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En", "probability": 0.0255126953125 }, { "start_logit": 3.9140625, "end_logit": 7.046875, "text": "no ten\u00eda ni siquiera una ba\u00f1era", "probability": 0.0245361328125 }, { "start_logit": 6.2265625, "end_logit": 4.38671875, "text": "ba\u00f1era. En", "probability": 0.01727294921875 }, { "start_logit": 6.61328125, "end_logit": 3.58984375, "text": "una", "probability": 0.01149749755859375 }, { "start_logit": 5.8125, "end_logit": 4.38671875, "text": "ni siquiera una ba\u00f1era. En", "probability": 0.01149749755859375 }, { "start_logit": 6.61328125, "end_logit": 3.162109375, "text": "una ba\u00f1era. En noviembre", "probability": 0.00748443603515625 }, { "start_logit": 6.61328125, "end_logit": 3.001953125, "text": "una ba\u00f1era.", "probability": 0.006397247314453125 }, { "start_logit": 5.8125, "end_logit": 3.58984375, "text": "ni siquiera una", "probability": 0.005184173583984375 }, { "start_logit": 6.2265625, "end_logit": 3.162109375, "text": "ba\u00f1era. En noviembre", "probability": 0.00510406494140625 }, { "start_logit": 2.1953125, "end_logit": 7.046875, "text": "el edificio se encontraba en un p\u00e9simo estado de conservaci\u00f3n y no ten\u00eda ni siquiera una ba\u00f1era", "probability": 0.004398345947265625 }, { "start_logit": 6.2265625, "end_logit": 3.001953125, "text": "ba\u00f1era.", "probability": 0.004329681396484375 }, { "start_logit": 5.8125, "end_logit": 3.162109375, "text": "ni siquiera una ba\u00f1era. En noviembre", "probability": 0.0033740997314453125 }, { "start_logit": 4.57421875, "end_logit": 4.38671875, "text": "siquiera una ba\u00f1era. En", "probability": 0.0033206939697265625 }, { "start_logit": 4.4453125, "end_logit": 4.38671875, "text": "ten\u00eda ni siquiera una ba\u00f1era. En", "probability": 0.0029087066650390625 }, { "start_logit": 5.8125, "end_logit": 3.001953125, "text": "ni siquiera una ba\u00f1era.", "probability": 0.0028629302978515625 } ], "08d5ad1cf72e3dd791ed788fe92cccb6d838fca2": [ { "start_logit": 6.515625, "end_logit": 5.59375, "text": "el futuro k\u00e1iser Guillermo II de Alemania", "probability": 0.278564453125 }, { "start_logit": 6.515625, "end_logit": 5.0859375, "text": "el futuro k\u00e1iser Guillermo II", "probability": 0.167724609375 }, { "start_logit": 5.54296875, "end_logit": 5.59375, "text": "futuro k\u00e1iser Guillermo II de Alemania", "probability": 0.10577392578125 }, { "start_logit": 5.24609375, "end_logit": 5.59375, "text": "k\u00e1iser Guillermo II de Alemania", "probability": 0.07855224609375 }, { "start_logit": 5.54296875, "end_logit": 5.0859375, "text": "futuro k\u00e1iser Guillermo II", "probability": 0.06317138671875 }, { "start_logit": 5.24609375, "end_logit": 5.0859375, "text": "k\u00e1iser Guillermo II", "probability": 0.04693603515625 }, { "start_logit": 4.58203125, "end_logit": 5.59375, "text": "Guillermo II de Alemania", "probability": 0.040130615234375 }, { "start_logit": 6.515625, "end_logit": 3.6015625, "text": "el futuro k\u00e1iser Guillermo II de", "probability": 0.037994384765625 }, { "start_logit": 6.515625, "end_logit": 3.373046875, "text": "el futuro k\u00e1iser Guillermo II de Alemania. El", "probability": 0.030303955078125 }, { "start_logit": 6.515625, "end_logit": 3.33203125, "text": "el futuro k\u00e1iser Guillermo", "probability": 0.028900146484375 }, { "start_logit": 4.58203125, "end_logit": 5.0859375, "text": "Guillermo II", "probability": 0.02435302734375 }, { "start_logit": 5.54296875, "end_logit": 3.6015625, "text": "futuro k\u00e1iser Guillermo II de", "probability": 0.01430511474609375 }, { "start_logit": 6.515625, "end_logit": 2.5546875, "text": "el futuro k\u00e1iser Guillermo II de Alemania.", "probability": 0.013336181640625 }, { "start_logit": 6.515625, "end_logit": 2.53125, "text": "el futuro k\u00e1iser Guillermo II de Alemania. El parto", "probability": 0.013031005859375 }, { "start_logit": 5.54296875, "end_logit": 3.373046875, "text": "futuro k\u00e1iser Guillermo II de Alemania. El", "probability": 0.01140594482421875 }, { "start_logit": 5.54296875, "end_logit": 3.33203125, "text": "futuro k\u00e1iser Guillermo", "probability": 0.01097869873046875 }, { "start_logit": 5.24609375, "end_logit": 3.6015625, "text": "k\u00e1iser Guillermo II de", "probability": 0.0106353759765625 }, { "start_logit": 5.24609375, "end_logit": 3.373046875, "text": "k\u00e1iser Guillermo II de Alemania. El", "probability": 0.00847625732421875 }, { "start_logit": 5.24609375, "end_logit": 3.33203125, "text": "k\u00e1iser Guillermo", "probability": 0.00815582275390625 }, { "start_logit": 2.8671875, "end_logit": 5.59375, "text": "\u00e1iser Guillermo II de Alemania", "probability": 0.007251739501953125 } ], "0f9ada8b937566f5fffda8be101a5dee1e8d71a2": [ { "start_logit": 6.21484375, "end_logit": 5.75, "text": "al bar\u00f3n von Stockmar", "probability": 0.349609375 }, { "start_logit": 6.07421875, "end_logit": 5.75, "text": "bar\u00f3n von Stockmar", "probability": 0.3037109375 }, { "start_logit": 6.21484375, "end_logit": 4.0625, "text": "al bar\u00f3n von Stock", "probability": 0.064697265625 }, { "start_logit": 6.07421875, "end_logit": 4.0625, "text": "bar\u00f3n von Stock", "probability": 0.05621337890625 }, { "start_logit": 6.21484375, "end_logit": 3.330078125, "text": "al bar\u00f3n von Stockmar, el", "probability": 0.031036376953125 }, { "start_logit": 3.697265625, "end_logit": 5.75, "text": "carta al bar\u00f3n von Stockmar", "probability": 0.028045654296875 }, { "start_logit": 3.673828125, "end_logit": 5.75, "text": "\u00f3n von Stockmar", "probability": 0.0273895263671875 }, { "start_logit": 6.07421875, "end_logit": 3.330078125, "text": "bar\u00f3n von Stockmar, el", "probability": 0.0269622802734375 }, { "start_logit": 6.21484375, "end_logit": 2.751953125, "text": "al bar\u00f3n von", "probability": 0.0174102783203125 }, { "start_logit": 3.1953125, "end_logit": 5.75, "text": "von Stockmar", "probability": 0.0170135498046875 }, { "start_logit": 6.07421875, "end_logit": 2.751953125, "text": "bar\u00f3n von", "probability": 0.0151214599609375 }, { "start_logit": 2.79296875, "end_logit": 5.75, "text": "una carta al bar\u00f3n von Stockmar", "probability": 0.01142120361328125 }, { "start_logit": 6.21484375, "end_logit": 2.01171875, "text": "al bar\u00f3n von Stockmar,", "probability": 0.0082855224609375 }, { "start_logit": 6.21484375, "end_logit": 1.986328125, "text": "al bar\u00f3n von Stockmar, el pr\u00edncipe", "probability": 0.00809478759765625 }, { "start_logit": 6.07421875, "end_logit": 2.01171875, "text": "bar\u00f3n von Stockmar,", "probability": 0.007205963134765625 }, { "start_logit": 6.07421875, "end_logit": 1.986328125, "text": "bar\u00f3n von Stockmar, el pr\u00edncipe", "probability": 0.0070343017578125 }, { "start_logit": 2.23828125, "end_logit": 5.75, "text": "Stockmar", "probability": 0.00653076171875 }, { "start_logit": 3.697265625, "end_logit": 4.0625, "text": "carta al bar\u00f3n von Stock", "probability": 0.00518798828125 }, { "start_logit": 3.673828125, "end_logit": 4.0625, "text": "\u00f3n von Stock", "probability": 0.00506591796875 }, { "start_logit": 6.21484375, "end_logit": 1.16015625, "text": "al bar\u00f3n", "probability": 0.0035381317138671875 } ], "ab51230ce444b86e3421b79ac50a28a4320c1e71": [ { "start_logit": 7.69921875, "end_logit": 6.74609375, "text": "de 1866", "probability": 0.59423828125 }, { "start_logit": 7.69921875, "end_logit": 5.80078125, "text": "de 18", "probability": 0.23095703125 }, { "start_logit": 4.9453125, "end_logit": 6.74609375, "text": "1866", "probability": 0.037689208984375 }, { "start_logit": 7.69921875, "end_logit": 3.595703125, "text": "de 1866, Pr", "probability": 0.0254974365234375 }, { "start_logit": 7.69921875, "end_logit": 3.447265625, "text": "de", "probability": 0.0219879150390625 }, { "start_logit": 7.69921875, "end_logit": 3.359375, "text": "de 1866,", "probability": 0.0201873779296875 }, { "start_logit": 4.21484375, "end_logit": 6.74609375, "text": "junio de 1866", "probability": 0.0182342529296875 }, { "start_logit": 4.9453125, "end_logit": 5.80078125, "text": "18", "probability": 0.01476287841796875 }, { "start_logit": 4.21484375, "end_logit": 5.80078125, "text": "junio de 18", "probability": 0.007083892822265625 }, { "start_logit": 2.76953125, "end_logit": 6.74609375, "text": "66", "probability": 0.00429534912109375 }, { "start_logit": 2.671875, "end_logit": 6.74609375, "text": ". 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\u00b0C (-", "probability": 0.0751953125 }, { "start_logit": 5.0546875, "end_logit": 3.0703125, "text": "-30", "probability": 0.0633544921875 }, { "start_logit": 5.0546875, "end_logit": 3.0390625, "text": "-30 \u00b0", "probability": 0.0614013671875 }, { "start_logit": 3.7890625, "end_logit": 4.0625, "text": "30 \u00b0C", "probability": 0.048187255859375 }, { "start_logit": 4.57421875, "end_logit": 3.23828125, "text": "hasta los -30 \u00b0C (-", "probability": 0.046356201171875 }, { "start_logit": 4.57421875, "end_logit": 3.0703125, "text": "hasta los -30", "probability": 0.0391845703125 }, { "start_logit": 4.40234375, "end_logit": 3.23828125, "text": "los -30 \u00b0C (-", "probability": 0.039031982421875 }, { "start_logit": 4.57421875, "end_logit": 3.0390625, "text": "hasta los -30 \u00b0", "probability": 0.037994384765625 }, { "start_logit": 4.40234375, "end_logit": 3.0703125, "text": "los -30", "probability": 0.032989501953125 }, { "start_logit": 4.40234375, "end_logit": 3.0390625, "text": "los -30 \u00b0", "probability": 0.031982421875 }, { "start_logit": 5.0546875, "end_logit": 2.2109375, "text": "-30 \u00b0C (-22 \u00b0F). 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"end_logit": 3.84375, "text": "entre 20 y 35 cent\u00edmetros anuales", "probability": 0.1688232421875 }, { "start_logit": 3.65625, "end_logit": 3.5859375, "text": "el norte del pa\u00eds", "probability": 0.1513671875 }, { "start_logit": 2.66015625, "end_logit": 3.84375, "text": "en el norte del pa\u00eds (entre 20 y 35 cent\u00edmetros anuales", "probability": 0.07232666015625 }, { "start_logit": 2.66015625, "end_logit": 3.5859375, "text": "en el norte del pa\u00eds", "probability": 0.055908203125 }, { "start_logit": 3.65625, "end_logit": 2.369140625, "text": "el norte del pa\u00eds (entre 20 y 35 cent\u00edmetros anuales), y menores en el sur (entre 10 y 20 cent\u00edmetros anuales", "probability": 0.04473876953125 }, { "start_logit": 3.509765625, "end_logit": 2.369140625, "text": "entre 20 y 35 cent\u00edmetros anuales), y menores en el sur (entre 10 y 20 cent\u00edmetros anuales", "probability": 0.0386962890625 }, { "start_logit": 1.8203125, "end_logit": 3.84375, "text": "norte del pa\u00eds (entre 20 y 35 cent\u00edmetros anuales", "probability": 0.031219482421875 }, { "start_logit": 1.775390625, "end_logit": 3.84375, "text": "mayores en el norte del pa\u00eds (entre 20 y 35 cent\u00edmetros anuales", "probability": 0.029815673828125 }, { "start_logit": 3.65625, "end_logit": 1.75, "text": "el norte", "probability": 0.024139404296875 }, { "start_logit": 1.8203125, "end_logit": 3.5859375, "text": "norte del pa\u00eds", "probability": 0.024139404296875 }, { "start_logit": 1.775390625, "end_logit": 3.5859375, "text": "mayores en el norte del pa\u00eds", "probability": 0.0230255126953125 }, { "start_logit": 3.65625, "end_logit": 1.66015625, "text": "el norte del pa\u00eds (entre 20 y 35 cent\u00edmetros anuales), y menores en el sur", "probability": 0.022064208984375 }, { "start_logit": 1.373046875, "end_logit": 3.84375, "text": "Las precipitaciones son mayores en el norte del pa\u00eds (entre 20 y 35 cent\u00edmetros anuales", "probability": 0.02001953125 }, { "start_logit": 3.509765625, "end_logit": 1.66015625, "text": "entre 20 y 35 cent\u00edmetros anuales), y menores en el sur", "probability": 0.0190887451171875 }, { "start_logit": 1.3017578125, "end_logit": 3.84375, "text": "20 y 35 cent\u00edmetros anuales", "probability": 0.018585205078125 }, { "start_logit": 2.66015625, "end_logit": 2.369140625, "text": "en el norte del pa\u00eds (entre 20 y 35 cent\u00edmetros anuales), y menores en el sur (entre 10 y 20 cent\u00edmetros anuales", "probability": 0.0165863037109375 }, { "start_logit": 1.373046875, "end_logit": 3.5859375, "text": "Las precipitaciones son mayores en el norte del pa\u00eds", "probability": 0.0154571533203125 }, { "start_logit": 3.65625, "end_logit": 1.275390625, "text": "el norte del pa\u00eds (entre 20 y 35 cent\u00edmetros anuales), y menores", "probability": 0.01499176025390625 }, { "start_logit": 3.509765625, "end_logit": 1.275390625, "text": "entre 20 y 35 cent\u00edmetros anuales), y menores", "probability": 0.012969970703125 } ], "ba3ed5a12e0ecb87221752064d29238176498768": [ { "start_logit": 6.3203125, "end_logit": 5.1953125, "text": "York Cottage", "probability": 0.6357421875 }, { "start_logit": 6.3203125, "end_logit": 3.10546875, "text": "York Cottage, en la propiedad de Sandringham en Norfolk", "probability": 0.07830810546875 }, { "start_logit": 6.3203125, "end_logit": 2.8984375, "text": "York Cottage, en la propiedad de Sandringham", "probability": 0.06396484375 }, { "start_logit": 3.662109375, "end_logit": 5.1953125, "text": "en York Cottage", "probability": 0.04461669921875 }, { "start_logit": 6.3203125, "end_logit": 2.3046875, "text": "York Cotta", "probability": 0.035308837890625 }, { "start_logit": 6.3203125, "end_logit": 2.16015625, "text": "York Cottage, en", "probability": 0.030670166015625 }, { "start_logit": 6.3203125, "end_logit": 1.6328125, "text": "York Cottage, en la propiedad de Sandringham en Norfol", "probability": 0.018035888671875 }, { "start_logit": 6.3203125, "end_logit": 1.2607421875, "text": "York Cottage, en la propiedad de Sandringham en Norfolk,[1", "probability": 0.01244354248046875 }, { "start_logit": 2.29296875, "end_logit": 5.1953125, "text": "Jorge VI naci\u00f3 en York Cottage", "probability": 0.01132965087890625 }, { "start_logit": 6.3203125, "end_logit": 1.0107421875, "text": "York Cottage, en la propiedad de Sandringham en Norfolk,[", "probability": 0.0096893310546875 }, { "start_logit": 6.3203125, "end_logit": 0.84716796875, "text": "York Cottage, en la propiedad de Sandringham en Nor", "probability": 0.0082244873046875 }, { "start_logit": 6.3203125, "end_logit": 0.84130859375, "text": "York", "probability": 