,317870,2.841
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315833,317869,2.841
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313166,313172,0.26
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315823,315826,0.498
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317933,314689,1.044
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313178,317956,0.893
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312570,317933,1.78
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312570,317934,1.78
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314625,317933,1.78
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314625,317934,1.78
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315872,317933,1.78
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315872,317934,1.78
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317947,315834,0.864
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315834,312648,1.022
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315834,315841,1.022
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316399,312570,1.153
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314681,316399,0.136
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314230,314241,0.295
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314230,315908,0.295
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314379,314248,0.338
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315903,314248,0.338
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313551,313552,0.341
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313349,313344,0.336
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311930,318282,0.6
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313055,316271,0.496
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|
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|
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from,to,cost
|
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|
73,5,352.6
|
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5,154,347.2
|
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154,263,392.9
|
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263,56,440.8
|
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56,96,374.6
|
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96,42,378.1
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42,58,364.6
|
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58,95,476.8
|
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95,72,480.1
|
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72,271,419.5
|
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271,68,251.1
|
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134,107,344.0
|
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107,130,862.1
|
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130,129,482.5
|
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227,167,1425.7
|
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167,298,415.7
|
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298,209,425.5
|
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209,146,519.6
|
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146,170,494.7
|
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170,173,400.7
|
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173,117,372.4
|
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117,0,573.5
|
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0,92,398.0
|
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92,243,667.3
|
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243,62,357.3
|
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203,80,1071.1
|
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80,97,834.1
|
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97,28,531.4
|
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|
28,57,327.7
|
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57,55,925.2
|
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55,223,382.7
|
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223,143,309.5
|
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143,269,329.1
|
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269,290,362.0
|
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290,110,425.6
|
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110,121,388.4
|
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121,299,327.1
|
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299,293,326.1
|
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293,148,534.9
|
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148,150,341.1
|
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150,152,354.5
|
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98,70,315.1
|
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70,255,1308.8
|
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128,131,672.4
|
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131,132,803.8
|
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132,133,363.2
|
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242,18,789.9
|
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18,43,422.6
|
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43,118,449.7
|
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169,127,422.2
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127,208,450.6
|
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208,297,426.0
|
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297,168,430.0
|
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168,166,395.1
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166,226,1027.2
|
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13,26,341.5
|
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26,94,408.2
|
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219,217,359.6
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31,215,478.7
|
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|
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|
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116,36,409.1
|
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36,78,414.7
|
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301,20,446.0
|
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114,245,397.5
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245,48,376.8
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48,206,402.5
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|
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|
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35,115,503.6
|
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|
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86,214,2712.1
|
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214,27,471.1
|
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27,216,419.6
|
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216,218,359.8
|
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218,76,356.6
|
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|
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238,50,527.9
|
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91,52,424.1
|
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52,75,350.2
|
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75,171,397.2
|
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44,7,380.6
|
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256,1,1149.5
|
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1,46,448.5
|
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212,270,328.7
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270,32,352.3
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32,10,406.7
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3,247,424.5
|
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247,249,609.8
|