0.00815582275390625 }, { "start_logit": 6.3203125, "end_logit": 0.8232421875, "text": "York Cottage, en la propiedad de Sandringham en Norfolk,[1]\u200b", "probability": 0.00803375244140625 }, { "start_logit": 6.3203125, "end_logit": 0.64111328125, "text": "York Cottage,", "probability": 0.006687164306640625 }, { 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de pulm\u00f3n", "probability": 0.40185546875 }, { "start_logit": 4.203125, "end_logit": 2.681640625, "text": "c\u00e1ncer de pulm\u00f3n, dado que era un fumador empedernido", "probability": 0.0992431640625 }, { "start_logit": 3.658203125, "end_logit": 2.681640625, "text": "fumador empedernido", "probability": 0.05767822265625 }, { "start_logit": 4.203125, "end_logit": 2.115234375, "text": "c\u00e1ncer de pulm\u00f3n, dado que era un fumador empedernido, adem\u00e1s de que sufr\u00eda de gran estr\u00e9s", "probability": 0.056549072265625 }, { "start_logit": 4.203125, "end_logit": 1.7861328125, "text": "c\u00e1ncer de pulm\u00f3n, dado que era un fumador", "probability": 0.040557861328125 }, { "start_logit": 1.8896484375, "end_logit": 4.08203125, "text": "con c\u00e1ncer de pulm\u00f3n", "probability": 0.039947509765625 }, { "start_logit": 4.203125, "end_logit": 1.603515625, "text": "c\u00e1ncer de pulm\u00f3n, dado", "probability": 0.033782958984375 }, { "start_logit": 4.203125, "end_logit": 1.5693359375, "text": "c\u00e1ncer de pulm\u00f3n, dado que era un fumador emped", "probability": 0.03271484375 }, { "start_logit": 3.658203125, "end_logit": 2.115234375, "text": "fumador empedernido, adem\u00e1s de que sufr\u00eda de gran estr\u00e9s", "probability": 0.03271484375 }, { "start_logit": 4.203125, "end_logit": 1.4423828125, "text": "c\u00e1ncer de pulm\u00f3n, dado que era un fumador empedern", "probability": 0.028778076171875 }, { "start_logit": 1.5068359375, "end_logit": 4.08203125, "text": "diagnosticado con c\u00e1ncer de pulm\u00f3n", "probability": 0.027252197265625 }, { "start_logit": 3.658203125, "end_logit": 1.7861328125, "text": "fumador", "probability": 0.0235748291015625 }, { "start_logit": 2.603515625, "end_logit": 2.681640625, "text": "un fumador empedernido", "probability": 0.0200958251953125 }, { "start_logit": 3.658203125, "end_logit": 1.5693359375, "text": "fumador emped", "probability": 0.018951416015625 }, { "start_logit": 1.109375, 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emergencia, los param\u00e9dicos", "probability": 0.0111541748046875 }, { "start_logit": 3.267578125, "end_logit": 0.078125, "text": "circunstancias especiales y situaciones de emergencia,", "probability": 0.0111083984375 }, { "start_logit": 0.164306640625, "end_logit": 3.13671875, "text": "emergencia", "probability": 0.01061248779296875 } ], "78dc4f13d9547ed08788efd3260a0a7649673ad2": [ { "start_logit": 5.828125, "end_logit": 5.82421875, "text": "gasometr\u00eda arterial", "probability": 0.3837890625 }, { "start_logit": 5.43359375, "end_logit": 5.82421875, "text": "la gasometr\u00eda arterial", "probability": 0.257568359375 }, { "start_logit": 4.25390625, "end_logit": 5.82421875, "text": "como la gasometr\u00eda arterial", "probability": 0.0792236328125 }, { "start_logit": 3.69140625, "end_logit": 5.82421875, "text": "tales como la gasometr\u00eda arterial", "probability": 0.04510498046875 }, { "start_logit": 5.828125, "end_logit": 3.5859375, "text": "gasometr\u00eda arterial, requieren", "probability": 0.040771484375 }, { "start_logit": 5.828125, "end_logit": 3.5390625, "text": "gasometr\u00eda", "probability": 0.038909912109375 }, { "start_logit": 5.43359375, "end_logit": 3.5859375, "text": "la gasometr\u00eda arterial, requieren", "probability": 0.0273590087890625 }, { "start_logit": 5.43359375, "end_logit": 3.5390625, "text": "la gasometr\u00eda", "probability": 0.026123046875 }, { "start_logit": 3.03125, "end_logit": 5.82421875, "text": "ometr\u00eda arterial", "probability": 0.023406982421875 }, { "start_logit": 5.828125, "end_logit": 2.29296875, "text": "gasometr\u00eda arterial,", "probability": 0.01123046875 }, { "start_logit": 5.828125, "end_logit": 2.11328125, "text": "gasometr\u00eda arterial, requieren que la sangre sea extra\u00edda de una arteria", "probability": 0.00934600830078125 }, { "start_logit": 4.25390625, "end_logit": 3.5859375, "text": "como la gasometr\u00eda arterial, requieren", "probability": 0.00844573974609375 }, { "start_logit": 4.25390625, "end_logit": 3.5390625, "text": "como la gasometr\u00eda", "probability": 0.008056640625 }, { "start_logit": 5.43359375, "end_logit": 2.29296875, "text": "la gasometr\u00eda arterial,", "probability": 0.007541656494140625 }, { "start_logit": 5.828125, "end_logit": 1.8935546875, "text": "gasometr\u00eda arterial, requieren que la sangre sea extra\u00edda de una arteria. La", "probability": 0.00751495361328125 }, { "start_logit": 5.43359375, "end_logit": 2.11328125, "text": "la gasometr\u00eda arterial, requieren que la sangre sea extra\u00edda de una arteria", "probability": 0.0063018798828125 }, { "start_logit": 5.43359375, "end_logit": 1.8935546875, "text": "la gasometr\u00eda arterial, requieren que la sangre sea extra\u00edda de una arteria. La", "probability": 0.005062103271484375 }, { "start_logit": 5.828125, "end_logit": 1.4482421875, "text": "gas", "probability": 0.00481414794921875 }, { "start_logit": 3.69140625, "end_logit": 3.5859375, "text": "tales como la gasometr\u00eda arterial, requieren", "probability": 0.00481414794921875 }, { "start_logit": 3.69140625, "end_logit": 3.5390625, "text": "tales como la gasometr\u00eda", "probability": 0.0045928955078125 } ], "e633eba30d3f372d74d163762f69a007ee82d0a8": [ { "start_logit": 5.0859375, "end_logit": 4.9765625, "text": "medicina forense", "probability": 0.39990234375 }, { "start_logit": 4.49609375, "end_logit": 4.9765625, "text": "en medicina forense", "probability": 0.220947265625 }, { "start_logit": 3.353515625, "end_logit": 4.9765625, "text": "com\u00fanmente en medicina forense", "probability": 0.07061767578125 }, { "start_logit": 2.92578125, "end_logit": 4.9765625, "text": "cantidades muy peque\u00f1as de sangre: es usada com\u00fanmente en medicina forense", "probability": 0.046112060546875 }, { "start_logit": 5.0859375, "end_logit": 2.515625, "text": "medicina forense, pero", "probability": 0.03411865234375 }, { "start_logit": 5.0859375, "end_logit": 2.3046875, "text": "medicina forense, pero ahora tambi\u00e9n es parte del proceso de diagn\u00f3stico de muchos des\u00f3rdenes", "probability": 0.0276641845703125 }, { "start_logit": 2.341796875, "end_logit": 4.9765625, "text": "incluso con cantidades muy peque\u00f1as de sangre: es usada com\u00fanmente en medicina forense", "probability": 0.025787353515625 }, { "start_logit": 2.166015625, "end_logit": 4.9765625, "text": "con cantidades muy peque\u00f1as de sangre: es usada com\u00fanmente en medicina forense", "probability": 0.0215301513671875 }, { "start_logit": 4.49609375, "end_logit": 2.515625, "text": "en medicina forense, pero", "probability": 0.0189361572265625 }, { "start_logit": 1.9716796875, "end_logit": 4.9765625, "text": "forense", "probability": 0.017791748046875 }, { "start_logit": 1.833984375, "end_logit": 4.9765625, "text": "es usada com\u00fanmente en medicina forense", "probability": 0.0155181884765625 }, { "start_logit": 4.49609375, "end_logit": 2.3046875, "text": "en medicina forense, pero ahora tambi\u00e9n es parte del proceso de diagn\u00f3stico de muchos des\u00f3rdenes", "probability": 0.0153350830078125 }, { "start_logit": 1.818359375, "end_logit": 4.9765625, "text": "sangre: es usada com\u00fanmente en medicina forense", "probability": 0.0152740478515625 }, { "start_logit": 1.6591796875, "end_logit": 4.9765625, "text": "usada com\u00fanmente en medicina forense", "probability": 0.0130157470703125 }, { "start_logit": 5.0859375, "end_logit": 1.5341796875, "text": "medicina", "probability": 0.0128021240234375 }, { "start_logit": 5.0859375, "end_logit": 1.4140625, "text": "medicina forense, pero ahora", "probability": 0.01134490966796875 }, { "start_logit": 1.505859375, "end_logit": 4.9765625, "text": "La prueba de ADN es hoy posible incluso con cantidades muy peque\u00f1as de sangre: es usada com\u00fanmente en medicina forense", "probability": 0.01116943359375 }, { "start_logit": 2.92578125, "end_logit": 3.177734375, "text": "cantidades muy peque\u00f1as de sangre", "probability": 0.007617950439453125 }, { "start_logit": 5.0859375, "end_logit": 0.9931640625, "text": "medicina forense,", "probability": 0.00743865966796875 }, { "start_logit": 4.49609375, "end_logit": 1.5341796875, "text": "en medicina", "probability": 0.007099151611328125 } ], "cfd04e877945e051cbf85302d65b90ff88383f00": [ { "start_logit": 3.966796875, "end_logit": 3.349609375, "text": "modular en frecuencia la portadora", "probability": 0.1265869140625 }, { "start_logit": 3.966796875, "end_logit": 3.349609375, "text": "modular en frecuencia", "probability": 0.1265869140625 }, { "start_logit": 3.24609375, "end_logit": 3.349609375, "text": "mantener una relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia la portadora", "probability": 0.061431884765625 }, { "start_logit": 3.24609375, "end_logit": 3.349609375, "text": "mantener una relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia", "probability": 0.061431884765625 }, { "start_logit": 3.169921875, "end_logit": 3.349609375, "text": "de modular en frecuencia la portadora", "probability": 0.057037353515625 }, { "start_logit": 3.169921875, "end_logit": 3.349609375, "text": "de modular en frecuencia", "probability": 0.057037353515625 }, { "start_logit": 3.966796875, "end_logit": 2.53515625, "text": "modular en frecuencia la portadora del audio", "probability": 0.055938720703125 }, { "start_logit": 3.044921875, "end_logit": 3.349609375, "text": "la de modular en frecuencia la portadora", "probability": 0.050323486328125 }, { "start_logit": 3.044921875, "end_logit": 3.349609375, "text": "la de modular en frecuencia", "probability": 0.050323486328125 }, { "start_logit": 2.98046875, "end_logit": 3.349609375, "text": "la de mantener una relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia la portadora", "probability": 0.047119140625 }, { "start_logit": 2.98046875, "end_logit": 3.349609375, "text": "la de mantener una relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia", "probability": 0.047119140625 }, { "start_logit": 3.966796875, "end_logit": 2.322265625, "text": "modular", "probability": 0.0452880859375 }, { "start_logit": 2.462890625, "end_logit": 3.349609375, "text": "de mantener una relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia la portadora", "probability": 0.02813720703125 }, { "start_logit": 2.462890625, "end_logit": 3.349609375, "text": "de mantener una relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia", "probability": 0.02813720703125 }, { "start_logit": 3.24609375, "end_logit": 2.53515625, "text": "mantener una relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia la portadora del audio", "probability": 0.0272674560546875 }, { "start_logit": 2.42578125, "end_logit": 3.349609375, "text": "relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia la portadora", "probability": 0.0270538330078125 }, { "start_logit": 2.42578125, "end_logit": 3.349609375, "text": "relaci\u00f3n de aspecto de 4:3, y la de modular en frecuencia", "probability": 0.0270538330078125 }, { "start_logit": 3.966796875, "end_logit": 1.802734375, "text": "modular en frecuencia la portadora del", "probability": 0.026947021484375 }, { "start_logit": 3.169921875, "end_logit": 2.53515625, "text": "de modular en frecuencia la portadora del audio", "probability": 0.02520751953125 }, { "start_logit": 3.966796875, "end_logit": 1.6923828125, "text": "modular en frecuencia la por", "probability": 0.024139404296875 } ], "3ff87caab3a10f2ab296c432985a769bdece26b6": [ { "start_logit": 4.80859375, "end_logit": 4.5, "text": "sincronizaci\u00f3n y el retorno vertical", "probability": 0.1280517578125 }, { "start_logit": 4.79296875, "end_logit": 4.5, "text": "para la sincronizaci\u00f3n y el retorno vertical", "probability": 0.1260986328125 }, { "start_logit": 4.3984375, "end_logit": 4.5, "text": "la sincronizaci\u00f3n y el retorno vertical", "probability": 0.08465576171875 }, { "start_logit": 4.80859375, "end_logit": 3.9765625, "text": "sincronizaci\u00f3n y el retorno", "probability": 0.0753173828125 }, { "start_logit": 4.79296875, "end_logit": 3.9765625, "text": "para la sincronizaci\u00f3n y el retorno", "probability": 0.0740966796875 }, { "start_logit": 4.80859375, "end_logit": 3.859375, "text": "sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.06744384765625 }, { "start_logit": 4.79296875, "end_logit": 3.859375, "text": "para la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.06640625 }, { "start_logit": 4.3984375, "end_logit": 3.9765625, "text": "la sincronizaci\u00f3n y el retorno", "probability": 0.050140380859375 }, { "start_logit": 4.3984375, "end_logit": 3.859375, "text": "la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.04461669921875 }, { "start_logit": 3.701171875, "end_logit": 4.5, "text": "utiliza para la sincronizaci\u00f3n y el retorno vertical", "probability": 0.042236328125 }, { "start_logit": 4.125, "end_logit": 3.859375, "text": "dejar en blanco", "probability": 0.033935546875 }, { "start_logit": 4.80859375, "end_logit": 3.10546875, "text": "sincronizaci\u00f3n", "probability": 0.0316162109375 }, { "start_logit": 4.79296875, "end_logit": 3.10546875, "text": "para la sincronizaci\u00f3n", "probability": 0.0311431884765625 }, { "start_logit": 3.701171875, "end_logit": 3.9765625, "text": "utiliza para la sincronizaci\u00f3n y el retorno", "probability": 0.0250244140625 }, { "start_logit": 3.701171875, "end_logit": 3.859375, "text": "utiliza para la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.0222625732421875 }, { "start_logit": 3.654296875, "end_logit": 3.859375, "text": "para dejar en blanco", "probability": 0.0212249755859375 }, { "start_logit": 4.3984375, "end_logit": 3.10546875, "text": "la sincronizaci\u00f3n", "probability": 0.02099609375 }, { "start_logit": 2.970703125, "end_logit": 4.5, "text": "retorno vertical", "probability": 0.020263671875 }, { "start_logit": 2.947265625, "end_logit": 4.5, "text": "se utiliza para la sincronizaci\u00f3n y el retorno vertical", "probability": 0.0197906494140625 }, { "start_logit": 4.80859375, "end_logit": 2.3515625, "text": "sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco el", "probability": 0.01488494873046875 } ], "04203425260fcd4cfddf76f0d7370073f8490912": [ { "start_logit": 3.68359375, "end_logit": 3.4375, "text": "525", "probability": 0.361572265625 }, { "start_logit": 2.107421875, "end_logit": 3.4375, "text": "caso 525", "probability": 0.07489013671875 }, { "start_logit": 3.072265625, "end_logit": 2.259765625, "text": "525", "probability": 0.0604248046875 }, { "start_logit": 1.876953125, "end_logit": 3.4375, "text": "25", "probability": 0.05926513671875 }, { "start_logit": 3.072265625, "end_logit": 2.177734375, "text": "525 l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525 l\u00edneas", "probability": 0.0556640625 }, { "start_logit": 3.072265625, "end_logit": 2.05078125, "text": "525 l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525", "probability": 0.04913330078125 }, { "start_logit": 3.072265625, "end_logit": 2.0, "text": "525 l\u00edneas", "probability": 0.0465087890625 }, { "start_logit": 3.68359375, "end_logit": 1.2138671875, "text": "525) para", "probability": 0.0391845703125 }, { "start_logit": 3.68359375, "end_logit": 1.1142578125, "text": "5", "probability": 0.035369873046875 }, { "start_logit": 2.599609375, "end_logit": 2.177734375, "text": "525 l\u00edneas", "probability": 0.034698486328125 }, { "start_logit": 2.599609375, "end_logit": 2.05078125, "text": "525", "probability": 0.0305023193359375 }, { "start_logit": 1.0205078125, "end_logit": 3.4375, "text": "este caso 525", "probability": 0.025177001953125 }, { "start_logit": 0.7890625, "end_logit": 3.4375, "text": "en este caso 525", "probability": 0.0200042724609375 }, { "start_logit": 3.072265625, "end_logit": 1.123046875, "text": "525 l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525 l\u00edneas y 30 cuadros por segundo", "probability": 0.0193939208984375 }, { "start_logit": 1.880859375, "end_logit": 2.177734375, "text": "l\u00edneas", "probability": 0.0169219970703125 }, { "start_logit": 1.876953125, "end_logit": 2.177734375, "text": "l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525 l\u00edneas", "probability": 0.016845703125 }, { "start_logit": 1.876953125, "end_logit": 2.05078125, "text": "l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525", "probability": 0.01483917236328125 }, { "start_logit": 1.876953125, "end_logit": 2.0, "text": "l\u00edneas", "probability": 0.01409912109375 }, { "start_logit": 3.68359375, "end_logit": 0.1337890625, "text": "525) para obtener", "probability": 0.013275146484375 }, { "start_logit": 3.68359375, "end_logit": 0.0740966796875, "text": "525)", "probability": 0.01251220703125 } ], "adc328c0301ed7c78c5ae83964d4cb109a3ad7a8": [ { "start_logit": 7.51953125, "end_logit": 6.609375, "text": "59,94", "probability": 0.4970703125 }, { "start_logit": 7.51953125, "end_logit": 4.9609375, "text": "59,94 campos", "probability": 0.09637451171875 }, { "start_logit": 5.62109375, "end_logit": 6.609375, "text": "aproximadamente 59,94", "probability": 0.0750732421875 }, { "start_logit": 7.51953125, "end_logit": 4.51953125, "text": "59,94 campos por segundo", "probability": 0.061737060546875 }, { "start_logit": 7.51953125, "end_logit": 4.12109375, "text": "59", "probability": 0.04144287109375 }, { "start_logit": 7.51953125, "end_logit": 4.0078125, "text": "59,94 campos por", "probability": 0.03717041015625 }, { "start_logit": 4.90625, "end_logit": 6.609375, "text": "obtiene aproximadamente 59,94", "probability": 0.036590576171875 }, { "start_logit": 4.5234375, "end_logit": 6.609375, "text": "94", "probability": 0.024932861328125 }, { "start_logit": 7.51953125, "end_logit": 3.55078125, "text": "59,94 campos por segundo. Esto", "probability": 0.0234375 }, { "start_logit": 5.62109375, "end_logit": 4.9609375, "text": "aproximadamente 59,94 campos", "probability": 0.01432037353515625 }, { "start_logit": 5.55078125, "end_logit": 4.9609375, "text": "campos", "probability": 0.013458251953125 }, { "start_logit": 7.51953125, "end_logit": 2.900390625, "text": "59,", "probability": 0.0122528076171875 }, { "start_logit": 3.70703125, "end_logit": 6.609375, "text": ",94", "probability": 0.010986328125 }, { "start_logit": 3.69921875, "end_logit": 6.609375, "text": "se obtiene aproximadamente 59,94", "probability": 0.010986328125 }, { "start_logit": 5.62109375, "end_logit": 4.51953125, "text": "aproximadamente 59,94 campos por segundo", "probability": 0.009246826171875 }, { "start_logit": 5.55078125, "end_logit": 4.51953125, "text": "campos por segundo", "probability": 0.00861358642578125 }, { "start_logit": 7.51953125, "end_logit": 2.427734375, "text": "59,94 campos por segundo.", "probability": 0.00760650634765625 }, { "start_logit": 4.90625, "end_logit": 4.9609375, "text": "obtiene aproximadamente 59,94 campos", "probability": 0.0070343017578125 }, { "start_logit": 5.62109375, "end_logit": 4.12109375, "text": "aproximadamente 59", "probability": 0.006206512451171875 }, { "start_logit": 5.62109375, "end_logit": 4.0078125, "text": "aproximadamente 59,94 campos por", "probability": 0.005523681640625 } ], "2ddedf0063f403a5c9782b7ec075a1ea3f2919e1": [ { "start_logit": 3.806640625, "end_logit": 2.56640625, "text": "de aproximadamente 20", "probability": 0.1746826171875 }, { "start_logit": 3.806640625, "end_logit": 2.0546875, "text": "de aproximadamente 20%.", "probability": 0.10430908203125 }, { "start_logit": 3.267578125, "end_logit": 2.56640625, "text": "20", "probability": 0.10186767578125 }, { "start_logit": 3.1484375, "end_logit": 2.56640625, "text": "aproximadamente 20", "probability": 0.0902099609375 }, { "start_logit": 3.806640625, "end_logit": 1.5458984375, "text": "de aproximadamente 20%. La", "probability": 0.062744140625 }, { "start_logit": 3.267578125, "end_logit": 2.0546875, "text": "20%.", "probability": 0.06085205078125 }, { "start_logit": 3.806640625, "end_logit": 1.46875, "text": "de aproximadamente", "probability": 0.058013916015625 }, { "start_logit": 3.1484375, "end_logit": 2.0546875, "text": "aproximadamente 20%.", "probability": 0.054107666015625 }, { "start_logit": 3.806640625, "end_logit": 1.1455078125, "text": "de", "probability": 0.0421142578125 }, { "start_logit": 3.267578125, "end_logit": 1.5458984375, "text": "20%. La", "probability": 0.036590576171875 }, { "start_logit": 3.1484375, "end_logit": 1.5458984375, "text": "aproximadamente 20%. La", "probability": 0.032562255859375 }, { "start_logit": 3.1484375, "end_logit": 1.46875, "text": "aproximadamente", "probability": 0.0301055908203125 }, { "start_logit": 3.806640625, "end_logit": 0.72607421875, "text": "de aproximadamente 20%. La neuropat\u00eda diab\u00e9tica implica un 50-75", "probability": 0.0276336669921875 }, { "start_logit": 1.92578125, "end_logit": 2.56640625, "text": "es de aproximadamente 20", "probability": 0.026580810546875 }, { "start_logit": 3.806640625, "end_logit": 0.3935546875, "text": "de aproximadamente 20%. La neuropat\u00eda diab\u00e9tica implica un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.0198211669921875 }, { "start_logit": 3.806640625, "end_logit": 0.2998046875, "text": "de aproximadamente 20%. La neuropat\u00eda diab\u00e9tica implica un 50-75%", "probability": 0.0180511474609375 }, { "start_logit": 3.267578125, "end_logit": 0.72607421875, "text": "20%. La neuropat\u00eda diab\u00e9tica implica un 50-75", "probability": 0.016143798828125 }, { "start_logit": 1.92578125, "end_logit": 2.0546875, "text": "es de aproximadamente 20%.", "probability": 0.01593017578125 }, { "start_logit": 3.1484375, "end_logit": 0.72607421875, "text": "aproximadamente 20%. La neuropat\u00eda diab\u00e9tica implica un 50-75", "probability": 0.01433563232421875 }, { "start_logit": 3.806640625, "end_logit": -0.01326751708984375, "text": "de aproximadamente 20%. La neuropat\u00eda diab\u00e9tica implica un 50", "probability": 0.01320648193359375 } ], "c4088f20982b7f50f6328ebca7baae00a507f426": [ { "start_logit": 5.3671875, "end_logit": 4.7890625, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.38916015625 }, { "start_logit": 5.3671875, "end_logit": 3.396484375, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.09686279296875 }, { "start_logit": 5.3671875, "end_logit": 3.111328125, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades", "probability": 0.072509765625 }, { "start_logit": 5.3671875, "end_logit": 3.0859375, "text": "amputaci\u00f3n no-traum\u00e1tica", "probability": 0.07086181640625 }, { "start_logit": 3.44140625, "end_logit": 4.7890625, "text": "un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.05694580078125 }, { "start_logit": 5.3671875, "end_logit": 2.80078125, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El", "probability": 0.053466796875 }, { "start_logit": 2.9140625, "end_logit": 4.7890625, "text": "de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.033447265625 }, { "start_logit": 5.3671875, "end_logit": 2.291015625, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor", "probability": 0.031951904296875 }, { "start_logit": 2.634765625, "end_logit": 4.7890625, "text": "taci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.0252685546875 }, { "start_logit": 2.6171875, "end_logit": 4.7890625, "text": "50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.0248565673828125 }, { "start_logit": 5.3671875, "end_logit": 1.9697265625, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores.", "probability": 0.023193359375 }, { "start_logit": 5.3671875, "end_logit": 1.9365234375, "text": "amputaci\u00f3n", "probability": 0.0224609375 }, { "start_logit": 3.869140625, "end_logit": 3.396484375, "text": "hiperglucemia", "probability": 0.0216064453125 }, { "start_logit": 2.40234375, "end_logit": 4.7890625, "text": "implica un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.0200653076171875 }, { "start_logit": 5.3671875, "end_logit": 1.2734375, "text": "amputaci\u00f3n no-traum", "probability": 0.011566162109375 }, { "start_logit": 3.44140625, "end_logit": 3.111328125, "text": "un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades", "probability": 0.01061248779296875 }, { "start_logit": 3.44140625, "end_logit": 3.0859375, "text": "un 50-75% de amputaci\u00f3n no-traum\u00e1tica", "probability": 0.0103302001953125 }, { "start_logit": 5.3671875, "end_logit": 1.037109375, "text": "amputaci\u00f3n no-traum\u00e1tica de", "probability": 0.00914764404296875 }, { "start_logit": 2.9140625, "end_logit": 3.396484375, "text": "de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.008331298828125 }, { "start_logit": 3.44140625, "end_logit": 2.80078125, "text": "un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El", "probability": 0.0077667236328125 } ], "409a74080395dbce8e072ebae61fb5acae62a74e": [ { "start_logit": 5.91015625, "end_logit": 5.36328125, "text": "flujo sangu\u00edneo", "probability": 0.2578125 }, { "start_logit": 5.69921875, "end_logit": 5.4453125, "text": "Vasos sangu\u00edneos", "probability": 0.225830078125 }, { "start_logit": 5.69921875, "end_logit": 5.36328125, "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo", "probability": 0.208984375 }, { "start_logit": 4.71875, "end_logit": 5.36328125, "text": "adecuado flujo sangu\u00edneo", "probability": 0.0780029296875 }, { "start_logit": 4.12890625, "end_logit": 5.4453125, "text": "Los Vasos sangu\u00edneos", "probability": 0.04736328125 }, { "start_logit": 4.12890625, "end_logit": 5.36328125, "text": "Los Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo", "probability": 0.04345703125 }, { "start_logit": 4.046875, "end_logit": 5.36328125, "text": "del adecuado flujo sangu\u00edneo", "probability": 0.03985595703125 }, { "start_logit": 5.91015625, "end_logit": 2.578125, "text": "flujo", "probability": 0.0158538818359375 }, { "start_logit": 3.017578125, "end_logit": 5.36328125, "text": "dependen del adecuado flujo sangu\u00edneo", "probability": 0.0143280029296875 }, { "start_logit": 5.69921875, "end_logit": 2.578125, "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo", "probability": 0.012939453125 }, { "start_logit": 2.349609375, "end_logit": 5.36328125, "text": "sangu\u00edneo", "probability": 0.00731658935546875 }, { "start_logit": 5.69921875, "end_logit": 1.875, "text": "Vasos sangu\u00edneos dependen", "probability": 0.006381988525390625 }, { "start_logit": 5.69921875, "end_logit": 1.8623046875, "text": "Vasos", "probability": 0.00630950927734375 }, { "start_logit": 2.115234375, "end_logit": 5.4453125, "text": "sangu\u00edneos", "probability": 0.00630950927734375 }, { "start_logit": 2.115234375, "end_logit": 5.36328125, "text": "sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo", "probability": 0.00579071044921875 }, { "start_logit": 5.69921875, "end_logit": 1.734375, "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado", "probability": 0.00554656982421875 }, { "start_logit": 5.91015625, "end_logit": 1.3916015625, "text": "flujo sangu\u00edneo.", "probability": 0.004856109619140625 }, { "start_logit": 4.71875, "end_logit": 2.578125, "text": "adecuado flujo", "probability": 0.0048370361328125 }, { "start_logit": 1.6630859375, "end_logit": 5.4453125, "text": "enfermedades vasculares y de los nervios est\u00e1n estrechamente relacionadas. Los Vasos sangu\u00edneos", "probability": 0.004009246826171875 }, { "start_logit": 5.69921875, "end_logit": 1.3916015625, "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo.", "probability": 0.003932952880859375 } ], "0e53e34a2124106f622845cf5383561fe6bb3833": [ { "start_logit": 5.26953125, "end_logit": 4.38671875, "text": "mejoras substanciales", "probability": 0.3623046875 }, { "start_logit": 5.26953125, "end_logit": 2.982421875, "text": "mejoras substanciales en el flujo sangu\u00edneo neuronal, con las mejoras correspondientes en la velocidad de conducci\u00f3n nerviosa", "probability": 0.08880615234375 }, { "start_logit": 5.26953125, "end_logit": 2.927734375, "text": "mejoras substanciales en el flujo sangu\u00edneo neuronal", "probability": 0.0841064453125 }, { "start_logit": 5.26953125, "end_logit": 2.791015625, "text": "mejoras", "probability": 0.0736083984375 }, { "start_logit": 5.26953125, "end_logit": 2.380859375, "text": "mejoras substanciales en", "probability": 