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249,225,515.0
|
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261,260,294.1
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260,259,340.6
|
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259,103,360.7
|
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103,302,346.7
|
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302,104,1093.8
|
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104,71,363.7
|
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71,88,360.2
|
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88,268,372.8
|
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268,240,420.3
|
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240,9,451.3
|
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9,239,358.1
|
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239,23,441.0
|
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23,22,319.8
|
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22,49,447.5
|
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276,258,427.0
|
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155,157,353.4
|
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157,158,331.7
|
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158,286,383.8
|
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286,102,330.1
|
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102,285,367.8
|
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285,15,348.8
|
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15,8,352.1
|
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|
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300,34,394.2
|
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34,161,359.8
|
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161,125,426.1
|
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125,235,413.7
|
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235,163,409.7
|
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163,236,368.2
|
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236,250,460.1
|
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250,122,391.6
|
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|
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252,69,380.0
|
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69,39,338.1
|
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39,234,361.3
|
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234,82,356.8
|
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82,274,748.3
|
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274,175,357.0
|
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175,177,360.6
|
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177,213,316.1
|
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213,179,310.7
|
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|
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33,181,333.0
|
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181,183,563.8
|
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183,184,331.4
|
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184,185,375.4
|
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185,254,332.5
|
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254,188,333.5
|
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188,141,381.6
|
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141,278,302.4
|
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278,289,393.7
|
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289,190,329.5
|
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190,192,320.7
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192,194,358.9
|
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194,196,300.5
|
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196,198,264.8
|
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198,180,293.3
|
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266,135,325.4
|
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135,54,379.8
|
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54,231,392.3
|
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231,66,828.6
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66,59,423.2
|
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59,232,802.7
|
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112,14,357.6
|
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14,89,334.2
|
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145,228,454.6
|
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228,205,354.0
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205,244,386.4
|
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244,100,437.8
|
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100,303,449.2
|
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303,136,431.2
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136,305,413.2
|
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305,139,355.4
|
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153,151,330.7
|
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151,149,377.7
|
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149,295,408.2
|
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295,291,334.3
|
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291,294,341.2
|
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294,77,362.2
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77,109,383.8
|
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109,292,353.4
|
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292,147,371.0
|
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147,29,486.6
|
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29,222,292.7
|
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222,79,1270.1
|
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79,90,981.4
|
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90,2,572.5
|
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2,81,318.6
|
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81,204,1023.1
|
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224,229,520.6
|
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229,4,315.9
|
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4,246,312.3
|
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246,11,418.5
|
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93,87,412.1
|
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87,74,361.3
|
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74,165,305.1
|
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165,241,347.4
|
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|
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108,137,345.7
|
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137,123,352.7
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123,37,341.4
|
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37,84,373.4
|
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84,101,345.3
|
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101,221,394.3
|
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221,220,574.3
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220,201,389.5
|
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201,211,274.9
|
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211,210,356.1
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210,262,373.4
|
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262,306,345.1
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6,83,483.2
|
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|
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199,197,309.3
|
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197,195,313.3
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195,193,271.7
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193,191,322.3