0.04864501953125 }, { "start_logit": 3.158203125, "end_logit": 4.38671875, "text": "llevar a mejoras substanciales", "probability": 0.043975830078125 }, { "start_logit": 5.26953125, "end_logit": 2.06640625, "text": "mejoras substanciales en el flujo", "probability": 0.035614013671875 }, { "start_logit": 5.26953125, "end_logit": 1.9931640625, "text": "mejoras substanciales en el", "probability": 0.033050537109375 }, { "start_logit": 5.26953125, "end_logit": 1.990234375, "text": "mejoras substan", "probability": 0.032928466796875 }, { "start_logit": 5.26953125, "end_logit": 1.8486328125, "text": "mejoras substanciales en el flujo sangu\u00edneo neuronal, con las mejoras correspondientes en la velocidad de conducci\u00f3n nerviosa. As\u00ed", "probability": 0.028594970703125 }, { "start_logit": 5.26953125, "end_logit": 1.712890625, "text": "mejoras substanciales en el flujo sangu\u00edneo neuronal, con", "probability": 0.025054931640625 }, { "start_logit": 2.453125, "end_logit": 4.38671875, "text": "pueden llevar a mejoras substanciales", "probability": 0.02166748046875 }, { "start_logit": 5.26953125, "end_logit": 1.5126953125, "text": "mejoras subs", "probability": 0.02044677734375 }, { "start_logit": 5.26953125, "end_logit": 1.447265625, "text": "mejoras substanciales en el flujo sangu\u00edneo neur", "probability": 0.0192108154296875 }, { "start_logit": 5.26953125, "end_logit": 1.4423828125, "text": "mejoras substanciales en el flujo sangu\u00edneo", "probability": 0.0190582275390625 }, { "start_logit": 2.19140625, "end_logit": 4.38671875, "text": "a mejoras substanciales", "probability": 0.016693115234375 }, { "start_logit": 5.26953125, "end_logit": 1.205078125, "text": "mejoras substanciales en el flujo sangu\u00edneo neuronal, con las mejoras correspondientes en la velocidad de conducci\u00f3n", "probability": 0.01507568359375 }, { "start_logit": 3.158203125, "end_logit": 2.982421875, "text": "llevar a mejoras substanciales en el flujo sangu\u00edneo neuronal, con las mejoras correspondientes en la velocidad de conducci\u00f3n nerviosa", "probability": 0.010772705078125 }, { "start_logit": 5.26953125, "end_logit": 0.8330078125, "text": "mejoras substanciales en el flujo sangu\u00edneo neuronal, con las mejoras correspondientes en la velocidad de conducci\u00f3n nerviosa.", "probability": 0.0103607177734375 }, { "start_logit": 3.158203125, "end_logit": 2.927734375, "text": "llevar a mejoras substanciales en el flujo sangu\u00edneo neuronal", "probability": 0.01020050048828125 } ], "e2576788970081f355a63c598c86fe4ab16a3584": [ { "start_logit": 2.9609375, "end_logit": 2.8828125, "text": "La isquemia neuronal", "probability": 0.34033203125 }, { "start_logit": 2.591796875, "end_logit": 2.8828125, "text": "isquemia neuronal", "probability": 0.23583984375 }, { "start_logit": 2.9609375, "end_logit": 0.96240234375, "text": "La isquemia neuronal es", "probability": 0.049896240234375 }, { "start_logit": 2.9609375, "end_logit": 0.70947265625, "text": "La isquemia neur", "probability": 0.038726806640625 }, { "start_logit": 0.7138671875, "end_logit": 2.8828125, "text": "disminuci\u00f3n de la tensi\u00f3n de ox\u00edgeno y a hipoxia. La isquemia neuronal", "probability": 0.036041259765625 }, { "start_logit": 2.591796875, "end_logit": 0.96240234375, "text": "isquemia neuronal es", "probability": 0.034515380859375 }, { "start_logit": 2.591796875, "end_logit": 0.70947265625, "text": "isquemia neur", "probability": 0.026763916015625 }, { "start_logit": 0.41357421875, "end_logit": 2.8828125, "text": "mia neuronal", "probability": 0.0266571044921875 }, { "start_logit": 0.38916015625, "end_logit": 2.8828125, "text": "neuronal", "probability": 0.0259857177734375 }, { "start_logit": 1.3798828125, "end_logit": 1.7138671875, "text": "cambios estructurales, funcionales, y cl\u00ednicos", "probability": 0.021759033203125 }, { "start_logit": 2.9609375, "end_logit": 0.0234375, "text": "La isquemia neuronal es una caracter\u00edstica bien establecida", "probability": 0.0195159912109375 }, { "start_logit": 1.26171875, "end_logit": 1.7138671875, "text": "severidad de los cambios estructurales, funcionales, y cl\u00ednicos", "probability": 0.01934814453125 }, { "start_logit": 1.220703125, "end_logit": 1.7138671875, "text": "puede ser suficiente para apoyar la severidad de los cambios estructurales, funcionales, y cl\u00ednicos", "probability": 0.0185394287109375 }, { "start_logit": 0.04998779296875, "end_logit": 2.8828125, "text": "quemia neuronal", "probability": 0.0185394287109375 }, { "start_logit": 1.5849609375, "end_logit": 1.30859375, "text": "la disfunci\u00f3n microvascular ocurre tempranamente en la diabetes, paralelamente a la progresi\u00f3n de la disfunci\u00f3n neuronal", "probability": 0.017822265625 }, { "start_logit": 2.9609375, "end_logit": -0.1688232421875, "text": "La", "probability": 0.01611328125 }, { "start_logit": 2.9609375, "end_logit": -0.2509765625, "text": "La isquemia", "probability": 0.0148468017578125 }, { "start_logit": 2.591796875, "end_logit": 0.0234375, "text": "isquemia neuronal es una caracter\u00edstica bien establecida", "probability": 0.01348114013671875 }, { "start_logit": 0.8515625, "end_logit": 1.7138671875, "text": "paralelamente a la progresi\u00f3n de la disfunci\u00f3n neuronal, y puede ser suficiente para apoyar la severidad de los cambios estructurales, funcionales, y cl\u00ednicos", "probability": 0.01284027099609375 }, { "start_logit": 0.8154296875, "end_logit": 1.7138671875, "text": "apoyar la severidad de los cambios estructurales, funcionales, y cl\u00ednicos", "probability": 0.0123748779296875 } ], "9a93a2cb0583b5b5067f74fe18a80a728ac1cd3d": [ { "start_logit": 6.53515625, "end_logit": 6.59375, "text": "el avance de las anormalidades vasculares", "probability": 0.29296875 }, { "start_logit": 5.73046875, "end_logit": 6.59375, "text": "avance de las anormalidades vasculares", "probability": 0.132080078125 }, { "start_logit": 5.66796875, "end_logit": 6.59375, "text": "anormalidades vasculares", "probability": 0.12408447265625 }, { "start_logit": 5.48046875, "end_logit": 6.59375, "text": "con el avance de las anormalidades 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6.53515625, "end_logit": 3.30078125, "text": "el avance de las anormalidades", "probability": 0.01093292236328125 }, { "start_logit": 2.91796875, "end_logit": 6.59375, "text": "alidades vasculares", "probability": 0.0079345703125 }, { "start_logit": 4.63671875, "end_logit": 4.85546875, "text": "las anormalidades vasculares, por", "probability": 0.00775146484375 } ], "ba97f5d6447651e283ffb429b67b05d061021a0f": [ { "start_logit": 5.07421875, "end_logit": 5.421875, "text": "gradual durante a\u00f1os", "probability": 0.23974609375 }, { "start_logit": 4.5234375, "end_logit": 5.421875, "text": "forma gradual durante a\u00f1os", "probability": 0.1376953125 }, { "start_logit": 4.40625, "end_logit": 5.421875, "text": "durante a\u00f1os", "probability": 0.1224365234375 }, { "start_logit": 4.203125, "end_logit": 5.421875, "text": "de forma gradual durante a\u00f1os", "probability": 0.09991455078125 }, { "start_logit": 4.046875, "end_logit": 5.421875, "text": "a\u00f1os", "probability": 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Los", "probability": 0.00829315185546875 }, { "start_logit": 3.9765625, "end_logit": 3.16015625, "text": "generalmente de forma gradual durante", "probability": 0.00829315185546875 } ], "e4691d31da539c2ca7ac23c2a5b99c05f1806c9a": [ { "start_logit": 4.546875, "end_logit": 4.12109375, "text": "nervios afectados", "probability": 0.329345703125 }, { "start_logit": 3.662109375, "end_logit": 4.12109375, "text": "los nervios afectados", "probability": 0.1351318359375 }, { "start_logit": 4.546875, "end_logit": 2.744140625, "text": "nervios", "probability": 0.0826416015625 }, { "start_logit": 3.1328125, "end_logit": 4.12109375, "text": "dependiendo de los nervios afectados", "probability": 0.07977294921875 }, { "start_logit": 3.041015625, "end_logit": 4.12109375, "text": "neuropat\u00eda sensitivomotora y auton\u00f3mica o cualquier otra combinaci\u00f3n. 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Los", "probability": 0.011627197265625 } ], "596faa276b12561e9add50144057cfeaa7b34728": [ { "start_logit": 4.95703125, "end_logit": 4.70703125, "text": "retarda en proporci\u00f3n con la longitud del mismo", "probability": 0.20263671875 }, { "start_logit": 4.48828125, "end_logit": 4.70703125, "text": "se retarda en proporci\u00f3n con la longitud del mismo", "probability": 0.1268310546875 }, { "start_logit": 4.95703125, "end_logit": 3.76171875, "text": "retarda en proporci\u00f3n con la longitud", "probability": 0.07879638671875 }, { "start_logit": 4.95703125, "end_logit": 3.505859375, "text": "retarda en proporci\u00f3n con la longitud del mismo. 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Los", "probability": 0.0115509033203125 }, { "start_logit": 3.53125, "end_logit": 2.580078125, "text": "agujeros llamado", "probability": 0.007061004638671875 }, { "start_logit": 5.6796875, "end_logit": 0.424560546875, "text": "cuatro agujeros llamado trioh\u00e5lning. Los centros de los agujeros est\u00e1n en las coordenadas 21 mm, 70 mm y separados por 21 mm", "probability": 0.007038116455078125 }, { "start_logit": 5.6796875, "end_logit": 0.398681640625, "text": "cuatro agujeros llamado trioh\u00e5lning. Los centros de los agujeros est\u00e1n en las coordenadas 21 mm, 70 mm", "probability": 0.00684356689453125 }, { "start_logit": 3.412109375, "end_logit": 2.580078125, "text": "est\u00e1ndar de cuatro agujeros llamado", "probability": 0.00627899169921875 }, { "start_logit": 3.35546875, "end_logit": 2.580078125, "text": "un est\u00e1ndar de cuatro agujeros llamado", "probability": 0.005947113037109375 } ], "05be0f1c4fa11fc2c2a968bd77ac03db11a8cf25": [ { "start_logit": 4.5703125, "end_logit": 3.232421875, "text": "21 mm, 70 mm", "probability": 0.346923828125 }, { "start_logit": 4.5703125, "end_logit": 2.7109375, "text": "21 mm, 70 mm y separados por 21 mm", "probability": 0.2054443359375 }, { "start_logit": 4.5703125, "end_logit": 1.759765625, "text": "21 mm", "probability": 0.0792236328125 }, { "start_logit": 4.5703125, "end_logit": 1.3486328125, "text": "21 mm, 70", "probability": 0.052581787109375 }, { "start_logit": 4.5703125, "end_logit": 1.24609375, "text": "21 mm, 70 mm y separados", "probability": 0.047515869140625 }, { "start_logit": 2.5546875, "end_logit": 3.232421875, "text": "coordenadas 21 mm, 70 mm", "probability": 0.04620361328125 }, { "start_logit": 4.5703125, "end_logit": 0.98779296875, "text": "21 mm, 70 mm y", "probability": 0.036712646484375 }, { "start_logit": 2.5546875, "end_logit": 2.7109375, "text": "coordenadas 21 mm, 70 mm y separados por 21 mm", "probability": 0.027374267578125 }, { "start_logit": 1.96484375, "end_logit": 3.232421875, "text": "70 mm", "probability": 0.0255279541015625 }, { "start_logit": 4.5703125, "end_logit": 0.2122802734375, "text": "21 mm, 70 mm y separados por 21", "probability": 0.016876220703125 }, { "start_logit": 2.01953125, "end_logit": 2.7109375, "text": "21 mm", "probability": 0.0160369873046875 }, { "start_logit": 1.4814453125, "end_logit": 3.232421875, "text": "las coordenadas 21 mm, 70 mm", "probability": 0.015777587890625 }, { "start_logit": 1.96484375, "end_logit": 2.7109375, "text": "70 mm y separados por 21 mm", "probability": 0.0151824951171875 }, { "start_logit": 4.5703125, "end_logit": -0.218994140625, "text": "21 mm, 70 mm y separados por 21 mm.", "probability": 0.01097869873046875 }, { "start_logit": 2.5546875, "end_logit": 1.759765625, "text": "coordenadas 21 mm", "probability": 0.01055908203125 }, { "start_logit": 4.5703125, "end_logit": -0.27783203125, "text": "21 mm,", "probability": 0.01035308837890625 }, { "start_logit": 1.513671875, "end_logit": 2.7109375, "text": "separados por 21 mm", "probability": 0.0096893310546875 }, { "start_logit": 4.5703125, "end_logit": -0.374755859375, "text": "21 mm, 70 mm y separados por", "probability": 0.00939178466796875 }, { "start_logit": 1.4814453125, "end_logit": 2.7109375, "text": "las coordenadas 21 mm, 70 mm y separados por 21 mm", "probability": 0.0093536376953125 }, { "start_logit": 4.5703125, "end_logit": -0.5234375, "text": "21", "probability": 0.00809478759765625 } ], "f886466046a3c718efb0bfe9d25af4a3077fc10c": [ { "start_logit": 4.97265625, "end_logit": 5.03125, "text": "5,000 d\u00f3lares", "probability": 0.63134765625 }, { "start_logit": 3.248046875, "end_logit": 5.03125, "text": "con 5,000 d\u00f3lares", "probability": 0.11322021484375 }, { "start_logit": 2.408203125, "end_logit": 5.03125, "text": "000 d\u00f3lares", "probability": 0.048675537109375 }, { "start_logit": 4.97265625, "end_logit": 2.380859375, "text": "5,000", "probability": 0.044647216796875 }, { "start_logit": 2.19921875, "end_logit": 5.03125, "text": "d\u00f3lares", "probability": 0.039581298828125 }, { "start_logit": 4.97265625, "end_logit": 1.7255859375, "text": "5,000 d\u00f3lares.", "probability": 0.0232696533203125 }, { "start_logit": 1.359375, "end_logit": 5.03125, "text": "multado con 5,000 d\u00f3lares", "probability": 0.01708984375 }, { "start_logit": 1.345703125, "end_logit": 5.03125, "text": "tado con 5,000 d\u00f3lares", "probability": 0.016815185546875 }, { "start_logit": 1.1982421875, "end_logit": 5.03125, "text": ",000 d\u00f3lares", "probability": 0.014556884765625 }, { "start_logit": 1.01171875, "end_logit": 5.03125, "text": "10 a\u00f1os de prisi\u00f3n y multado con 5,000 d\u00f3lares", "probability": 0.0120697021484375 }, { "start_logit": 4.97265625, "end_logit": 0.8759765625, "text": "5", "probability": 0.0099334716796875 }, { "start_logit": 3.248046875, "end_logit": 2.380859375, "text": "con 5,000", "probability": 0.00797271728515625 }, { "start_logit": 4.97265625, "end_logit": 0.054534912109375, "text": "5,", "probability": 0.00437164306640625 }, { "start_logit": 3.248046875, "end_logit": 1.7255859375, "text": "con 5,000 d\u00f3lares.", "probability": 0.004138946533203125 }, { "start_logit": 2.408203125, "end_logit": 2.380859375, "text": "000", "probability": 0.003444671630859375 }, { "start_logit": -0.66064453125, "end_logit": 5.03125, "text": "prisi\u00f3n y multado con 5,000 d\u00f3lares", "probability": 0.0022678375244140625 }, { "start_logit": 2.408203125, "end_logit": 1.7255859375, "text": "000 d\u00f3lares.", "probability": 0.0017871856689453125 }, { "start_logit": 3.248046875, "end_logit": 0.8759765625, "text": "con 5", "probability": 0.001773834228515625 }, { "start_logit": -1.001953125, "end_logit": 5.03125, "text": "condenado a 10 a\u00f1os de prisi\u00f3n y multado con 5,000 d\u00f3lares", "probability": 0.0016145706176757812 }, { "start_logit": 2.19921875, "end_logit": 1.7255859375, "text": "d\u00f3lares.", "probability": 0.001453399658203125 } ], "08ae2dcfe6fff36b6f0614591249b0bd6a742503": [ { "start_logit": 7.26171875, "end_logit": 6.8515625, "text": "1951 y 1958", "probability": 0.75341796875 }, { "start_logit": 4.74609375, "end_logit": 6.8515625, "text": "en 1951 y 1958", "probability": 0.060882568359375 }, { "start_logit": 4.62109375, "end_logit": 6.8515625, "text": "1958", "probability": 0.0537109375 }, { "start_logit": 7.26171875, "end_logit": 3.830078125, "text": "1951 y 1958, la", "probability": 0.03692626953125 }, { "start_logit": 7.26171875, "end_logit": 3.6484375, "text": "1951", "probability": 0.0306243896484375 }, { "start_logit": 3.1328125, "end_logit": 6.8515625, "text": "y 1958", "probability": 0.012176513671875 }, { "start_logit": 7.26171875, "end_logit": 2.65234375, "text": "1951 y 1958,", "probability": 0.0113525390625 }, { "start_logit": 7.26171875, "end_logit": 2.38671875, "text": "1951 y 1958, la primera", "probability": 0.00870513916015625 }, { "start_logit": 7.26171875, "end_logit": 2.115234375, "text": "1951 y", "probability": 0.006622314453125 }, { "start_logit": 2.38671875, "end_logit": 6.8515625, "text": ", en 1951 y 1958", "probability": 0.0057525634765625 }, { "start_logit": 2.263671875, "end_logit": 6.8515625, "text": "aciones, en 1951 y 1958", "probability": 0.005115509033203125 }, { "start_logit": 4.74609375, "end_logit": 3.830078125, "text": "en 1951 y 1958, la", "probability": 0.00298309326171875 }, { "start_logit": 4.62109375, "end_logit": 3.830078125, "text": "1958, la", "probability": 0.0026340484619140625 }, { "start_logit": 4.74609375, "end_logit": 3.6484375, "text": "en 1951", "probability": 0.002475738525390625 }, { "start_logit": 7.26171875, "end_logit": 0.83154296875, "text": "1951 y 1958, la primera a 100:1 y la segunda a 1000:1", "probability": 0.0018377304077148438 }, { "start_logit": 0.6318359375, "end_logit": 6.8515625, "text": "dos revaluaciones, en 1951 y 1958", "probability": 0.00099945068359375 }, { "start_logit": 4.74609375, "end_logit": 2.65234375, "text": "en 1951 y 1958,", "probability": 0.0009174346923828125 }, { "start_logit": 0.475341796875, "end_logit": 6.8515625, "text": "revaluaciones, en 1951 y 1958", "probability": 0.0008549690246582031 }, { "start_logit": 4.62109375, "end_logit": 2.65234375, "text": "1958,", "probability": 0.0008096694946289062 }, { "start_logit": 0.369140625, "end_logit": 6.8515625, "text": "aluaciones, en 1951 y 1958", "probability": 0.000766754150390625 } ], "92d9f0ad696d1f2da1beb1d3bd3105190eea5252": [ { "start_logit": 4.37890625, "end_logit": 3.46875, "text": "la moneda de Vietnam del Sur", "probability": 0.1719970703125 }, { "start_logit": 4.37890625, "end_logit": 3.150390625, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng", "probability": 0.1253662109375 }, { "start_logit": 3.775390625, "end_logit": 3.46875, "text": "moneda de Vietnam del Sur", "probability": 0.09393310546875 }, { "start_logit": 4.37890625, "end_logit": 2.564453125, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.06976318359375 }, { "start_logit": 3.775390625, "end_logit": 3.150390625, "text": "moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng", "probability": 0.06842041015625 }, { "start_logit": 4.0, "end_logit": 2.564453125, "text": "500:1", "probability": 0.047576904296875 }, { "start_logit": 3.41015625, "end_logit": 3.150390625, "text": "nuevo \u0111\u1ed3ng", "probability": 0.047576904296875 }, { "start_logit": 3.341796875, "end_logit": 3.150390625, "text": "un nuevo \u0111\u1ed3ng", "probability": 0.044342041015625 }, { "start_logit": 3.775390625, "end_logit": 2.564453125, "text": "moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.0380859375 }, { "start_logit": 4.37890625, "end_logit": 1.8603515625, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500", "probability": 0.034423828125 }, { "start_logit": 4.37890625, "end_logit": 1.8466796875, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:", "probability": 0.03399658203125 }, { "start_logit": 4.37890625, "end_logit": 1.783203125, "text": "la moneda", "probability": 0.031951904296875 }, { "start_logit": 4.37890625, "end_logit": 1.677734375, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con", "probability": 0.0286407470703125 }, { "start_logit": 3.41015625, "end_logit": 2.564453125, "text": "nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.0264892578125 }, { "start_logit": 2.787109375, "end_logit": 3.150390625, "text": "\u0111\u1ed3ng", "probability": 0.025482177734375 }, { "start_logit": 3.341796875, "end_logit": 2.564453125, "text": "un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.0247039794921875 }, { "start_logit": 4.0, "end_logit": 1.8603515625, "text": "500", "probability": 0.0235595703125 }, { "start_logit": 4.0, "end_logit": 1.8466796875, "text": "500:", "probability": 0.023284912109375 }, { "start_logit": 4.37890625, "end_logit": 1.3759765625, "text": "la moneda de Vietnam del Sur se sustituy\u00f3", "probability": 0.0211944580078125 }, { "start_logit": 3.775390625, "end_logit": 1.8603515625, "text": "moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500", "probability": 0.01885986328125 } ], "74cb25955b06ba0075996202af60e003e4b816f5": [ { "start_logit": 3.5078125, "end_logit": 2.865234375, "text": "1953", "probability": 0.60107421875 }, { "start_logit": 3.5078125, "end_logit": 1.482421875, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975", "probability": 0.15087890625 }, { "start_logit": 1.505859375, "end_logit": 2.865234375, "text": "En 1953", "probability": 0.08099365234375 }, { "start_logit": 3.5078125, "end_logit": 0.0165557861328125, "text": "1953 se", "probability": 0.034698486328125 }, { "start_logit": 1.9443359375, "end_logit": 1.482421875, "text": "22 de septiembre de 1975", "probability": 0.031463623046875 }, { "start_logit": 1.505859375, "end_logit": 1.482421875, "text": "En 1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975", "probability": 0.02032470703125 }, { "start_logit": 3.5078125, "end_logit": -0.82763671875, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975 tras", "probability": 0.01493072509765625 }, { "start_logit": 0.80029296875, "end_logit": 1.482421875, "text": "El 22 de septiembre de 1975", "probability": 0.0100250244140625 }, { "start_logit": 3.5078125, "end_logit": -1.515625, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre", "probability": 0.007503509521484375 }, { "start_logit": 3.5078125, "end_logit": -1.6669921875, "text": "1953 se emitieron billetes", "probability": 0.00644683837890625 }, { "start_logit": 3.5078125, "end_logit": -1.814453125, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de", "probability": 0.005580902099609375 }, { "start_logit": 3.5078125, "end_logit": -1.8203125, "text": "1953 se emi", "probability": 0.005535125732421875 }, { "start_logit": 3.5078125, "end_logit": -1.90625, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng", "probability": 0.0050811767578125 }, { "start_logit": 1.505859375, "end_logit": 0.0165557861328125, "text": "En 1953 se", "probability": 0.004695892333984375 }, { "start_logit": 3.5078125, "end_logit": -1.9970703125, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El", "probability": 0.004642486572265625 }, { "start_logit": 3.5078125, "end_logit": -2.01171875, "text": "1953 se emitieron billetes denominados", "probability": 0.00457000732421875 }, { "start_logit": 1.9443359375, "end_logit": -0.82763671875, "text": "22 de septiembre de 1975 tras", "probability": 0.0031299591064453125 }, { "start_logit": 3.5078125, "end_logit": -2.427734375, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975 tras la ca\u00edda", "probability": 0.003009796142578125 }, { "start_logit": -0.427490234375, "end_logit": 1.482421875, "text": "se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975", "probability": 0.0029392242431640625 }, { "start_logit": 1.9443359375, "end_logit": -0.912109375, "text": "22 de septiembre de 1975 tras la ca\u00edda de Saig\u00f3n", "probability": 0.002872467041015625 } ], "b8bf93b04462c540cb397ea26c0c5a09a4ce0bb1": [ { "start_logit": 6.92578125, "end_logit": 5.59375, "text": "10 dong antiguos", "probability": 0.51318359375 }, { "start_logit": 6.92578125, "end_logit": 4.05078125, "text": "10", "probability": 0.110107421875 }, { "start_logit": 6.92578125, "end_logit": 3.763671875, "text": "10 dong", "probability": 0.08245849609375 }, { "start_logit": 6.92578125, "end_logit": 3.388671875, "text": "10 dong antiguos. Con", "probability": 0.056671142578125 }, { "start_logit": 6.92578125, "end_logit": 3.294921875, "text": "10 don", "probability": 0.051605224609375 }, { "start_logit": 4.265625, "end_logit": 5.59375, "text": "valiendo 10 dong antiguos", "probability": 0.0360107421875 }, { "start_logit": 6.92578125, "end_logit": 2.58203125, "text": "10 dong antiguos.", "probability": 0.0253448486328125 }, { "start_logit": 3.86328125, "end_logit": 5.59375, "text": "dong antiguos", "probability": 0.0240020751953125 }, { "start_logit": 3.861328125, "end_logit": 5.59375, "text": "iendo 10 dong antiguos", "probability": 0.0240020751953125 }, { "start_logit": 3.537109375, "end_logit": 5.59375, "text": "antiguos", "probability": 0.017425537109375 }, { "start_logit": 6.92578125, "end_logit": 1.6015625, "text": "10 dong antiguos. Con esta", "probability": 0.00954437255859375 }, { "start_logit": 2.841796875, "end_logit": 5.59375, "text": "g antiguos", "probability": 0.00868988037109375 }, { "start_logit": 4.265625, "end_logit": 4.05078125, "text": "valiendo 10", "probability": 0.00766754150390625 }, { "start_logit": 6.92578125, "end_logit": 1.298828125, "text": "10 dong antiguos. Con esta revaluaci\u00f3n empez\u00f3 un ciclo de inflaci\u00f3n cr\u00f3nica", "probability": 0.007038116455078125 }, { "start_logit": 4.265625, "end_logit": 3.763671875, "text": "valiendo 10 dong", "probability": 0.00579071044921875 }, { "start_logit": 3.861328125, "end_logit": 4.05078125, "text": "iendo 10", "probability": 0.005146026611328125 }, { "start_logit": 2.072265625, "end_logit": 5.59375, "text": "El 14 de septiembre de 1985 el dong se revalu\u00f3, valiendo 10 dong antiguos", "probability": 0.004009246826171875 }, { "start_logit": 4.265625, "end_logit": 3.388671875, "text": "valiendo 10 dong antiguos. Con", "probability": 0.003978729248046875 }, { "start_logit": 3.86328125, "end_logit": 3.763671875, "text": "dong", "probability": 0.0038547515869140625 }, { "start_logit": 3.861328125, "end_logit": 3.763671875, "text": "iendo 10 dong", "probability": 0.0038547515869140625 } ], "c7d78142da87546dc101149ee735157857d46363": [ { "start_logit": 3.46484375, "end_logit": 3.33984375, "text": "inflaci\u00f3n", "probability": 0.331787109375 }, { "start_logit": 3.140625, "end_logit": 3.33984375, "text": "la inflaci\u00f3n", "probability": 0.239990234375 }, { "start_logit": 2.5390625, "end_logit": 3.33984375, "text": "Debido a la inflaci\u00f3n", "probability": 0.1314697265625 }, { "start_logit": 3.46484375, "end_logit": 1.5810546875, "text": "inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os", "probability": 0.05718994140625 }, { "start_logit": 3.140625, "end_logit": 1.5810546875, "text": "la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os", "probability": 0.0413818359375 }, { "start_logit": 2.5390625, "end_logit": 1.5810546875, "text": "Debido a la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os", "probability": 0.0226593017578125 }, { "start_logit": 0.76953125, "end_logit": 3.33984375, "text": "a la inflaci\u00f3n", "probability": 0.02239990234375 }, { "start_logit": 3.46484375, "end_logit": 0.62109375, "text": "inflaci\u00f3n, las", "probability": 0.0218963623046875 }, { "start_logit": 2.228515625, "end_logit": 1.5810546875, "text": "las monedas no circularon durante muchos a\u00f1os", "probability": 0.0165863037109375 }, { "start_logit": 3.140625, "end_logit": 0.62109375, "text": "la inflaci\u00f3n, las", "probability": 0.0158233642578125 }, { "start_logit": 3.46484375, "end_logit": 0.12103271484375, "text": "inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os. Desde", "probability": 0.013275146484375 }, { "start_logit": 3.46484375, "end_logit": 0.11090087890625, "text": "inflaci\u00f3n, las monedas", "probability": 0.01314544677734375 }, { "start_logit": 3.46484375, "end_logit": 0.020721435546875, "text": "inflaci\u00f3n, las monedas no circular", "probability": 0.01201629638671875 }, { "start_logit": -0.0704345703125, "end_logit": 3.33984375, "text": "aluminio en denominaciones de 1, 2 y 5 hao y 1 dong. Debido a la inflaci\u00f3n", "probability": 0.009674072265625 }, { "start_logit": 3.140625, "end_logit": 0.12103271484375, "text": "la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os. Desde", "probability": 0.0095977783203125 }, { "start_logit": 3.140625, "end_logit": 0.11090087890625, "text": "la inflaci\u00f3n, las monedas", "probability": 0.0095062255859375 }, { "start_logit": 3.140625, "end_logit": 0.020721435546875, "text": "la inflaci\u00f3n, las monedas no circular", "probability": 0.00868988037109375 }, { "start_logit": 2.5390625, "end_logit": 0.62109375, "text": "Debido a la inflaci\u00f3n, las", "probability": 0.00867462158203125 }, { "start_logit": 3.46484375, "end_logit": -0.42529296875, "text": "inflaci\u00f3n,", "probability": 0.007678985595703125 }, { "start_logit": 3.46484375, "end_logit": -0.5498046875, "text": "inflaci\u00f3n, las monedas no circularon durante muchos", "probability": 0.006778717041015625 } ], "8a8d705f1e7fc52a4c90ee3b7d2ab9ca27cee233": [ { "start_logit": 3.578125, "end_logit": 3.58203125, "text": "monedas de aluminio", "probability": 0.30859375 }, { "start_logit": 2.583984375, "end_logit": 3.58203125, "text": "aluminio", "probability": 0.114013671875 }, { "start_logit": 2.9453125, "end_logit": 3.06640625, "text": "monedas conmemorativas", "probability": 0.097900390625 }, { "start_logit": 