|
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191,189,312.4
|
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189,280,420.9
|
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280,279,384.8
|
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279,140,323.4
|
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140,187,341.2
|
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187,186,410.0
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186,296,354.2
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296,126,367.6
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126,182,490.7
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182,248,314.6
|
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248,25,352.9
|
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25,178,307.1
|
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178,142,418.2
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142,176,341.3
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176,174,344.9
|
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174,113,755.8
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113,124,234.9
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124,253,385.9
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253,30,310.6
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30,67,358.9
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67,164,413.3
|
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164,119,387.3
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119,120,407.6
|
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120,61,395.7
|
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61,19,496.4
|
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19,162,412.1
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162,51,472.2
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51,160,440.1
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160,159,434.5
|
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159,64,378.4
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64,287,353.1
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287,267,375.5
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267,288,369.7
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288,283,376.8
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283,281,392.2
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281,282,360.2
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282,156,384.4
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60,38,394.1
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38,65,415.0
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65,230,435.8
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230,47,353.0
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47,265,341.8
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265,264,334.1
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99,53,248.3
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12,41,378.3
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41,272,365.0
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272,106,366.7
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106,17,360.6
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17,63,424.4
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63,202,389.6
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202,16,328.2
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16,40,328.8
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40,105,355.1
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21,233,332.0
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233,277,399.4
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257,275,363.3
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235,264,168.6
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264,163,293.4
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19,266,87.7
|
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266,162,327.4
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122,70,313.4
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70,252,129.3
|
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164,70,93.4
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70,119,385.3
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122,1,265.2
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1,252,275.9
|
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252,46,271.5
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164,1,221.0
|
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1,119,319.9
|
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119,46,444.4
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179,128,441.7
|
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|
128,33,195.8
|
||||||
|
246,65,372.6
|
||||||
|
65,11,324.6
|
||||||
|
11,230,311.0
|
||||||
|
3,230,311.9
|
||||||
|
65,247,373.6
|
||||||
|
246,59,346.1
|
||||||
|
231,11,312.5
|
||||||
|
3,231,313.4
|
||||||
|
231,247,203.2
|
||||||
|
247,59,347.1
|
||||||
|
47,35,332.5
|
||||||
|
35,265,519.6
|
||||||
|
265,115,77.0
|
||||||
|
135,115,153.2
|
||||||
|
35,54,352.5
|
||||||
|
47,36,252.5
|
||||||
|
116,265,78.2
|
||||||
|
135,116,154.4
|
||||||
|
116,54,242.2
|
||||||
|
54,36,267.1
|
||||||
|
240,10,271.4
|
||||||
|
10,9,570.6
|
||||||
|
240,91,82.3
|
||||||
|
108,91,351.7
|
||||||
|
91,137,98.3
|
||||||
|
208,104,393.0
|
||||||
|
104,127,76.8
|
||||||
|
209,104,393.1
|
||||||
|
104,146,135.9
|
||||||
|
207,251,129.0
|
||||||
|
251,118,336.7
|
||||||
|
118,85,195.8
|
||||||
|
85,207,376.2
|
||||||
|
57,242,313.2
|
||||||
|
242,28,23.1
|
||||||
|
57,243,312.9
|
||||||
|
243,28,22.2
|
||||||
|
109,276,278.1
|
||||||
|
276,292,109.6
|
||||||
|
143,133,329.8
|
||||||
|
133,269,75.3
|
||||||
|
97,68,225.3
|
||||||
|
68,57,203.6
|
||||||
|
79,99,78.0
|
||||||
|
27,98,7.7
|
||||||
|
27,46,163.8
|
||||||
|
46,216,353.6
|
||||||
|
217,98,411.7
|
||||||
|
98,31,3.2
|
||||||
|
217,46,354.0
|
||||||
|
46,31,163.6
|
||||||
|
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|
|
@ -0,0 +1,867 @@
|
||||||
|
from,to,cost
|
||||||
|
721,445,0.79
|
||||||
|
542,480,2.575
|
||||||
|
770,702,0.9259999999999999
|
||||||
|
32,266,0.596
|
||||||
|
34,56,0.628
|
||||||
|
251,297,0.725
|
||||||
|
233,41,1.6130000000000002
|
||||||
|
680,129,0.596
|
||||||
|
449,555,3.909
|
||||||
|
871,763,1.1340000000000001
|
||||||
|
175,205,1.295
|
||||||
|
739,241,0.802
|
||||||
|
126,720,1.348
|
||||||
|
626,709,0.589
|
||||||
|
97,397,3.4210000000000003
|
||||||
|
222,734,0.309
|
||||||
|
101,273,1.445
|
||||||
|
408,295,0.897
|
||||||
|
509,697,0.721
|
||||||
|
391,576,4.126
|
||||||
|
506,822,1.6440000000000001
|
||||||
|
785,69,0.512
|
||||||
|
603,245,0.852
|
||||||
|
245,596,3.8510000000000004
|
||||||
|
35,841,0.8440000000000001
|
||||||
|
249,120,0.56
|
||||||
|
134,263,1.715
|
||||||
|
448,638,1.022
|
||||||
|
123,635,0.725
|
||||||
|
635,155,0.966
|
||||||
|
656,748,0.593
|
||||||
|
220,136,1.796
|
||||||
|
414,656,5.859
|
||||||
|
579,651,3.7260000000000004
|
||||||
|
20,395,0.402
|
||||||
|
511,20,0.772
|
||||||
|
880,108,0.58
|
||||||
|
574,743,0.76
|
||||||
|
573,152,1.031
|
||||||
|
793,72,2.219
|
||||||
|
446,793,0.8
|
||||||
|
562,446,1.631
|
||||||
|
317,679,0.47700000000000004
|
||||||
|
600,317,0.64
|
||||||
|
585,36,14.353
|
||||||
|
838,585,4.0760000000000005
|
||||||
|
838,14,0.831
|
||||||
|
812,19,0.598
|
||||||
|
863,591,2.504
|
||||||
|
863,792,1.88
|
||||||
|
601,787,1.9680000000000002
|
||||||
|
223,499,8.095
|
||||||
|
411,18,0.5489999999999999
|
||||||
|
727,773,0.774
|
||||||
|
178,407,1.786
|
||||||
|
247,114,2.929
|
||||||
|
247,605,2.435
|
||||||
|
705,619,0.319
|
||||||
|
146,198,0.5
|
||||||
|
552,602,0.965
|
||||||
|
210,862,1.023
|
||||||
|
702,643,0.934
|
||||||
|
801,239,0.634
|
||||||
|
686,721,0.5529999999999999
|
||||||
|
239,805,1.4869999999999999
|
||||||
|
654,554,0.7929999999999999
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||||||
|
186,235,0.66
|
||||||
|
643,186,0.226
|
||||||
|
765,770,0.593
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||||||
|
266,34,0.742
|
||||||
|
471,312,0.69
|
||||||
|
56,425,0.9329999999999999
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||||||
|
577,269,0.385
|
||||||
|
604,251,1.032
|
||||||
|
128,389,0.802
|
||||||
|
297,755,0.631
|
||||||
|
844,393,0.522
|
||||||
|
41,566,0.733
|
||||||
|
341,844,1.594
|
||||||
|
731,341,0.6859999999999999
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||||||
|
747,570,0.606
|
||||||
|
607,139,2.178
|
||||||
|
387,607,0.79
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||||||
|
569,387,1.064
|
||||||
|
3,367,2.072
|
||||||
|
29,569,0.191
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||||||
|
800,29,1.187
|
||||||
|
315,800,1.4169999999999998
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||||||
|
637,315,0.626
|
||||||
|
137,780,0.599
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||||||
|
429,819,0.9520000000000001
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||||||
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||||||
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325,610,1.046
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||||||
|
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||||||
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||||||
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||||||
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||||||
|
177,99,0.08
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||||||
|
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||||||
|
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||||||
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||||||
|
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||||||
|
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||||||
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||||||
|
306,144,1.1540000000000001
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||||||
|
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||||||
|
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||||||
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440,51,1.3730000000000002
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||||||
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||||||
|
322,440,1.521
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||||||
|
424,282,0.845
|
||||||
|
729,322,0.557
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||||||
|
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||||||
|
282,660,0.8140000000000001
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||||||
|
191,250,1.016
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||||||
|
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||||||
|
636,191,0.29600000000000004
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||||||
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||||||
|
93,636,1.238
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||||||
|
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||||||
|
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|
||||||
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||||||
|
717,346,0.594
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||||||
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||||||
|
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|
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||||||
|
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||||||
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||||||
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||||||
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||||||
|
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||||||
|
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||||||
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||||||
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||||||
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||||||
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||||||
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||||||
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||||||
|
827,88,1.7380000000000002
|
||||||
|
749,827,3.699
|
||||||
|
862,749,1.048
|
||||||
|
735,45,0.7759999999999999
|
||||||
|
670,194,2.263
|
||||||
|
694,77,0.382
|
||||||
|
571,197,1.0290000000000001
|
||||||
|
197,658,0.359
|
||||||
|
532,450,1.391
|
||||||
|
439,634,0.39
|
||||||
|
24,532,0.775
|
||||||
|
559,560,3.983
|
||||||
|
810,413,1.04
|
||||||
|
865,869,0.584
|
||||||
|
110,404,1.083
|
||||||
|
87,314,1.376
|
||||||
|
393,128,0.546
|
||||||
|
563,795,1.554
|
||||||
|
592,510,0.465
|
||||||
|
242,724,0.321
|
||||||
|
764,572,0.802
|
||||||
|
156,791,0.625
|
||||||
|
173,784,2.336
|
||||||
|
751,738,2.222
|
||||||
|
102,519,1.253
|
||||||
|
452,597,1.314
|
||||||
|
130,113,1.588
|
||||||
|
638,703,5.313
|
||||||
|
598,363,1.235
|
||||||
|
505,430,0.767
|
||||||
|
850,259,0.802
|
||||||
|
854,850,0.209
|
||||||
|
612,854,0.451
|
||||||
|
671,588,1.055
|
||||||
|
754,587,3.835
|
||||||
|
72,530,0.8320000000000001
|
||||||
|
695,7,1.495
|
||||||
|
311,695,1.864
|
||||||
|
462,836,0.24
|
||||||
|
21,531,2.9560000000000004
|
||||||
|
323,279,1.234
|
||||||
|
194,75,1.185
|
||||||
|
304,411,0.532
|
||||||
|
151,304,0.79
|
||||||
|
872,151,0.594
|
||||||
|
438,872,0.7240000000000001
|
||||||
|
587,877,1.655
|
||||||
|
286,579,2.611
|
||||||
|
369,172,0.882
|
||||||
|
797,406,0.272
|
||||||
|
11,24,0.6809999999999999
|
||||||
|
549,364,0.802
|
||||||
|
389,577,1.032
|
||||||
|
564,637,1.2229999999999999
|
||||||
|
780,429,0.535
|
||||||
|
674,58,0.7340000000000001
|
||||||
|
495,674,0.585
|
||||||
|
436,563,2.115
|
||||||
|
165,807,0.922
|
||||||
|
766,592,0.285
|
||||||
|
361,864,0.9359999999999999
|
||||||
|
851,280,5.792999999999999
|
||||||
|
558,27,0.324
|
||||||
|
376,663,1.756
|
||||||
|
290,750,0.828
|
||||||
|
724,133,0.977
|
||||||
|
90,761,0.47200000000000003
|
||||||
|
224,797,0.8270000000000001
|
||||||
|
826,60,1.365
|
||||||
|
435,489,1.21
|
||||||
|
60,109,4.113
|
||||||
|
512,435,1.3730000000000002
|
||||||
|
125,512,0.7070000000000001
|
||||||
|
639,97,0.976
|
||||||
|
699,768,0.307
|
||||||
|
734,71,4.0089999999999995
|
||||||
|
426,691,3.0460000000000003
|
||||||
|
26,508,0.722
|
||||||
|
873,527,0.7859999999999999
|
||||||
|
713,449,0.326
|
||||||
|
808,717,0.804
|
||||||
|
864,808,0.337
|
||||||
|
326,826,1.207
|
||||||
|
725,405,1.929
|
||||||
|
179,105,0.606
|
||||||
|
192,52,8.842
|
||||||
|
314,542,2.59
|
||||||
|
757,796,0.223
|
||||||
|
796,736,0.72
|
||||||
|
736,32,1.034
|
||||||
|
566,67,0.541
|
||||||
|
67,747,1.003
|
||||||
|
610,147,1.093
|
||||||
|
147,25,2.195
|
||||||
|
555,840,0.48200000000000004
|
||||||
|
162,568,1.909
|
||||||
|
568,739,0.92
|
||||||
|
814,344,4.592
|
||||||
|
344,494,10.337
|
||||||
|
82,731,0.609
|
||||||
|
199,82,1.006
|
||||||
|
472,104,1.27
|
||||||
|
536,118,1.93
|
||||||
|
763,621,5.17
|
||||||
|
474,871,0.8029999999999999
|
||||||
|
358,474,0.483
|
||||||
|
388,17,0.14400000000000002
|
||||||
|
205,388,1.466
|
||||||
|
64,492,1.8869999999999998
|
||||||
|
49,246,4.502
|
||||||
|
767,49,9.985
|
||||||
|
332,811,0.14300000000000002
|
||||||
|
475,730,0.48100000000000004
|
||||||
|
605,308,0.483
|
||||||
|
157,417,0.529
|
||||||
|
752,323,0.391
|
||||||
|
75,752,1.143
|
||||||
|
271,670,0.865
|
||||||
|
855,200,0.899
|
||||||
|
200,442,0.9329999999999999
|
||||||
|
650,68,3.427
|
||||||
|
196,673,0.885
|
||||||
|
533,196,0.306
|
||||||
|
229,392,0.532
|
||||||
|
486,229,0.305
|
||||||
|
350,26,0.593
|
||||||
|
135,350,0.319
|
||||||
|
65,63,0.20800000000000002
|
||||||
|
615,65,0.305
|
||||||
|
215,681,0.374
|
||||||
|
401,215,0.306
|
||||||
|