2.8203125, "end_logit": 3.06640625, "text": "conmemorativas", "probability": 0.08636474609375 }, { "start_logit": 1.89453125, "end_logit": 3.58203125, "text": "de aluminio", "probability": 0.05731201171875 }, { "start_logit": 3.578125, "end_logit": 1.6787109375, "text": "monedas de aluminio en denominaciones de 1, 2 y 5 hao y 1 dong. Debido a la inflaci\u00f3n", "probability": 0.046051025390625 }, { "start_logit": 1.822265625, "end_logit": 3.06640625, "text": "inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os. Desde 1986 se acu\u00f1an monedas conmemorativas", "probability": 0.031890869140625 }, { "start_logit": 1.8056640625, "end_logit": 3.06640625, "text": "se acu\u00f1an monedas conmemorativas", "probability": 0.031280517578125 }, { "start_logit": 1.0712890625, "end_logit": 3.58203125, "text": "aron monedas de aluminio", "probability": 0.0251312255859375 }, { "start_logit": 1.57421875, "end_logit": 3.06640625, "text": "Debido a la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os. Desde 1986 se acu\u00f1an monedas conmemorativas", "probability": 0.02484130859375 }, { "start_logit": 3.578125, "end_logit": 1.0322265625, "text": "monedas de aluminio en", "probability": 0.024078369140625 }, { "start_logit": 0.783203125, "end_logit": 3.58203125, "text": "se acu\u00f1aron monedas de aluminio", "probability": 0.0189056396484375 }, { "start_logit": 0.765625, "end_logit": 3.58203125, "text": "fechadas en 1976) se acu\u00f1aron monedas de aluminio", "probability": 0.0185394287109375 }, { "start_logit": 3.578125, "end_logit": 0.73876953125, "text": "monedas de", "probability": 0.0179595947265625 }, { "start_logit": 2.583984375, "end_logit": 1.6787109375, "text": "aluminio en denominaciones de 1, 2 y 5 hao y 1 dong. Debido a la inflaci\u00f3n", "probability": 0.0170135498046875 }, { "start_logit": 1.1923828125, "end_logit": 3.06640625, "text": "acu\u00f1an monedas conmemorativas", "probability": 0.016937255859375 }, { "start_logit": 0.6767578125, "end_logit": 3.58203125, "text": "acu\u00f1aron monedas de aluminio", "probability": 0.016937255859375 }, { "start_logit": 1.1416015625, "end_logit": 3.06640625, "text": "la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os. Desde 1986 se acu\u00f1an monedas conmemorativas", "probability": 0.0160980224609375 }, { "start_logit": 1.0732421875, "end_logit": 3.06640625, "text": "las monedas no circularon durante muchos a\u00f1os. Desde 1986 se acu\u00f1an monedas conmemorativas", "probability": 0.01506805419921875 }, { "start_logit": 1.05859375, "end_logit": 3.06640625, "text": "tivas", "probability": 0.01483154296875 } ], "daacc3e97ae047444b2cd209761b24ad7d0ef1b1": [ { "start_logit": 7.4296875, "end_logit": 6.83984375, "text": "1980", "probability": 0.7646484375 }, { "start_logit": 5.390625, "end_logit": 6.83984375, "text": "En 1980", "probability": 0.100341796875 }, { "start_logit": 7.4296875, "end_logit": 4.01953125, "text": "1980 se", "probability": 0.045928955078125 }, { "start_logit": 7.4296875, "end_logit": 3.177734375, "text": "1980 se a\u00f1ad", "probability": 0.0197601318359375 }, { "start_logit": 3.63671875, "end_logit": 6.83984375, "text": "1976. En 1980", "probability": 0.0172882080078125 }, { "start_logit": 3.404296875, "end_logit": 6.83984375, "text": ". En 1980", "probability": 0.0136871337890625 }, { "start_logit": 5.390625, "end_logit": 4.01953125, "text": "En 1980 se", "probability": 0.005931854248046875 }, { "start_logit": 7.4296875, "end_logit": 1.947265625, "text": "1980 se a\u00f1adieron", "probability": 0.005748748779296875 }, { "start_logit": 5.390625, "end_logit": 3.806640625, "text": "En", "probability": 0.004802703857421875 }, { "start_logit": 7.4296875, "end_logit": 1.5712890625, "text": "1980 se a\u00f1adieron los", "probability": 0.003948211669921875 }, { "start_logit": 5.390625, "end_logit": 3.177734375, "text": "En 1980 se a\u00f1ad", "probability": 0.0025691986083984375 }, { "start_logit": 4.60546875, "end_logit": 3.951171875, "text": "1981", "probability": 0.0025310516357421875 }, { "start_logit": 7.4296875, "end_logit": 0.9794921875, "text": "1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng", "probability": 0.0021820068359375 }, { "start_logit": 7.4296875, "end_logit": 0.87451171875, "text": "1980 se a\u00f1adieron los billetes", "probability": 0.0019702911376953125 }, { "start_logit": 1.3671875, "end_logit": 6.83984375, "text": "en 1976. En 1980", "probability": 0.001781463623046875 }, { "start_logit": 1.205078125, "end_logit": 6.83984375, "text": "fechados en 1976. En 1980", "probability": 0.0015230178833007812 }, { "start_logit": 1.1484375, "end_logit": 6.83984375, "text": "ng fechados en 1976. En 1980", "probability": 0.0014371871948242188 }, { "start_logit": 7.4296875, "end_logit": 0.541015625, "text": "1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos", "probability": 0.0014085769653320312 }, { "start_logit": 3.865234375, "end_logit": 4.01953125, "text": "se", "probability": 0.0012922286987304688 }, { "start_logit": 7.4296875, "end_logit": 0.348388671875, "text": "1980 se a\u00f1adieron los billetes de 2", "probability": 0.001163482666015625 } ], "980a791abf3daeb005f6c75aeeaf4d9d5997f951": [ { "start_logit": 7.375, "end_logit": 6.53125, "text": "1985", "probability": 0.91650390625 }, { "start_logit": 7.375, "end_logit": 3.25390625, "text": "1985 se", "probability": 0.034454345703125 }, { "start_logit": 3.96875, "end_logit": 6.53125, "text": "En 1985", "probability": 0.0304107666015625 }, { "start_logit": 7.375, "end_logit": 1.8720703125, "text": "1985 se introdu", "probability": 0.00870513916015625 }, { "start_logit": 7.375, "end_logit": 0.2685546875, "text": "1985 se introdujeron nuevos billetes de 5 ha", "probability": 0.0017490386962890625 }, { "start_logit": 7.375, "end_logit": 0.1705322265625, "text": "1985 se introdujeron nuevos billetes de 5", "probability": 0.0015869140625 }, { "start_logit": 7.375, "end_logit": -0.0797119140625, "text": "1985 se introdujeron nuevos", "probability": 0.0012350082397460938 }, { "start_logit": 3.96875, "end_logit": 3.25390625, "text": "En 1985 se", "probability": 0.0011472702026367188 }, { "start_logit": 7.375, "end_logit": -0.478515625, "text": "1985 se introdujeron", "probability": 0.0008292198181152344 }, { "start_logit": 7.375, "end_logit": -0.68115234375, "text": "1985 se introdujeron nuevos billetes de", "probability": 0.0006771087646484375 }, { "start_logit": 7.375, "end_logit": -0.681640625, "text": "1985 se introdujeron nuevos billetes de 5 hao", "probability": 0.0006771087646484375 }, { "start_logit": 7.375, "end_logit": -0.8603515625, "text": "1985 se introdujeron nuevos billetes", "probability": 0.0005655288696289062 }, { "start_logit": 3.15234375, "end_logit": 3.25390625, "text": "se", "probability": 0.0005068778991699219 }, { "start_logit": 3.96875, "end_logit": 1.8720703125, "text": "En 1985 se introdu", "probability": 0.00028896331787109375 }, { "start_logit": 3.96875, "end_logit": 1.6513671875, "text": "En", "probability": 0.0002321004867553711 }, { "start_logit": 3.15234375, "end_logit": 1.8720703125, "text": "se introdu", "probability": 0.0001271963119506836 }, { "start_logit": 3.96875, "end_logit": 0.2685546875, "text": "En 1985 se introdujeron nuevos billetes de 5 ha", "probability": 5.7756900787353516e-05 }, { "start_logit": 3.96875, "end_logit": 0.1705322265625, "text": "En 1985 se introdujeron nuevos billetes de 5", "probability": 5.263090133666992e-05 }, { "start_logit": 2.095703125, "end_logit": 1.8505859375, "text": "1987", "probability": 4.3272972106933594e-05 }, { "start_logit": 3.96875, "end_logit": -0.0797119140625, "text": "En 1985 se introdujeron nuevos", "probability": 4.100799560546875e-05 } ], "2dbe839c7b3fb6d8336f7163cd7715f374ffa002": [ { "start_logit": 1.9423828125, "end_logit": 2.41796875, "text": "todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.170166015625 }, { "start_logit": 1.716796875, "end_logit": 2.41796875, "text": "dise\u00f1o unificado", "probability": 0.1357421875 }, { "start_logit": 1.33203125, "end_logit": 2.41796875, "text": "confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.092529296875 }, { "start_logit": 1.13671875, "end_logit": 2.41796875, "text": "no ten\u00edan un dise\u00f1o unificado", "probability": 0.07611083984375 }, { "start_logit": 1.0849609375, "end_logit": 2.41796875, "text": "ten\u00edan un dise\u00f1o unificado", "probability": 0.07232666015625 }, { "start_logit": 1.083984375, "end_logit": 2.41796875, "text": "un dise\u00f1o unificado", "probability": 0.07220458984375 }, { "start_logit": 0.7080078125, "end_logit": 2.41796875, "text": "se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.049530029296875 }, { "start_logit": 1.9423828125, "end_logit": 1.1005859375, "text": "todas las series anteriores se confund\u00edan entre s\u00ed", "probability": 0.045623779296875 }, { "start_logit": 0.3896484375, "end_logit": 2.41796875, "text": "cinco series de billetes. 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La parcela", "probability": 0.033355712890625 }, { "start_logit": 6.73046875, "end_logit": 3.599609375, "text": "entre 1847 y 1855. La", "probability": 0.0306396484375 }, { "start_logit": 5.56640625, "end_logit": 4.765625, "text": "1847", "probability": 0.0306396484375 }, { "start_logit": 6.73046875, "end_logit": 3.4375, "text": "entre 1847 y 18", "probability": 0.0261993408203125 }, { "start_logit": 6.73046875, "end_logit": 3.130859375, "text": "entre 1847 y 1855.", "probability": 0.0191650390625 }, { "start_logit": 6.73046875, "end_logit": 2.6171875, "text": "entre 18", "probability": 0.011444091796875 }, { "start_logit": 5.56640625, "end_logit": 3.685546875, "text": "1847 y 1855. La parcela", "probability": 0.0104217529296875 }, { "start_logit": 5.56640625, "end_logit": 3.599609375, "text": "1847 y 1855. La", "probability": 0.00955963134765625 }, { "start_logit": 4.3359375, "end_logit": 4.765625, "text": "construido entre 1847", "probability": 0.0089874267578125 }, { "start_logit": 6.73046875, "end_logit": 2.28125, "text": "entre 1847 y", "probability": 0.00824737548828125 }, { "start_logit": 5.56640625, "end_logit": 3.4375, "text": "1847 y 18", "probability": 0.00811004638671875 }, { "start_logit": 5.56640625, "end_logit": 3.130859375, "text": "1847 y 1855.", "probability": 0.005985260009765625 }, { "start_logit": 2.3828125, "end_logit": 6.296875, "text": "47 y 1855", "probability": 0.005889892578125 }, { "start_logit": 6.73046875, "end_logit": 1.7685546875, "text": "entre", "probability": 0.00492095947265625 }, { "start_logit": 1.96875, "end_logit": 6.296875, "text": "55", "probability": 0.0038928985595703125 } ], "fe6e829bbb1685e4e9c2965b9f8273c938a441ab": [ { "start_logit": 5.78515625, "end_logit": 3.5078125, "text": " El \u00e9xito de las series", "probability": 0.26318359375 }, { "start_logit": 5.78515625, "end_logit": 2.9375, "text": " El \u00e9xito de las series en que ha participado lo convirti\u00f3 en una de las mejores estrellas Hallyu", "probability": 0.1475830078125 }, { "start_logit": 5.78515625, "end_logit": 2.111328125, "text": " El \u00e9xito de las series en que ha participado", "probability": 0.06500244140625 }, { "start_logit": 5.78515625, "end_logit": 2.087890625, "text": "", "probability": 0.0634765625 }, { "start_logit": 4.1484375, "end_logit": 3.396484375, "text": "Gu Jun-pyo en Boys Over Flowers", "probability": 0.045745849609375 }, { "start_logit": 4.140625, "end_logit": 3.396484375, "text": "Boys Over Flowers", "probability": 0.04534912109375 }, { "start_logit": 4.1484375, "end_logit": 3.365234375, "text": "Gu Jun-pyo", "probability": 0.0443115234375 }, { "start_logit": 3.865234375, "end_logit": 3.396484375, "text": "su papel de Gu Jun-pyo en Boys Over Flowers", "probability": 0.03436279296875 }, { "start_logit": 3.865234375, "end_logit": 3.365234375, "text": "su papel de Gu Jun-pyo", "probability": 0.033294677734375 }, { "start_logit": 5.78515625, "end_logit": 1.28515625, "text": " El \u00e9xito de las series en", "probability": 0.0283966064453125 }, { "start_logit": 5.78515625, "end_logit": 1.2080078125, "text": " El \u00e9xito de las series en que ha", "probability": 0.0262603759765625 }, { "start_logit": 5.78515625, "end_logit": 1.1748046875, "text": " El \u00e9xito de las series en que ha participado lo convirti\u00f3 en una de las mejores estrellas Hallyu en toda Asia.", "probability": 0.02545166015625 }, { "start_logit": 3.564453125, "end_logit": 3.396484375, "text": "papel de Gu Jun-pyo en Boys Over Flowers", "probability": 0.02545166015625 }, { "start_logit": 3.564453125, "end_logit": 3.365234375, "text": "papel de Gu Jun-pyo", "probability": 0.0246734619140625 }, { "start_logit": 4.1484375, "end_logit": 2.759765625, "text": "Gu Jun-pyo en Boys Over Flowers en 2009", "probability": 0.0240936279296875 }, { "start_logit": 4.140625, "end_logit": 2.759765625, "text": "Boys Over Flowers en 2009", "probability": 0.0239105224609375 }, { "start_logit": 5.78515625, "end_logit": 1.0830078125, "text": " El \u00e9xito de las series en que", "probability": 0.0231781005859375 }, { "start_logit": 5.78515625, "end_logit": 0.9775390625, "text": " El \u00e9xito de las series en que ha participado lo convirti\u00f3 en una de las mejores estrellas Hallyu en", "probability": 0.020843505859375 }, { "start_logit": 3.865234375, "end_logit": 2.759765625, "text": "su papel de Gu Jun-pyo en Boys Over Flowers en 2009", "probability": 0.0181884765625 }, { "start_logit": 5.78515625, "end_logit": 0.7783203125, "text": " El \u00e9xito de las series en que ha participado lo convirti\u00f3 en una de las mejores estrellas Hall", "probability": 0.01708984375 } ], "a3c7700568bf10f984c4a33c5f2b30908d8f821b": [ { "start_logit": 5.046875, "end_logit": 4.484375, "text": "Cha Bum-Kun ,", "probability": 0.365234375 }, { "start_logit": 5.046875, "end_logit": 3.61328125, "text": "Cha Bum-Kun", "probability": 0.1522216796875 }, { "start_logit": 3.3828125, "end_logit": 4.484375, "text": "f\u00fatbol juvenil del manager surcoreano y ex jugador profesional Cha Bum-Kun ,", "probability": 0.06915283203125 }, { "start_logit": 2.748046875, "end_logit": 4.484375, "text": "manager surcoreano y ex jugador profesional Cha Bum-Kun ,", "probability": 0.0367431640625 }, { "start_logit": 2.66015625, "end_logit": 4.484375, "text": "jugador profesional Cha Bum-Kun ,", "probability": 0.0335693359375 }, { "start_logit": 2.65234375, "end_logit": 4.484375, "text": "profesional Cha Bum-Kun ,", "probability": 0.033294677734375 }, { "start_logit": 2.61328125, "end_logit": 4.484375, "text": "jugador de f\u00fatbol profesional. 