737,231,0.39899999999999997
|
||||||
|
231,373,0.35
|
||||||
|
81,774,0.687
|
||||||
|
209,131,0.599
|
||||||
|
190,188,0.304
|
||||||
|
188,229,5.2
|
||||||
|
188,467,0.578
|
||||||
|
527,106,0.304
|
||||||
|
106,309,0.914
|
||||||
|
252,556,0.29100000000000004
|
||||||
|
556,127,0.763
|
||||||
|
778,875,0.43200000000000005
|
||||||
|
875,493,0.35200000000000004
|
||||||
|
660,874,0.503
|
||||||
|
331,290,0.451
|
||||||
|
319,552,0.722
|
||||||
|
473,6,0.883
|
||||||
|
870,801,0.795
|
||||||
|
805,549,1.229
|
||||||
|
367,137,1.787
|
||||||
|
45,876,2.825
|
||||||
|
787,590,3.312
|
||||||
|
19,456,1.665
|
||||||
|
456,100,1.641
|
||||||
|
66,125,3.347
|
||||||
|
675,451,1.127
|
||||||
|
109,514,3.625
|
||||||
|
23,626,0.20800000000000002
|
||||||
|
487,825,1.433
|
||||||
|
825,863,0.436
|
||||||
|
792,652,0.342
|
||||||
|
535,812,1.871
|
||||||
|
712,601,0.415
|
||||||
|
876,535,4.595
|
||||||
|
590,398,0.838
|
||||||
|
398,879,0.496
|
||||||
|
879,608,1.821
|
||||||
|
784,299,2.242
|
||||||
|
218,212,1.885
|
||||||
|
212,5,0.857
|
||||||
|
5,541,1.276
|
||||||
|
541,820,1.943
|
||||||
|
820,272,0.355
|
||||||
|
272,327,1.999
|
||||||
|
327,89,1.837
|
||||||
|
89,85,1.984
|
||||||
|
78,455,0.31
|
||||||
|
455,225,3.783
|
||||||
|
560,546,0.488
|
||||||
|
546,348,1.486
|
||||||
|
348,98,4.337
|
||||||
|
664,111,2.252
|
||||||
|
14,487,1.198
|
||||||
|
815,713,1.5519999999999998
|
||||||
|
634,559,1.569
|
||||||
|
76,325,0.711
|
||||||
|
819,76,0.578
|
||||||
|
789,860,2.589
|
||||||
|
44,648,0.736
|
||||||
|
554,377,1.236
|
||||||
|
652,712,0.973
|
||||||
|
1,179,0.391
|
||||||
|
228,509,1.767
|
||||||
|
377,686,1.57
|
||||||
|
288,706,0.48100000000000004
|
||||||
|
425,604,0.384
|
||||||
|
269,471,0.872
|
||||||
|
480,757,0.757
|
||||||
|
235,654,7.281000000000001
|
||||||
|
354,851,0.851
|
||||||
|
608,21,1.242
|
||||||
|
279,735,2.005
|
||||||
|
309,252,0.402
|
||||||
|
63,135,1.091
|
||||||
|
681,615,0.941
|
||||||
|
127,778,0.503
|
||||||
|
373,401,0.607
|
||||||
|
493,81,0.863
|
||||||
|
225,11,1.6569999999999998
|
||||||
|
129,351,0.275
|
||||||
|
355,766,0.705
|
||||||
|
733,594,1.393
|
||||||
|
131,267,0.7879999999999999
|
||||||
|
611,533,0.789
|
||||||
|
392,611,0.79
|
||||||
|
267,190,0.741
|
||||||
|
508,486,0.7859999999999999
|
||||||
|
467,873,0.722
|
||||||
|
676,174,0.9470000000000001
|
||||||
|
852,550,0.705
|
||||||
|
273,818,1.912
|
||||||
|
16,139,1.389
|
||||||
|
755,233,0.526
|
||||||
|
143,336,1.6869999999999998
|
||||||
|
833,842,3.388
|
||||||
|
154,192,11.022
|
||||||
|
846,794,0.34
|
||||||
|
794,311,2.089
|
||||||
|
343,707,1.4480000000000002
|
||||||
|
544,689,2.093
|
||||||
|
382,562,0.289
|
||||||
|
882,788,0.336
|
||||||
|
385,236,0.828
|
||||||
|
74,605,0.882
|
||||||
|
502,567,0.419
|
||||||
|
678,641,0.27
|
||||||
|
31,347,0.032
|
||||||
|
347,107,3.5610000000000004
|
||||||
|
741,678,1.37
|
||||||
|
861,740,2.37
|
||||||
|
613,829,0.619
|
||||||
|
107,578,1.699
|
||||||
|
829,741,1.849
|
||||||
|
578,8,1.507
|
||||||
|
201,613,1.3769999999999998
|
||||||
|
395,208,1.21
|
||||||
|
8,409,1.571
|
||||||
|
522,201,1.476
|
||||||
|
682,522,0.272
|
||||||
|
409,609,0.304
|
||||||
|
497,682,1.685
|
||||||
|
609,169,1.429
|
||||||
|
169,758,1.011
|
||||||
|
50,759,2.373
|
||||||
|
758,479,0.321
|
||||||
|
479,53,4.415
|
||||||
|
53,684,2.344
|
||||||
|
644,50,5.004
|
||||||
|
684,296,19.137999999999998
|
||||||
|
696,644,2.406
|
||||||
|
437,334,2.0340000000000003
|
||||||
|
380,882,0.993
|
||||||
|
551,257,1.944
|
||||||
|
257,230,0.353
|
||||||
|
397,699,0.598
|
||||||
|
567,114,0.307
|
||||||
|
7,343,0.353
|
||||||
|
405,432,0.361
|
||||||
|
759,497,0.255
|
||||||
|
641,846,1.78
|
||||||
|
108,226,0.49700000000000005
|
||||||
|
132,646,1.406
|
||||||
|
518,98,7.349
|
||||||
|
432,31,2.279
|
||||||
|
111,148,0.564
|
||||||
|
103,158,2.004
|
||||||
|
38,46,5.834
|
||||||
|
281,864,2.6260000000000003
|
||||||
|
281,357,1.112
|
||||||
|
632,38,1.127
|
||||||
|
298,661,1.224
|
||||||
|
570,3,4.033
|
||||||
|
264,396,20.539
|
||||||
|
482,744,0.483
|
||||||
|
359,525,0.8340000000000001
|
||||||
|
4,547,1.16
|
||||||
|
447,37,0.925
|
||||||
|
415,534,1.182
|
||||||
|
869,374,0.884
|
||||||
|
690,645,0.805
|
||||||
|
645,756,0.966
|
||||||
|
756,238,0.48100000000000004
|
||||||
|
238,580,0.972
|
||||||
|
413,477,0.762
|
||||||
|
580,669,0.805
|
||||||
|
669,700,0.818
|
||||||
|
798,810,0.72
|
||||||
|
534,538,0.972
|
||||||
|
538,824,1.1320000000000001
|
||||||
|
719,865,1.568
|
||||||
|
824,543,1.827
|
||||||
|
404,719,1.13
|
||||||
|
700,353,0.38799999999999996
|
||||||
|
40,798,0.815
|
||||||
|
163,705,1.04
|
||||||
|
596,468,2.272
|
||||||
|
28,677,2.093
|
||||||
|
390,161,1.7619999999999998
|
||||||
|
461,629,3.822
|
||||||
|
629,390,5.981
|
||||||
|
629,262,1.591
|
||||||
|
115,183,1.607
|
||||||
|
10,340,9.636000000000001
|
||||||
|
340,696,19.063
|
||||||
|
842,143,1.548
|
||||||
|
790,386,0.581
|
||||||
|
840,834,3.0589999999999997
|
||||||
|
543,275,2.31
|
||||||
|
691,551,1.3940000000000001
|
||||||
|
707,544,0.49700000000000005
|
||||||
|
121,469,2.077
|
||||||
|
22,121,1.751
|
||||||
|
547,240,0.255
|
||||||
|
701,583,0.778
|
||||||
|
788,573,0.785
|
||||||
|
488,790,0.675
|
||||||
|
312,765,0.7390000000000001
|
||||||
|
517,867,0.469
|
||||||
|
52,835,5.28
|
||||||
|
337,540,1.227
|
||||||
|
159,38,2.662
|
||||||
|
159,337,0.336
|
||||||
|
510,159,0.8029999999999999
|
||||||
|
621,515,6.499
|
||||||
|
658,439,1.033
|
||||||
|
62,462,0.588
|
||||||
|
241,813,0.963
|
||||||
|
321,175,0.8079999999999999
|
||||||
|
802,321,0.48
|
||||||
|
813,814,2.34
|
||||||
|
492,802,0.48
|
||||||
|
141,358,1.7719999999999998
|
||||||
|
834,162,1.7069999999999999
|
||||||
|
139,1,4.561
|
||||||
|
661,182,1.028
|
||||||
|
318,73,1.202
|
||||||
|
293,30,0.768
|
||||||
|
54,465,0.96
|
||||||
|
730,285,0.9620000000000001
|
||||||
|
858,441,1.1640000000000001
|
||||||
|
328,685,0.223
|
||||||
|
324,453,0.693
|
||||||
|
470,520,0.6609999999999999
|
||||||
|
856,548,0.48100000000000004
|
||||||
|
180,859,0.789
|
||||||
|
276,180,0.48200000000000004
|
||||||
|
548,380,0.498
|
||||||
|
308,2,0.946
|
||||||
|
427,502,1.19
|
||||||
|
662,116,1.139
|
||||||
|
0,475,0.9620000000000001
|
||||||
|
866,293,0.9620000000000001
|
||||||
|
364,87,0.718
|
||||||
|
553,443,1.6480000000000001
|
||||||
|
665,553,0.96
|
||||||
|
342,806,0.935
|
||||||
|
248,753,0.6709999999999999
|
||||||
|
742,248,0.319
|
||||||
|
457,110,3.772
|
||||||
|
457,464,2.7430000000000003
|
||||||
|
839,189,1.287
|
||||||
|
803,457,0.644
|
||||||
|
428,803,2.086
|
||||||
|
189,539,2.09
|
||||||
|
275,839,0.802
|
||||||
|
622,258,2.025
|
||||||
|
399,622,0.321
|
||||||
|
539,444,1.77
|
||||||
|
806,399,0.997
|
||||||
|
753,665,0.927
|
||||||
|
832,342,0.66
|
||||||
|
469,828,1.288
|
||||||
|
828,715,1.449
|
||||||
|
715,281,4.011
|
||||||
|
715,624,1.7690000000000001
|
||||||
|
624,881,0.48100000000000004
|
||||||
|
46,478,2.41
|
||||||
|
478,410,2.411
|
||||||
|
410,692,0.48
|
||||||
|
692,243,4.9719999999999995
|
||||||
|
243,428,2.062
|
||||||
|
444,211,0.31
|
||||||
|
211,433,4.614
|
||||||
|
760,459,0.948
|
||||||
|
433,631,0.325
|
||||||
|
631,809,2.591
|
||||||
|
254,422,2.166
|
||||||
|
307,254,0.637
|
||||||
|
616,307,1.94
|
||||||
|
423,402,0.654
|
||||||
|
728,281,5.496
|
||||||
|
728,423,2.9
|
||||||
|
809,728,2.521
|
||||||
|
422,219,1.524
|
||||||
|
219,815,3.7539999999999996
|
||||||
|
881,46,2.414
|
||||||
|
402,616,1.3090000000000002
|
||||||
|
464,742,1.121
|
||||||
|
258,275,0.7070000000000001
|
||||||
|
142,426,4.148
|
||||||
|
740,666,0.51
|
||||||
|
418,741,2.841
|
||||||
|
769,43,0.341
|
||||||
|
43,119,0.61
|
||||||
|
119,234,0.7020000000000001
|
||||||
|
718,775,0.894
|
||||||
|
234,584,0.34
|
||||||
|
584,745,0.425
|
||||||
|
313,379,0.409
|
||||||
|
379,693,1.585
|
||||||
|
745,313,1.125
|
||||||
|
360,33,0.715
|
||||||
|
693,593,0.354
|
||||||
|
593,485,0.835
|
||||||
|
48,507,1.354
|
||||||
|
485,642,0.852
|
||||||
|
642,504,1.053
|
||||||
|
816,48,0.861
|
||||||
|
504,47,1.088
|
||||||
|
47,86,0.9590000000000001
|
||||||
|
145,557,1.4280000000000002
|
||||||
|
86,855,1.874
|
||||||
|
292,145,0.648
|
||||||
|
557,816,0.72
|
||||||
|
507,711,0.534
|
||||||
|
711,260,1.222
|
||||||
|
260,329,0.308
|
||||||
|
329,360,0.93
|
||||||
|
33,221,0.32
|
||||||
|
221,718,0.445
|
||||||
|
775,268,0.34299999999999997
|
||||||
|
268,817,1.15
|
||||||
|
817,418,0.518
|
||||||
|
666,769,1.413
|
||||||
|
416,484,0.513
|
||||||
|
484,617,0.9590000000000001
|
||||||
|
647,154,9.751
|
||||||
|
330,39,14.042
|
||||||
|
515,330,0.889
|
||||||
|
17,141,1.6059999999999999
|
||||||
|
338,737,0.799
|
||||||
|
774,595,1.4880000000000002
|
||||||
|
776,338,1.4880000000000002
|
||||||
|
595,625,1.604
|
||||||
|
442,776,1.608
|
||||||
|
625,524,0.986
|
||||||
|
13,39,1.212
|
||||||
|
13,74,0.546
|
||||||
|
370,42,0.883
|
||||||
|
537,13,0.8420000000000001
|
||||||
|
496,521,2.095
|
||||||
|
521,400,0.6409999999999999
|
||||||
|
463,671,0.22399999999999998
|
||||||
|
230,725,1.733
|
||||||
|
811,142,1.311
|
||||||
|
530,463,0.319
|
||||||
|
36,278,1.133
|
||||||
|
202,218,2.9589999999999996
|
||||||
|
531,694,2.01
|
||||||
|
77,416,0.61
|
||||||
|
689,382,0.079
|
||||||
|
588,612,1.492
|
||||||
|
857,167,0.41600000000000004
|
||||||
|
400,831,0.868
|
||||||
|
419,370,1.205
|
||||||
|
771,630,1.126
|
||||||
|
265,365,1.012
|
||||||
|
161,271,1.594
|
||||||
|
617,461,1.751
|
||||||
|
334,714,2.162
|
||||||
|
208,256,1.023
|
||||||
|
417,476,0.11199999999999999
|
||||||
|
256,639,1.036
|
||||||
|
256,199,4.669
|
||||||
|
878,687,0.77
|
||||||
|
583,503,2.217
|
||||||
|
503,633,0.804
|
||||||
|
92,878,2.213
|
||||||
|
434,305,1.413
|
||||||
|
69,316,0.639
|
||||||
|
722,434,0.6409999999999999
|
||||||
|
316,381,0.878
|
||||||
|
320,589,0.894
|
||||||
|
291,545,0.225
|
||||||
|
633,291,0.48200000000000004
|
||||||
|
217,92,0.8029999999999999
|
||||||
|
140,837,0.6709999999999999
|
||||||
|
362,294,0.733
|
||||||
|
150,558,0.483
|
||||||
|
868,213,0.608
|
||||||
|
677,523,0.531
|
||||||
|
246,64,0.375
|
||||||
|
227,653,2.674
|
||||||
|
366,403,0.289
|
||||||
|
284,384,1.804
|
||||||
|
384,698,2.903
|
||||||
|
529,366,1.7990000000000002
|
||||||
|
698,482,2.414
|
||||||
|
352,529,2.903
|
||||||
|
744,575,0.161
|
||||||
|
575,376,4.843
|
||||||
|
148,214,1.16
|
||||||
|
860,716,1.228
|
||||||
|
799,79,0.809
|
||||||
|
59,667,0.889
|
||||||
|
746,59,0.807
|
||||||
|
198,378,1.465
|
||||||
|
98,57,0.815
|
||||||
|
420,96,2.06
|
||||||
|
240,683,7.196
|
||||||
|
782,16,1.722
|
||||||
|
843,253,3.8089999999999997
|
||||||
|
353,415,1.9609999999999999
|
||||||
|
663,789,17.238
|
||||||
|
591,600,8.862
|
||||||
|
374,40,1.471
|
||||||
|
477,498,1.5959999999999999
|
||||||
|
710,843,0.785
|
||||||
|
396,352,6.295999999999999
|
||||||
|
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|
|
@ -1,296 +1,296 @@
|
||||||
from,to,cost
|
from,to,cost
|
||||||
9,153,310.6
|
9,153,310.6
|
||||||
153,62,330.9
|
153,62,330.9
|
||||||
62,111,332.9
|
62,111,332.9
|
||||||
111,11,324.2
|
111,11,324.2
|
||||||
11,28,336.0
|
11,28,336.0
|
||||||
28,169,133.7
|
28,169,133.7
|
||||||
138,135,354.7
|
138,135,354.7
|
||||||
135,133,387.9
|
135,133,387.9
|
||||||
133,163,337.1
|
133,163,337.1
|
||||||
163,20,352.0
|
163,20,352.0
|
||||||
20,19,420.8
|
20,19,420.8
|
||||||
19,14,351.3
|
19,14,351.3
|
||||||
14,39,340.2
|
14,39,340.2
|
||||||
39,164,350.3
|
39,164,350.3
|
||||||
164,167,365.2
|
164,167,365.2
|
||||||
167,70,359.0
|
167,70,359.0
|
||||||
70,59,388.2
|
70,59,388.2
|
||||||
59,58,305.7
|
59,58,305.7
|
||||||
58,67,294.4
|
58,67,294.4
|
||||||
67,66,299.5
|
67,66,299.5
|
||||||
66,55,313.3
|
66,55,313.3
|
||||||
55,53,332.1
|
55,53,332.1
|
||||||
53,150,278.9
|
53,150,278.9
|
||||||
150,61,308.4
|
150,61,308.4
|
||||||
61,64,311.4
|
61,64,311.4
|
||||||
64,63,243.6
|
64,63,243.6
|
||||||
47,65,372.8
|
47,65,372.8
|
||||||
65,48,319.4
|
65,48,319.4
|
||||||
48,49,309.7
|
48,49,309.7
|
||||||
49,54,320.5
|
49,54,320.5
|
||||||
54,56,318.3
|
54,56,318.3
|
||||||
56,57,297.9
|
56,57,297.9
|
||||||
57,68,293.5
|
57,68,293.5
|
||||||
68,69,342.5
|
68,69,342.5
|
||||||
69,60,318.0
|
69,60,318.0
|
||||||
60,17,305.9
|
60,17,305.9
|
||||||
17,5,321.4
|
17,5,321.4
|
||||||
5,18,402.2
|
5,18,402.2
|
||||||
18,22,447.4
|
18,22,447.4
|
||||||
22,30,377.5
|
22,30,377.5
|
||||||
30,29,417.7
|
30,29,417.7
|
||||||
29,21,360.8
|
29,21,360.8
|
||||||
21,132,407.6
|
21,132,407.6
|
||||||
132,134,386.9
|
132,134,386.9
|
||||||
134,136,350.2
|
134,136,350.2
|
||||||
123,121,326.3
|
123,121,326.3
|
||||||
121,140,385.2
|
121,140,385.2
|
||||||
140,118,393.0
|
140,118,393.0
|
||||||
118,96,296.7
|
118,96,296.7
|
||||||
96,94,398.2
|
96,94,398.2
|
||||||
94,86,337.1
|
94,86,337.1
|
||||||
86,78,473.8
|
86,78,473.8
|
||||||
78,46,353.4
|
78,46,353.4
|
||||||
46,152,385.7
|
46,152,385.7
|
||||||
152,157,350.0
|
152,157,350.0
|
||||||
157,35,354.4
|
157,35,354.4
|
||||||
35,77,356.1
|
35,77,356.1
|
||||||
77,52,354.2
|
77,52,354.2
|
||||||
52,3,357.8
|
52,3,357.8
|
||||||
3,16,382.4
|
3,16,382.4
|
||||||
16,0,55.7
|
16,0,55.7
|
||||||
42,12,335.1
|
42,12,335.1
|
||||||
12,139,328.8
|
12,139,328.8
|
||||||
139,168,412.6
|
139,168,412.6
|
||||||
168,154,337.3
|
168,154,337.3
|
||||||
154,143,370.7
|
154,143,370.7
|
||||||
143,10,6.3
|
143,10,6.3
|
||||||
107,105,354.6
|
107,105,354.6
|
||||||
105,104,386.9
|
105,104,386.9
|
||||||
104,148,362.1
|
104,148,362.1
|
||||||
148,97,316.3
|
148,97,316.3
|
||||||
97,101,380.7
|
97,101,380.7
|
||||||
101,137,361.4
|
101,137,361.4
|
||||||
137,102,365.5
|
137,102,365.5
|
||||||
102,24,375.5
|
102,24,375.5
|
||||||
24,166,312.2
|
24,166,312.2
|
||||||
129,156,256.1
|
129,156,256.1
|
||||||
156,33,329.1
|
156,33,329.1
|
||||||
33,32,356.5
|
33,32,356.5
|
||||||
91,89,405.6
|
91,89,405.6
|
||||||
89,147,347.0
|
89,147,347.0
|
||||||
147,15,351.7
|
147,15,351.7
|
||||||
15,44,339.5
|
15,44,339.5
|
||||||
44,41,350.8
|
44,41,350.8
|
||||||
41,43,322.6
|
41,43,322.6
|
||||||
43,100,338.9
|
43,100,338.9
|
||||||
100,83,347.9
|
100,83,347.9
|
||||||
83,87,327.2
|
83,87,327.2
|
||||||
87,88,321.0
|
87,88,321.0
|
||||||
88,75,335.8
|
88,75,335.8
|
||||||
75,51,384.8
|
75,51,384.8
|
||||||
51,73,391.1
|
51,73,391.1
|
||||||
73,71,289.3
|
73,71,289.3
|
||||||
31,155,260.0
|
31,155,260.0
|
||||||
155,34,320.4
|
155,34,320.4
|
||||||
34,128,393.3
|
34,128,393.3
|
||||||
145,115,399.4
|
145,115,399.4
|
||||||
115,112,328.1
|
115,112,328.1
|
||||||
112,8,469.4
|
112,8,469.4
|
||||||
8,117,816.2
|
8,117,816.2
|
||||||
117,125,397.1
|
117,125,397.1
|
||||||
125,127,372.7
|
125,127,372.7
|
||||||
127,109,380.5
|
127,109,380.5
|
||||||
109,161,355.5
|
109,161,355.5
|
||||||
161,110,367.7
|
161,110,367.7
|
||||||
110,160,102.0
|
110,160,102.0
|
||||||
72,159,342.9
|
72,159,342.9
|
||||||
159,50,383.3
|
159,50,383.3
|
||||||
50,74,354.1
|
50,74,354.1
|
||||||
74,82,350.2
|
74,82,350.2
|
||||||
82,81,335.4
|
82,81,335.4
|
||||||
81,99,391.6
|
81,99,391.6
|
||||||
99,84,354.9
|
99,84,354.9
|
||||||
84,13,306.4
|
84,13,306.4
|
||||||
13,40,327.4
|
13,40,327.4
|
||||||
40,162,413.9
|
40,162,413.9
|
||||||
162,108,301.9
|
162,108,301.9
|
||||||
108,146,317.8
|
108,146,317.8
|
||||||
146,85,376.6
|
146,85,376.6
|
||||||
85,90,347.0
|
85,90,347.0
|
||||||
26,27,341.6
|
26,27,341.6
|
||||||
27,6,359.4
|
27,6,359.4
|
||||||
6,149,417.8
|
6,149,417.8
|
||||||
149,126,388.0
|
149,126,388.0
|
||||||
126,124,384.3
|
126,124,384.3
|
||||||
124,7,763.3
|
124,7,763.3
|
||||||
7,114,323.1
|
7,114,323.1
|
||||||
114,113,351.6
|
114,113,351.6
|
||||||
113,116,411.9
|
113,116,411.9
|
||||||
116,144,262.0
|
116,144,262.0
|
||||||
25,103,350.2
|
25,103,350.2
|
||||||
103,23,376.3
|
103,23,376.3
|
||||||
23,165,396.4
|
23,165,396.4
|
||||||
165,38,381.0
|
165,38,381.0
|
||||||
38,92,368.0
|
38,92,368.0
|