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0.759765625, "text": "USS Captor (PYC-40", "probability": 0.0401611328125 }, { "start_logit": 1.0361328125, "end_logit": 2.95703125, "text": "dragaminas USS Eagle (AM-132), se convirti\u00f3 en el USS Captor", "probability": 0.03924560546875 }, { "start_logit": 0.75048828125, "end_logit": 2.95703125, "text": "en el USS Captor", "probability": 0.029510498046875 }, { "start_logit": 2.76953125, "end_logit": 0.759765625, "text": "el USS Captor (PYC-40", "probability": 0.024688720703125 }, { "start_logit": 3.25390625, "end_logit": 0.17041015625, "text": "USS", "probability": 0.022216796875 }, { "start_logit": 3.25390625, "end_logit": 0.07574462890625, "text": "USS Captor (P", "probability": 0.020233154296875 }, { "start_logit": 3.25390625, "end_logit": 0.040191650390625, "text": "USS Captor (", "probability": 0.01953125 }, { "start_logit": 3.25390625, "end_logit": -0.042205810546875, "text": "USS Cap", "probability": 0.0179595947265625 }, { "start_logit": 0.2003173828125, "end_logit": 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Los", "probability": 0.0732421875 }, { "start_logit": 2.443359375, "end_logit": 3.896484375, "text": "bienestar de la poblaci\u00f3n", "probability": 0.07177734375 }, { "start_logit": 2.416015625, "end_logit": 3.896484375, "text": "el bienestar de la poblaci\u00f3n", "probability": 0.06988525390625 }, { "start_logit": 2.162109375, "end_logit": 3.896484375, "text": "no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.05419921875 }, { "start_logit": 3.638671875, "end_logit": 2.359375, "text": "la administraci\u00f3n de la isla era ineficaz", "probability": 0.051116943359375 }, { "start_logit": 1.94921875, "end_logit": 3.896484375, "text": "estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.043701171875 }, { "start_logit": 3.638671875, "end_logit": 2.009765625, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida", "probability": 0.035980224609375 }, { "start_logit": 3.638671875, "end_logit": 1.9970703125, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los gobernantes", "probability": 0.0355224609375 }, { "start_logit": 1.705078125, "end_logit": 3.896484375, "text": "era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.034332275390625 }, { "start_logit": 2.7578125, "end_logit": 2.720703125, "text": "ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los", "probability": 0.0302886962890625 }, { "start_logit": 3.638671875, "end_logit": 1.57421875, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar", "probability": 0.0232086181640625 }, { "start_logit": 1.283203125, "end_logit": 3.896484375, "text": "desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.0225067138671875 }, { "start_logit": 2.443359375, "end_logit": 2.720703125, "text": "bienestar de la poblaci\u00f3n. Los", "probability": 0.02215576171875 }, { "start_logit": 2.416015625, "end_logit": 2.720703125, "text": "el bienestar de la poblaci\u00f3n. Los", "probability": 0.0215606689453125 }, { "start_logit": 2.7578125, "end_logit": 2.359375, "text": "ineficaz", "probability": 0.021148681640625 }, { "start_logit": 1.193359375, "end_logit": 3.896484375, "text": "administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.02056884765625 }, { "start_logit": 3.638671875, "end_logit": 1.2470703125, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la", "probability": 0.01678466796875 }, { "start_logit": 2.162109375, "end_logit": 2.720703125, "text": "no se preocupaba por el bienestar de la poblaci\u00f3n. Los", "probability": 0.0167236328125 } ], "079a60c3083144048a4c2487252916b599e622f9": [ { "start_logit": 7.6953125, "end_logit": 7.16015625, "text": "1939", "probability": 0.88720703125 }, { "start_logit": 4.3984375, "end_logit": 7.16015625, "text": "en 1939", "probability": 0.032806396484375 }, { "start_logit": 4.35546875, "end_logit": 7.16015625, "text": "estall\u00f3 en 1939", "probability": 0.031341552734375 }, { "start_logit": 7.6953125, "end_logit": 3.216796875, "text": "1939 y", "probability": 0.0171661376953125 }, { "start_logit": 7.6953125, "end_logit": 2.685546875, "text": "1939 y la", "probability": 0.01009368896484375 }, { "start_logit": 7.6953125, "end_logit": 2.03125, "text": "1939 y la flota", "probability": 0.005237579345703125 }, { "start_logit": 2.39453125, "end_logit": 7.16015625, "text": "la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.004405975341796875 }, { "start_logit": 2.166015625, "end_logit": 7.16015625, "text": "Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.003513336181640625 }, { "start_logit": 7.6953125, "end_logit": 0.67919921875, "text": "1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla de Inglaterra", "probability": 0.0013551712036132812 }, { "start_logit": 1.1005859375, "end_logit": 7.16015625, "text": "Mundial estall\u00f3 en 1939", "probability": 0.0012054443359375 }, { "start_logit": 0.59326171875, "end_logit": 7.16015625, "text": "Sin embargo, la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.0007281303405761719 }, { "start_logit": 4.3984375, "end_logit": 3.216796875, "text": "en 1939 y", "probability": 0.0006351470947265625 }, { "start_logit": 0.413330078125, "end_logit": 7.16015625, "text": ", la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.0006084442138671875 }, { "start_logit": 4.35546875, "end_logit": 3.216796875, "text": "estall\u00f3 en 1939 y", "probability": 0.0006060600280761719 }, { "start_logit": 7.6953125, "end_logit": -0.1544189453125, "text": "1939 y la flota se ocup\u00f3", "probability": 0.00058746337890625 }, { "start_logit": 7.6953125, "end_logit": -0.414794921875, "text": "1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla de Inglaterra.[18", "probability": 0.000453948974609375 }, { "start_logit": 4.046875, "end_logit": 3.162109375, "text": "1914-1918", "probability": 0.00042319297790527344 }, { "start_logit": 4.3984375, "end_logit": 2.685546875, "text": "en 1939 y la", "probability": 0.0003733634948730469 }, { "start_logit": 4.35546875, "end_logit": 2.685546875, "text": "estall\u00f3 en 1939 y la", "probability": 0.0003561973571777344 }, { "start_logit": 4.3984375, "end_logit": 2.576171875, "text": "en", "probability": 0.00033473968505859375 } ], "d5abfae84b80bc016a6d11fe5c6de724d7de95e9": [ { "start_logit": 6.47265625, "end_logit": 6.5859375, "text": "130.000", "probability": 0.432373046875 }, { "start_logit": 5.7265625, "end_logit": 6.5859375, "text": "Alrededor de 130.000", "probability": 0.204345703125 }, { "start_logit": 6.47265625, "end_logit": 5.08984375, "text": "130.000 tropas", "probability": 0.09649658203125 }, { "start_logit": 4.60546875, "end_logit": 6.5859375, "text": "de 130.000", "probability": 0.0662841796875 }, { "start_logit": 5.7265625, "end_logit": 5.08984375, "text": "Alrededor de 130.000 tropas", "probability": 0.04559326171875 }, { "start_logit": 3.822265625, "end_logit": 6.5859375, "text": "000", "probability": 0.0303497314453125 }, { "start_logit": 4.60546875, "end_logit": 5.08984375, "text": "de 130.000 tropas", "probability": 0.01491546630859375 }, { "start_logit": 6.47265625, "end_logit": 3.09765625, "text": "130", "probability": 0.01316070556640625 }, { "start_logit": 2.96484375, "end_logit": 6.5859375, "text": "1942. Alrededor de 130.000", "probability": 0.01285552978515625 }, { "start_logit": 2.947265625, "end_logit": 6.5859375, "text": ". Alrededor de 130.000", "probability": 0.01265716552734375 }, { "start_logit": 4.33984375, "end_logit": 5.08984375, "text": "tropas", "probability": 0.01143646240234375 }, { "start_logit": 2.63671875, "end_logit": 6.5859375, "text": ".000", "probability": 0.00925445556640625 }, { "start_logit": 6.47265625, "end_logit": 2.705078125, "text": "130.000 tropas indias, australianas, y brit\u00e1nicas se convirtieron", "probability": 0.0089111328125 }, { "start_logit": 6.47265625, "end_logit": 2.578125, "text": "130.", "probability": 0.007801055908203125 }, { "start_logit": 6.47265625, "end_logit": 2.486328125, "text": "130.000 tropas indias, australianas, y brit\u00e1nicas", "probability": 0.007152557373046875 }, { "start_logit": 3.822265625, "end_logit": 5.08984375, "text": "000 tropas", "probability": 0.00682830810546875 }, { "start_logit": 5.7265625, "end_logit": 3.09765625, "text": "Alrededor de 130", "probability": 0.00626373291015625 }, { "start_logit": 6.47265625, "end_logit": 2.177734375, "text": "130.000 tropas indias, australianas, y brit\u00e1nicas se", "probability": 0.005237579345703125 }, { "start_logit": 5.7265625, "end_logit": 2.705078125, "text": "Alrededor de 130.000 tropas indias, australianas, y brit\u00e1nicas se convirtieron", "probability": 0.004207611083984375 }, { "start_logit": 6.47265625, "end_logit": 1.900390625, "text": "130.000 tropas in", "probability": 0.0039825439453125 } ], "cc95b493a4e70f11b8496e0a0bb37bee18c108f5": [ { "start_logit": 6.03125, "end_logit": 4.90625, "text": "tres a\u00f1os y medio", "probability": 0.53125 }, { "start_logit": 6.03125, "end_logit": 3.505859375, "text": "tres a\u00f1os", "probability": 0.1312255859375 }, { "start_logit": 4.43359375, "end_logit": 4.05859375, "text": "entre 1942 y 1945", "probability": 0.046051025390625 }, { "start_logit": 3.50390625, "end_logit": 4.90625, "text": "los tres a\u00f1os y medio", "probability": 0.04229736328125 }, { "start_logit": 6.03125, "end_logit": 2.24609375, "text": "tres a\u00f1os y medio de", "probability": 0.03729248046875 }, { "start_logit": 6.03125, "end_logit": 2.04296875, "text": "tres", "probability": 0.03045654296875 }, { "start_logit": 3.126953125, "end_logit": 4.90625, "text": "a\u00f1os y medio", "probability": 0.0290679931640625 }, { "start_logit": 6.03125, "end_logit": 1.603515625, "text": "tres a\u00f1os y medio de ocupaci\u00f3n", "probability": 0.0195159912109375 }, { "start_logit": 2.587890625, "end_logit": 4.90625, "text": "durante los tres a\u00f1os y medio", "probability": 0.0169525146484375 }, { "start_logit": 6.03125, "end_logit": 1.4462890625, "text": "tres a\u00f1os y medio de ocupaci\u00f3n japonesa", "probability": 0.016693115234375 }, { "start_logit": 3.294921875, "end_logit": 4.05859375, "text": "1942 y 1945", "probability": 0.0147247314453125 }, { "start_logit": 6.03125, "end_logit": 1.294921875, "text": "tres a\u00f1os y", "probability": 0.01438140869140625 }, { "start_logit": 2.421875, "end_logit": 4.90625, "text": "medio", "probability": 0.01438140869140625 }, { "start_logit": 2.37109375, "end_logit": 4.90625, "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os y medio", "probability": 0.013671875 }, { "start_logit": 3.50390625, "end_logit": 3.505859375, "text": "los tres a\u00f1os", "probability": 0.01044464111328125 }, { "start_logit": 4.43359375, "end_logit": 2.560546875, "text": "entre 1942 y 1945. Esta", "probability": 0.010284423828125 }, { "start_logit": 3.126953125, "end_logit": 3.505859375, "text": "a\u00f1os", "probability": 0.007175445556640625 }, { "start_logit": 4.43359375, "end_logit": 1.9404296875, "text": "entre 1942", "probability": 0.00554656982421875 }, { "start_logit": 2.060546875, "end_logit": 4.05859375, "text": "1945", "probability": 0.004283905029296875 }, { "start_logit": 2.587890625, "end_logit": 3.505859375, "text": "durante los tres a\u00f1os", "probability": 0.00418853759765625 } ], "b4d1ce8aa783cf3c8b295c4d313bc696bace730b": [ { "start_logit": 7.80078125, "end_logit": 6.9140625, "text": "Malaya y Singapur", "probability": 0.8134765625 }, { "start_logit": 7.80078125, "end_logit": 4.97265625, "text": "Malaya", "probability": 0.11627197265625 }, { "start_logit": 7.80078125, "end_logit": 2.890625, "text": "Malaya y Singapur. El", "probability": 0.014434814453125 }, { "start_logit": 3.58203125, "end_logit": 6.9140625, "text": "en Malaya y Singapur", "probability": 0.01197052001953125 }, { "start_logit": 3.2734375, "end_logit": 6.9140625, "text": "Singapur", "probability": 0.008758544921875 }, { "start_logit": 7.80078125, "end_logit": 1.908203125, "text": "Malaya y", "probability": 0.00543975830078125 }, { "start_logit": 7.80078125, "end_logit": 1.873046875, "text": "Malaya y Singapur. El resto", "probability": 0.00522613525390625 }, { "start_logit": 2.541015625, "end_logit": 6.9140625, "text": "vidas en Malaya y Singapur", "probability": 0.004199981689453125 }, { "start_logit": 7.80078125, "end_logit": 1.517578125, "text": "Malaya y Singapur.", "probability": 0.0036792755126953125 }, { "start_logit": 7.80078125, "end_logit": 1.4560546875, "text": "Mal", "probability": 0.00345611572265625 }, { "start_logit": 2.265625, "end_logit": 6.9140625, "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0031948089599609375 }, { "start_logit": 1.953125, "end_logit": 6.9140625, "text": "aya y Singapur", "probability": 0.0023403167724609375 }, { "start_logit": 3.58203125, "end_logit": 4.97265625, "text": "en Malaya", "probability": 0.0017108917236328125 }, { "start_logit": 1.578125, "end_logit": 6.9140625, "text": "Las ejecuciones en masa se llevaron entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0016069412231445312 }, { "start_logit": 0.84814453125, "end_logit": 6.9140625, "text": "y Singapur", "probability": 0.0007739067077636719 }, { "start_logit": 0.81884765625, "end_logit": 6.9140625, "text": "25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0007534027099609375 }, { "start_logit": 7.80078125, "end_logit": -0.1396484375, "text": "Malaya y Singapur. El resto de la poblaci\u00f3n", "probability": 0.0006995201110839844 }, { "start_logit": 0.63525390625, "end_logit": 6.9140625, "text": "llevaron entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0006270408630371094 }, { "start_logit": 2.541015625, "end_logit": 4.97265625, "text": "vidas en Malaya", "probability": 0.0006055831909179688 }, { "start_logit": 0.5537109375, "end_logit": 6.9140625, "text": "ejecuciones en masa se llevaron entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0005774497985839844 } ], "067319de2cc98a6dcb18d30bbcd195e08749035f": [ { "start_logit": 8.0078125, "end_logit": 7.375, "text": "\"independencia", "probability": 0.34228515625 }, { "start_logit": 