||||||
92,37,336.3
|
92,37,336.3
|
||||||
37,130,357.8
|
37,130,357.8
|
||||||
130,106,532.3
|
130,106,532.3
|
||||||
106,131,166.5
|
106,131,166.5
|
||||||
1,2,371.6
|
1,2,371.6
|
||||||
2,4,338.1
|
2,4,338.1
|
||||||
4,76,429.0
|
4,76,429.0
|
||||||
76,36,366.1
|
76,36,366.1
|
||||||
36,158,344.5
|
36,158,344.5
|
||||||
158,151,350.1
|
158,151,350.1
|
||||||
151,45,358.8
|
151,45,358.8
|
||||||
45,93,340.9
|
45,93,340.9
|
||||||
93,80,329.9
|
93,80,329.9
|
||||||
80,79,384.1
|
80,79,384.1
|
||||||
79,95,335.7
|
79,95,335.7
|
||||||
95,98,320.9
|
95,98,320.9
|
||||||
98,119,340.3
|
98,119,340.3
|
||||||
119,120,376.8
|
119,120,376.8
|
||||||
120,122,393.1
|
120,122,393.1
|
||||||
122,141,428.7
|
122,141,428.7
|
||||||
141,142,359.3
|
141,142,359.3
|
||||||
30,165,379.6
|
30,165,379.6
|
||||||
165,29,41.7
|
165,29,41.7
|
||||||
29,38,343.3
|
29,38,343.3
|
||||||
65,72,297.9
|
65,72,297.9
|
||||||
72,48,21.5
|
72,48,21.5
|
||||||
17,153,375.6
|
17,153,375.6
|
||||||
153,5,256.3
|
153,5,256.3
|
||||||
153,62,330.9
|
153,62,330.9
|
||||||
18,6,499.4
|
18,6,499.4
|
||||||
6,22,254.0
|
6,22,254.0
|
||||||
22,149,185.4
|
22,149,185.4
|
||||||
22,4,257.9
|
22,4,257.9
|
||||||
4,30,236.8
|
4,30,236.8
|
||||||
30,76,307.0
|
30,76,307.0
|
||||||
95,98,320.9
|
95,98,320.9
|
||||||
98,144,45.1
|
98,144,45.1
|
||||||
45,93,340.9
|
45,93,340.9
|
||||||
93,106,112.2
|
93,106,112.2
|
||||||
162,151,113.6
|
162,151,113.6
|
||||||
151,108,192.9
|
151,108,192.9
|
||||||
108,45,359.8
|
108,45,359.8
|
||||||
146,92,311.2
|
146,92,311.2
|
||||||
92,85,343.9
|
92,85,343.9
|
||||||
85,37,373.2
|
85,37,373.2
|
||||||
13,169,326.2
|
13,169,326.2
|
||||||
169,40,96.1
|
169,40,96.1
|
||||||
124,13,460.7
|
124,13,460.7
|
||||||
13,7,305.5
|
13,7,305.5
|
||||||
7,40,624.1
|
7,40,624.1
|
||||||
124,169,145.2
|
124,169,145.2
|
||||||
169,7,631.5
|
169,7,631.5
|
||||||
90,132,152.2
|
90,132,152.2
|
||||||
26,32,106.7
|
26,32,106.7
|
||||||
9,129,148.3
|
9,129,148.3
|
||||||
129,153,219.6
|
129,153,219.6
|
||||||
31,26,116.0
|
31,26,116.0
|
||||||
26,155,270.7
|
26,155,270.7
|
||||||
9,128,142.2
|
9,128,142.2
|
||||||
128,153,215.0
|
128,153,215.0
|
||||||
153,167,269.7
|
153,167,269.7
|
||||||
167,62,64.8
|
167,62,64.8
|
||||||
62,70,332.6
|
62,70,332.6
|
||||||
124,169,145.2
|
124,169,145.2
|
||||||
169,7,631.5
|
169,7,631.5
|
||||||
44,169,397.8
|
44,169,397.8
|
||||||
169,41,124.0
|
169,41,124.0
|
||||||
44,124,375.7
|
44,124,375.7
|
||||||
124,41,243.9
|
124,41,243.9
|
||||||
41,7,519.4
|
41,7,519.4
|
||||||
6,14,289.3
|
6,14,289.3
|
||||||
14,149,259.0
|
14,149,259.0
|
||||||
149,39,206.9
|
149,39,206.9
|
||||||
144,98,45.1
|
144,98,45.1
|
||||||
19,4,326.8
|
19,4,326.8
|
||||||
4,14,178.6
|
4,14,178.6
|
||||||
14,76,299.0
|
14,76,299.0
|
||||||
15,151,136.4
|
15,151,136.4
|
||||||
151,44,203.1
|
151,44,203.1
|
||||||
45,106,260.6
|
45,106,260.6
|
||||||
106,93,112.2
|
106,93,112.2
|
||||||
20,165,132.5
|
20,165,132.5
|
||||||
165,19,289.2
|
165,19,289.2
|
||||||
89,92,323.2
|
89,92,323.2
|
||||||
92,147,321.9
|
92,147,321.9
|
||||||
147,37,48.2
|
147,37,48.2
|
||||||
133,91,152.8
|
133,91,152.8
|
||||||
91,163,313.6
|
91,163,313.6
|
||||||
150,71,221.1
|
150,71,221.1
|
||||||
71,61,89.6
|
71,61,89.6
|
||||||
78,107,143.9
|
78,107,143.9
|
||||||
107,46,236.3
|
107,46,236.3
|
||||||
104,147,277.5
|
104,147,277.5
|
||||||
147,148,84.7
|
147,148,84.7
|
||||||
20,101,201.2
|
20,101,201.2
|
||||||
101,19,534.4
|
101,19,534.4
|
||||||
19,137,245.5
|
19,137,245.5
|
||||||
8,42,759.5
|
8,42,759.5
|
||||||
42,117,58.9
|
42,117,58.9
|
||||||
44,42,342.3
|
44,42,342.3
|
||||||
42,41,102.5
|
42,41,102.5
|
||||||
44,8,789.1
|
44,8,789.1
|
||||||
8,41,657.4
|
8,41,657.4
|
||||||
41,117,160.5
|
41,117,160.5
|
||||||
168,167,172.4
|
168,167,172.4
|
||||||
167,154,165.2
|
167,154,165.2
|
||||||
143,128,81.9
|
143,128,81.9
|
||||||
128,10,88.2
|
128,10,88.2
|
||||||
118,145,250.6
|
118,145,250.6
|
||||||
145,96,85.1
|
145,96,85.1
|
||||||
15,152,135.0
|
15,152,135.0
|
||||||
152,44,204.6
|
152,44,204.6
|
||||||
19,77,320.7
|
19,77,320.7
|
||||||
77,14,299.8
|
77,14,299.8
|
||||||
14,52,127.6
|
14,52,127.6
|
||||||
14,127,314.8
|
14,127,314.8
|
||||||
127,39,280.4
|
127,39,280.4
|
||||||
39,109,237.0
|
39,109,237.0
|
||||||
31,160,116.5
|
31,160,116.5
|
||||||
160,155,272.4
|
160,155,272.4
|
||||||
133,91,152.8
|
133,91,152.8
|
||||||
91,163,313.6
|
91,163,313.6
|
||||||
150,71,221.1
|
150,71,221.1
|
||||||
71,61,89.6
|
71,61,89.6
|
||||||
32,160,107.7
|
32,160,107.7
|
||||||
72,162,3274.4
|
72,162,3274.4
|
||||||
162,13,554.5
|
162,13,554.5
|
||||||
162,40,413.9
|
162,40,413.9
|
||||||
65,72,297.9
|
65,72,297.9
|
||||||
72,48,21.5
|
72,48,21.5
|
||||||
13,42,319.8
|
13,42,319.8
|
||||||
42,40,40.7
|
42,40,40.7
|
||||||
8,42,759.5
|
8,42,759.5
|
||||||
42,117,58.9
|
42,117,58.9
|
||||||
8,13,450.3
|
8,13,450.3
|
||||||
13,117,378.5
|
13,117,378.5
|
||||||
117,40,64.0
|
117,40,64.0
|
||||||
46,162,391.6
|
46,162,391.6
|
||||||
162,152,115.3
|
162,152,115.3
|
||||||
152,108,191.4
|
152,108,191.4
|
||||||
104,108,375.9
|
104,108,375.9
|
||||||
108,148,311.6
|
108,148,311.6
|
||||||
148,146,80.0
|
148,146,80.0
|
||||||
21,90,396.9
|
21,90,396.9
|
||||||
90,132,152.2
|
90,132,152.2
|
||||||
101,29,252.3
|
101,29,252.3
|
||||||
29,137,110.7
|
29,137,110.7
|
||||||
77,22,353.8
|
77,22,353.8
|
||||||
22,52,227.8
|
22,52,227.8
|
||||||
52,30,186.6
|
52,30,186.6
|
||||||
127,18,425.2
|
127,18,425.2
|
||||||
18,109,439.1
|
18,109,439.1
|
||||||
109,22,135.5
|
109,22,135.5
|
||||||
168,17,232.7
|
168,17,232.7
|
||||||
17,154,294.2
|
17,154,294.2
|
||||||
154,5,166.3
|
154,5,166.3
|
||||||
78,107,143.9
|
78,107,143.9
|
||||||
107,46,236.3
|
107,46,236.3
|
||||||
118,145,250.6
|
118,145,250.6
|
||||||
145,96,85.1
|
145,96,85.1
|
||||||
|
|
|
||||||
|
|
|
@ -0,0 +1,220 @@
|
||||||
|
import csv
|
||||||
|
import os
|
||||||
|
import numpy as np
|
||||||
|
import pandas as pd
|
||||||
|
from scipy.sparse import coo_matrix
|
||||||
|
from scipy.sparse.linalg import norm
|
||||||
|
import scipy.sparse as sp
|
||||||
|
import torch
|
||||||
|
|
||||||
|
def get_adj(args):
|
||||||
|
dataset_path = './data'
|
||||||
|
match args['num_nodes']:
|
||||||
|
case 358:
|
||||||
|
dataset_name = 'PEMS03'
|
||||||
|
adj_path = os.path.join(dataset_path, dataset_name, 'PEMS03.csv')
|
||||||
|
id = os.path.join(dataset_path, dataset_name, 'PEMS03.txt')
|
||||||
|
A, adj = load_adj(args['num_nodes'], adj_path, id_filename=id)
|
||||||
|
case 307:
|
||||||
|
dataset_name = 'PEMS04'
|
||||||
|
adj_path = os.path.join(dataset_path, dataset_name, 'PEMS04.csv')
|
||||||
|
A, adj = load_adj(args['num_nodes'], adj_path, std=True)
|
||||||
|
case 883:
|
||||||
|
dataset_name = 'PEMS07'
|
||||||
|
adj_path = os.path.join(dataset_path, dataset_name, 'PEMS07.csv')
|
||||||
|
A, adj = load_adj(args['num_nodes'], adj_path)
|
||||||
|
case 170:
|
||||||
|
dataset_name = 'PEMS08'
|
||||||
|
adj_path = os.path.join(dataset_path, dataset_name, 'PEMS08.csv')
|
||||||
|
A, adj = load_adj(args['num_nodes'], adj_path, std=True)
|
||||||
|
|
||||||
|
return adj
|
||||||
|
|
||||||
|
def get_gso(args):
|
||||||
|
dataset_path = './data'
|
||||||
|
match args['num_nodes']:
|
||||||
|
case 358:
|
||||||
|
dataset_name = 'PEMS03'
|
||||||
|
adj_path = os.path.join(dataset_path, dataset_name, 'PEMS03.csv')
|
||||||
|
id = os.path.join(dataset_path, dataset_name, 'PEMS03.txt')
|
||||||
|
A, adj = load_adj(args['num_nodes'], adj_path, id_filename=id)
|
||||||
|
case 307:
|
||||||
|
dataset_name = 'PEMS04'
|
||||||
|
adj_path = os.path.join(dataset_path, dataset_name, 'PEMS04.csv')
|
||||||
|
A, adj = load_adj(args['num_nodes'], adj_path, std=True)
|
||||||
|
case 883:
|
||||||
|
dataset_name = 'PEMS07'
|
||||||
|
adj_path = os.path.join(dataset_path, dataset_name, 'PEMS07.csv')
|
||||||
|
A, adj = load_adj(args['num_nodes'], adj_path)
|
||||||
|
case 170:
|
||||||
|
dataset_name = 'PEMS08'
|
||||||
|
adj_path = os.path.join(dataset_path, dataset_name, 'PEMS08.csv')
|
||||||
|
A, adj = load_adj(args['num_nodes'], adj_path, std=True)
|
||||||
|
|
||||||
|
gso = calc_gso(adj, args['gso_type'])
|
||||||
|
if args['graph_conv_type'] == 'cheb_graph_conv':
|
||||||
|
gso = calc_chebynet_gso(gso)
|
||||||
|
gso = gso.toarray()
|
||||||
|
gso = gso.astype(dtype=np.float32)
|
||||||
|
gso = torch.from_numpy(gso).to(args['device'])
|
||||||
|
return gso
|
||||||
|
|
||||||
|
def load_adj(num_nodes, adj_path, id_filename=None, std=False):
|
||||||
|
'''
|
||||||
|
Parameters
|
||||||
|
----------
|
||||||
|
adj_path: str, path of the csv file contains edges information
|
||||||
|
num_nodes: int, the number of vertices
|
||||||
|
id_filename: str, optional, path of the file containing node IDs (if not starting from 0)
|
||||||
|
std: bool, if True, normalize the cost values in the CSV file using Gaussian normalization
|
||||||
|
|
||||||
|
Returns
|
||||||
|
----------
|
||||||
|
A: np.ndarray, adjacency matrix
|
||||||
|
distanceA: np.ndarray, distance matrix (normalized if std=True)
|
||||||
|
'''
|
||||||
|
if 'npy' in adj_path:
|
||||||
|
adj_mx = np.load(adj_path)
|
||||||
|
return adj_mx, None
|
||||||
|
|
||||||
|
else:
|
||||||
|
A = np.zeros((int(num_nodes), int(num_nodes)), dtype=np.float32)
|
||||||
|
distanceA = np.zeros((int(num_nodes), int(num_nodes)), dtype=np.float32)
|
||||||
|
|
||||||
|
# 如果提供了id_filename,说明节点ID不是从0开始的,需要重新映射
|
||||||
|
if id_filename:
|
||||||
|
with open(id_filename, 'r') as f:
|
||||||
|
id_dict = {int(i): idx for idx, i in enumerate(f.read().strip().split('\n'))}
|
||||||
|
|
||||||
|
with open(adj_path, 'r') as f:
|
||||||
|
f.readline() # 略过表头那一行
|
||||||
|
reader = csv.reader(f)
|
||||||
|
costs = [] # 用于收集所有cost值
|
||||||
|
for row in reader:
|
||||||
|
if len(row) != 3:
|
||||||
|
continue
|
||||||
|
i, j, distance = int(row[0]), int(row[1]), float(row[2])
|
||||||
|
A[id_dict[i], id_dict[j]] = 1
|
||||||
|
# 确保距离值为正
|
||||||
|
distance = max(distance, 1e-6)
|
||||||
|
costs.append(distance) # 收集cost值
|
||||||
|
distanceA[id_dict[i], id_dict[j]] = distance
|
||||||
|
|
||||||
|
else: # 如果没有提供id_filename,说明节点ID是从0开始的
|
||||||
|
with open(adj_path, 'r') as f:
|
||||||
|
f.readline() # 略过表头那一行
|
||||||
|
reader = csv.reader(f)
|
||||||
|
costs = [] # 用于收集所有cost值
|
||||||
|
for row in reader:
|
||||||
|
if len(row) != 3:
|
||||||
|
continue
|
||||||
|
i, j, distance = int(row[0]), int(row[1]), float(row[2])
|
||||||
|
A[i, j] = 1
|
||||||
|
# 确保距离值为正
|
||||||
|
distance = max(distance, 1e-6)
|
||||||
|
costs.append(distance) # 收集cost值
|
||||||
|
distanceA[i, j] = distance
|
||||||
|
|
||||||
|
# 如果std=True,对CSV中的所有cost值进行高斯正态分布标准化
|
||||||
|
if std:
|
||||||
|
mean_cost = np.mean(costs) # 计算cost值的均值
|
||||||
|
std_cost = np.std(costs) # 计算cost值的标准差
|
||||||
|
for idx in np.ndindex(distanceA.shape): # 遍历矩阵
|
||||||
|
if distanceA[idx] > 0: # 只对非零元素进行标准化
|
||||||
|
normalized_value = (distanceA[idx] - mean_cost) / std_cost
|
||||||
|
# 确保标准化后的值为正
|
||||||
|
normalized_value = max(normalized_value, 1e-6)
|
||||||
|
distanceA[idx] = normalized_value
|
||||||
|
|
||||||
|
# 确保矩阵中没有零行
|
||||||
|
row_sums = distanceA.sum(axis=1)
|
||||||
|
zero_rows = np.where(row_sums == 0)[0]
|
||||||
|
for row in zero_rows:
|
||||||
|
distanceA[row, :] = 1e-6 # 将零行替换为一个非零的默认值
|
||||||
|
|
||||||
|
return A, distanceA
|
||||||
|
|
||||||
|
|
||||||
|
def calc_gso(dir_adj, gso_type):
|
||||||
|
n_vertex = dir_adj.shape[0]
|
||||||
|
|
||||||
|
if not sp.issparse(dir_adj):
|
||||||
|
dir_adj = sp.csc_matrix(dir_adj)
|
||||||
|
elif dir_adj.format != 'csc':
|
||||||
|
dir_adj = dir_adj.tocsc()
|
||||||
|
|
||||||
|
id = sp.identity(n_vertex, format='csc')
|
||||||
|
|
||||||
|
# Symmetrizing an adjacency matrix
|
||||||
|
adj = dir_adj + dir_adj.T.multiply(dir_adj.T > dir_adj) - dir_adj.multiply(dir_adj.T > dir_adj)
|
||||||
|
# adj = 0.5 * (dir_adj + dir_adj.transpose())
|
||||||
|
|
||||||
|
if gso_type in ['sym_renorm_adj', 'rw_renorm_adj', 'sym_renorm_lap', 'rw_renorm_lap']:
|
||||||
|
adj = adj + id
|
||||||
|
|
||||||
|
if gso_type in ['sym_norm_adj', 'sym_renorm_adj', 'sym_norm_lap', 'sym_renorm_lap']:
|
||||||
|
row_sum = adj.sum(axis=1).A1
|
||||||
|
# Check for zero or negative values in row_sum
|
||||||
|
if np.any(row_sum <= 0):
|
||||||
|
raise ValueError(
|
||||||
|
"Row sum contains zero or negative values, which is not allowed for symmetric normalization.")
|
||||||
|
|
||||||
|
row_sum_inv_sqrt = np.power(row_sum, -0.5)
|
||||||
|
row_sum_inv_sqrt[np.isinf(row_sum_inv_sqrt)] = 0. # Handle inf values
|
||||||
|
deg_inv_sqrt = sp.diags(row_sum_inv_sqrt, format='csc')
|
||||||
|
# A_{sym} = D^{-0.5} * A * D^{-0.5}
|
||||||
|
sym_norm_adj = deg_inv_sqrt.dot(adj).dot(deg_inv_sqrt)
|
||||||
|
|
||||||
|
if gso_type in ['sym_norm_lap', 'sym_renorm_lap']:
|
||||||
|
sym_norm_lap = id - sym_norm_adj
|
||||||
|
gso = sym_norm_lap
|
||||||
|
else:
|
||||||
|
gso = sym_norm_adj
|
||||||
|
|
||||||
|
elif gso_type in ['rw_norm_adj', 'rw_renorm_adj', 'rw_norm_lap', 'rw_renorm_lap']:
|
||||||
|
row_sum = np.sum(adj, axis=1).A1
|
||||||
|
# Check for zero or negative values in row_sum
|
||||||
|
if np.any(row_sum <= 0):
|
||||||
|
raise ValueError(
|
||||||
|
"Row sum contains zero or negative values, which is not allowed for random walk normalization.")
|
||||||
|
|
||||||
|
row_sum_inv = np.power(row_sum, -1)
|
||||||
|
row_sum_inv[np.isinf(row_sum_inv)] = 0. # Handle inf values
|
||||||
|
deg_inv = sp.diags(row_sum_inv, format='csc')
|
||||||
|
# A_{rw} = D^{-1} * A
|
||||||
|
rw_norm_adj = deg_inv.dot(adj)
|
||||||
|
|
||||||
|
if gso_type in ['rw_norm_lap', 'rw_renorm_lap']:
|
||||||
|
rw_norm_lap = id - rw_norm_adj
|
||||||
|
gso = rw_norm_lap
|
||||||
|
else:
|
||||||
|
gso = rw_norm_adj
|
||||||
|
|
||||||
|
else:
|
||||||
|
raise ValueError(f'{gso_type} is not defined.')
|
||||||
|
|
||||||
|
# Check for nan or inf in the final result
|
||||||
|
if np.isnan(gso.data).any() or np.isinf(gso.data).any():
|
||||||
|
raise ValueError("NaN or Inf detected in the final GSO matrix. Please check the input adjacency matrix.")
|
||||||
|
|
||||||
|
return gso
|
||||||
|
|
||||||
|
|
||||||
|
def calc_chebynet_gso(gso):
|
||||||
|
if sp.issparse(gso) == False:
|
||||||
|
gso = sp.csc_matrix(gso)
|
||||||
|
elif gso.format != 'csc':
|
||||||
|
gso = gso.tocsc()
|
||||||
|
|
||||||
|
id = sp.identity(gso.shape[0], format='csc')
|
||||||
|
# If you encounter a NotImplementedError, please update your scipy version to 1.10.1 or later.
|
||||||
|
eigval_max = norm(gso, 2)
|
||||||
|
|
||||||
|
# If the gso is symmetric or random walk normalized Laplacian,
|
||||||
|
# then the maximum eigenvalue is smaller than or equals to 2.
|
||||||
|
if eigval_max >= 2:
|
||||||
|
gso = gso - id
|
||||||
|
else:
|
||||||
|
gso = 2 * gso / eigval_max - id
|
||||||
|
|
||||||
|
return gso
|
||||||
|
|
@ -33,7 +33,6 @@ matplotlib
|
||||||
requests
|
requests
|
||||||
|
|
||||||
# 文件压缩处理
|
# 文件压缩处理
|
||||||
zipfile
|
|
||||||
|
|
||||||
# Kaggle数据下载
|
# Kaggle数据下载
|
||||||
kagglehub
|
kagglehub
|
||||||
|
|
|
||||||
|
|
@ -74,7 +74,7 @@ def download_adj_data(current_dir, max_retries=3):
|
||||||
下载并解压 adj.zip 文件,并显示下载进度条。
|
下载并解压 adj.zip 文件,并显示下载进度条。
|
||||||
如果下载失败,最多重试 max_retries 次。
|
如果下载失败,最多重试 max_retries 次。
|
||||||
"""
|
"""
|
||||||
url = "https://code.zhang-heng.com/static/adj.zip"
|
url = "http://code.zhang-heng.com/static/adj.zip"
|
||||||
retries = 0
|
retries = 0
|
||||||
|
|
||||||
while retries <= max_retries:
|
while retries <= max_retries:
|
||||||
|
|
@ -143,4 +143,4 @@ def download_kaggle_data(current_dir):
|
||||||
|
|
||||||
# 主程序
|
# 主程序
|
||||||
if __name__ == "__main__":
|
if __name__ == "__main__":
|
||||||
check_and_download_data()
|
check_and_download_data()
|
||||||
|
|
|
||||||
Loading…
Reference in New Issue