7.91015625, "end_logit": 7.375, "text": "independencia", "probability": 0.30908203125 }, { "start_logit": 6.21484375, "end_logit": 7.375, "text": "significa \"independencia", "probability": 0.05718994140625 }, { "start_logit": 8.0078125, "end_logit": 5.4140625, "text": "\"independencia\". Los", "probability": 0.04815673828125 }, { "start_logit": 7.91015625, "end_logit": 5.4140625, "text": "independencia\". Los", "probability": 0.043853759765625 }, { "start_logit": 8.0078125, "end_logit": 5.28125, "text": "\"independencia\".", "probability": 0.04217529296875 }, { "start_logit": 7.91015625, "end_logit": 5.28125, "text": "independencia\".", "probability": 0.038116455078125 }, { "start_logit": 8.0078125, "end_logit": 4.55859375, "text": "\"independencia\". Los brit\u00e1nicos", "probability": 0.0204010009765625 }, { "start_logit": 7.91015625, "end_logit": 4.55859375, "text": "independencia\". Los brit\u00e1nicos", "probability": 0.0185699462890625 }, { "start_logit": 8.0078125, "end_logit": 4.4375, "text": "\"independ", "probability": 0.0181427001953125 }, { "start_logit": 7.91015625, "end_logit": 4.4375, "text": "independ", "probability": 0.016387939453125 }, { "start_logit": 6.21484375, "end_logit": 5.4140625, "text": "significa \"independencia\". Los", "probability": 0.00798797607421875 }, { "start_logit": 4.1328125, "end_logit": 7.375, "text": "encia", "probability": 0.00710296630859375 }, { "start_logit": 6.21484375, "end_logit": 5.28125, "text": "significa \"independencia\".", "probability": 0.007049560546875 }, { "start_logit": 3.783203125, "end_logit": 7.375, "text": "malayo significa \"independencia", "probability": 0.00499725341796875 }, { "start_logit": 3.6875, "end_logit": 7.375, "text": "ayo significa \"independencia", "probability": 0.004550933837890625 }, { "start_logit": 8.0078125, "end_logit": 2.857421875, "text": "\"", "probability": 0.0037441253662109375 }, { "start_logit": 3.443359375, "end_logit": 7.375, "text": "en malayo significa \"independencia", "probability": 0.0035724639892578125 }, { "start_logit": 6.21484375, "end_logit": 4.55859375, "text": "significa \"independencia\". Los brit\u00e1nicos", "probability": 0.0034084320068359375 }, { "start_logit": 6.21484375, "end_logit": 4.4375, "text": "significa \"independ", "probability": 0.0030307769775390625 } ], "816898488e3dcda82719eb5cdbdc6a205b800b6e": [ { "start_logit": 5.37109375, "end_logit": 4.9609375, "text": "300.000", "probability": 0.2822265625 }, { "start_logit": 5.37109375, "end_logit": 4.30859375, "text": "300.000 participantes", "probability": 0.1475830078125 }, { "start_logit": 4.3359375, "end_logit": 4.9609375, "text": "los 300.000", "probability": 0.1005859375 }, { "start_logit": 3.703125, "end_logit": 4.9609375, "text": "sobre los 300.000", "probability": 0.053436279296875 }, { "start_logit": 4.3359375, "end_logit": 4.30859375, "text": "los 300.000 participantes", "probability": 0.05218505859375 }, { "start_logit": 4.3125, "end_logit": 4.30859375, "text": "participantes", "probability": 0.0513916015625 }, { "start_logit": 5.37109375, "end_logit": 3.224609375, "text": "300.000 participantes. El", "probability": 0.049835205078125 }, { "start_logit": 3.509765625, "end_logit": 4.9609375, "text": "000", "probability": 0.043975830078125 }, { "start_logit": 3.703125, "end_logit": 4.30859375, "text": "sobre los 300.000 participantes", "probability": 0.0279388427734375 }, { "start_logit": 5.37109375, "end_logit": 2.6328125, "text": "300", "probability": 0.0275115966796875 }, { "start_logit": 5.37109375, "end_logit": 2.55078125, "text": "300.000 participantes. El S", "probability": 0.02545166015625 }, { "start_logit": 3.509765625, "end_logit": 4.30859375, "text": "000 participantes", "probability": 0.022979736328125 }, { "start_logit": 4.3359375, "end_logit": 3.224609375, "text": "los 300.000 participantes. El", "probability": 0.01776123046875 }, { "start_logit": 4.3125, "end_logit": 3.224609375, "text": "participantes. El", "probability": 0.0173492431640625 }, { "start_logit": 5.37109375, "end_logit": 2.1171875, "text": "300.", "probability": 0.0164947509765625 }, { "start_logit": 2.46875, "end_logit": 4.9609375, "text": ".000", "probability": 0.01555633544921875 }, { "start_logit": 5.37109375, "end_logit": 2.009765625, "text": "300.000 participantes.", "probability": 0.01483917236328125 }, { "start_logit": 2.34765625, "end_logit": 4.9609375, "text": "electorado sobre los 300.000", "probability": 0.0137786865234375 }, { "start_logit": 4.3359375, "end_logit": 2.6328125, "text": "los 300", "probability": 0.0098114013671875 }, { "start_logit": 3.703125, "end_logit": 3.224609375, "text": "sobre los 300.000 participantes. El", "probability": 0.009429931640625 } ], "80b953e8189d56162fb6156022049a80e958b915": [ { "start_logit": 7.171875, "end_logit": 6.55078125, "text": "1956", "probability": 0.837890625 }, { "start_logit": 4.50390625, "end_logit": 6.55078125, "text": "En 1956", "probability": 0.058349609375 }, { "start_logit": 3.76953125, "end_logit": 6.55078125, "text": "\u200b En 1956", "probability": 0.0279998779296875 }, { "start_logit": 7.171875, "end_logit": 3.140625, "text": "1956 estalla", "probability": 0.027801513671875 }, { "start_logit": 2.75390625, "end_logit": 6.55078125, "text": "\u200b En 1956", "probability": 0.0101470947265625 }, { "start_logit": 2.4453125, "end_logit": 6.55078125, "text": "mayo de 1955, estall\u00f3 la revuelta de Hock Lee, causando cuatro muertos y desprestigiando el gobierno de Marshall.[29]\u200b En 1956", "probability": 0.007480621337890625 }, { "start_logit": 7.171875, "end_logit": 1.5380859375, "text": "1956 estalla la", "probability": 0.005603790283203125 }, { "start_logit": 7.171875, "end_logit": 0.9189453125, "text": "1956 estalla la revuelta", "probability": 0.0030231475830078125 }, { "start_logit": 7.171875, "end_logit": 0.888671875, "text": "1956 estalla la revuelta de la Escuela Secundaria China", "probability": 0.0029296875 }, { "start_logit": 1.4931640625, "end_logit": 6.55078125, "text": "]\u200b En 1956", "probability": 0.0028839111328125 }, { "start_logit": 7.171875, "end_logit": 0.7705078125, "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus estudiantes", "probability": 0.0025959014892578125 }, { "start_logit": 7.171875, "end_logit": 0.49169921875, "text": "1956 estalla la revuelta de la Escuela Secundaria China entre", "probability": 0.0019664764404296875 }, { "start_logit": 4.50390625, "end_logit": 3.140625, "text": "En 1956 estalla", "probability": 0.0019292831420898438 }, { "start_logit": 7.171875, "end_logit": 0.330322265625, "text": "1956 estalla la revuelta de la", "probability": 0.001674652099609375 }, { "start_logit": 7.171875, "end_logit": 0.25146484375, "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus", "probability": 0.0015439987182617188 }, { "start_logit": 0.82275390625, "end_logit": 6.55078125, "text": "de 1955, estall\u00f3 la revuelta de Hock Lee, causando cuatro muertos y desprestigiando el gobierno de Marshall.[29]\u200b En 1956", "probability": 0.00147247314453125 }, { "start_logit": 7.171875, "end_logit": 0.1998291015625, "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus estudiantes, incrementando", "probability": 0.0014677047729492188 }, { "start_logit": 7.171875, "end_logit": 0.0562744140625, "text": "1956 estalla la revuelta de la Escuela", "probability": 0.001270294189453125 }, { "start_logit": 0.6650390625, "end_logit": 6.55078125, "text": "29]\u200b En 1956", "probability": 0.001255035400390625 }, { "start_logit": 0.40234375, "end_logit": 6.55078125, "text": "en mayo de 1955, estall\u00f3 la revuelta de Hock Lee, causando cuatro muertos y desprestigiando el gobierno de Marshall.[29]\u200b En 1956", "probability": 0.0009660720825195312 } ], "4c263aa7b3d9fb66ce642390cc14e6471460058f": [ { "start_logit": 2.302734375, "end_logit": 1.431640625, "text": "muy emotiva", "probability": 0.1427001953125 }, { "start_logit": 2.302734375, "end_logit": 1.20703125, "text": "muy emotiva por momentos", "probability": 0.114013671875 }, { "start_logit": 2.302734375, "end_logit": 1.029296875, "text": "muy emotiva por momentos, citando textualmente:Para m\u00ed, \u00e9ste es un momento de angustia", "probability": 0.095458984375 }, { "start_logit": 1.8603515625, "end_logit": 1.2841796875, "text": "lacrimoso Lee Kuan Yew anunci\u00f3 en una conferencia de prensa televisada que Singapur era una naci\u00f3n soberana e independiente", "probability": 0.0791015625 }, { "start_logit": 1.8603515625, "end_logit": 1.115234375, "text": "lacrimoso", "probability": 0.06689453125 }, { "start_logit": 1.51953125, "end_logit": 1.2841796875, "text": "un lacrimoso Lee Kuan Yew anunci\u00f3 en una conferencia de prensa televisada que Singapur era una naci\u00f3n soberana e independiente", "probability": 0.05633544921875 }, { "start_logit": 1.51953125, "end_logit": 1.115234375, "text": "un lacrimoso", "probability": 0.047515869140625 }, { "start_logit": 1.130859375, "end_logit": 1.431640625, "text": "emotiva", "probability": 0.044219970703125 }, { "start_logit": 1.0849609375, "end_logit": 1.431640625, "text": "Singapur era una naci\u00f3n soberana e independiente. 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"b2e48158c17245e118e34c8335c43e1c2887c24b": [ { "start_logit": 6.69140625, "end_logit": 6.2734375, "text": "Jemaah Islamiya", "probability": 0.56982421875 }, { "start_logit": 4.97265625, "end_logit": 6.2734375, "text": "grupo terrorista isl\u00e1mico Jemaah Islamiya", "probability": 0.1021728515625 }, { "start_logit": 6.69140625, "end_logit": 4.015625, "text": "Jemaah Islam", "probability": 0.059112548828125 }, { "start_logit": 4.3125, "end_logit": 6.2734375, "text": "isl\u00e1mico Jemaah Islamiya", "probability": 0.052581787109375 }, { "start_logit": 6.69140625, "end_logit": 3.875, "text": "Jemaah Islamiya quedan", "probability": 0.051361083984375 }, { "start_logit": 4.01171875, "end_logit": 6.2734375, "text": "del grupo terrorista isl\u00e1mico Jemaah Islamiya", "probability": 0.038787841796875 }, { "start_logit": 3.802734375, "end_logit": 6.2734375, "text": "terrorista isl\u00e1mico Jemaah Islamiya", "probability": 0.031646728515625 }, { "start_logit": 2.87890625, "end_logit": 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"probability": 0.01473236083984375 }, { "start_logit": 2.11328125, "end_logit": 5.4921875, "text": "Gangnam Style\u00bb es un coloquial del idioma coreano que hace referencia a un exigente estilo de vida lujoso", "probability": 0.01416778564453125 }, { "start_logit": 4.72265625, "end_logit": 2.689453125, "text": "lujoso en", "probability": 0.0117034912109375 }, { "start_logit": 1.9189453125, "end_logit": 5.4921875, "text": "de vida lujoso", "probability": 0.01165771484375 }, { "start_logit": 1.8642578125, "end_logit": 5.4921875, "text": "referencia a un exigente estilo de vida lujoso", "probability": 0.0110321044921875 }, { "start_logit": 4.578125, "end_logit": 2.689453125, "text": "un exigente estilo de vida lujoso en", "probability": 0.01007843017578125 }, { "start_logit": 4.578125, "end_logit": 2.68359375, "text": "un exigente estilo de vida", "probability": 0.01004791259765625 }, { "start_logit": 4.72265625, "end_logit": 2.47265625, "text": "lujoso en Gangnam, un distrito del sur de Se\u00fal conocido por ser el hogar de las personas adineradas", "probability": 0.0093994140625 }, { "start_logit": 4.578125, "end_logit": 2.47265625, "text": "un exigente estilo de vida lujoso en Gangnam, un distrito del sur de Se\u00fal conocido por ser el hogar de las personas adineradas", "probability": 0.0081329345703125 }, { "start_logit": 1.466796875, "end_logit": 5.4921875, "text": "\u00abGangnam Style\u00bb es un coloquial del idioma coreano que hace referencia a un exigente estilo de vida lujoso", "probability": 0.007434844970703125 }, { "start_logit": 4.26171875, "end_logit": 2.689453125, "text": "estilo de vida lujoso en", "probability": 0.007381439208984375 }, { "start_logit": 4.26171875, "end_logit": 2.68359375, "text": "estilo de vida", "probability": 0.007320404052734375 } ], "bacd3cadf403117bd324b51a35613be80b5f7fd4": [ { "start_logit": 4.625, "end_logit": 4.125, "text": "gran escasez de fuentes de trabajo", "probability": 0.2110595703125 }, { "start_logit": 4.625, "end_logit": 3.72265625, "text": "gran escasez de fuentes de trabajo que sufr\u00eda", "probability": 0.1405029296875 }, { "start_logit": 3.98828125, "end_logit": 4.125, "text": "la gran escasez de fuentes de trabajo", "probability": 0.1112060546875 }, { "start_logit": 3.6328125, "end_logit": 4.125, "text": "escasez de fuentes de trabajo", "probability": 0.0782470703125 }, { "start_logit": 3.98828125, "end_logit": 3.72265625, "text": "la gran escasez de fuentes de trabajo que sufr\u00eda", "probability": 0.07464599609375 }, { "start_logit": 3.390625, "end_logit": 4.125, "text": "debido a la gran escasez de fuentes de trabajo", "probability": 0.061431884765625 }, { "start_logit": 3.6328125, "end_logit": 3.72265625, "text": "escasez de fuentes de trabajo que sufr\u00eda", "probability": 0.052337646484375 }, { "start_logit": 3.390625, "end_logit": 3.72265625, "text": "debido a la gran escasez de fuentes de trabajo que sufr\u00eda", "probability": 0.04107666015625 }, { "start_logit": 4.625, "end_logit": 2.328125, "text": "gran escasez de fuentes de trabajo que sufr\u00eda. Nueva", "probability": 0.03497314453125 }, { "start_logit": 2.755859375, "end_logit": 4.125, "text": "a la gran escasez de fuentes de trabajo", "probability": 0.032623291015625 }, { "start_logit": 4.625, "end_logit": 2.197265625, "text": "gran escasez de fuentes de trabajo que", "probability": 0.0306243896484375 }, { "start_logit": 2.755859375, "end_logit": 3.72265625, "text": "a la gran escasez de fuentes de trabajo que sufr\u00eda", "probability": 0.021728515625 }, { "start_logit": 3.98828125, "end_logit": 2.328125, "text": "la gran escasez de fuentes de trabajo que sufr\u00eda. Nueva", "probability": 0.0185089111328125 }, { "start_logit": 3.98828125, "end_logit": 2.197265625, "text": "la gran escasez de fuentes de trabajo que", "probability": 0.016265869140625 }, { "start_logit": 4.625, "end_logit": 1.380859375, "text": "gran escasez de fuentes", "probability": 0.01360321044921875 }, { "start_logit": 4.625, "end_logit": 1.3671875, "text": "gran escasez de fuentes de trabajo que sufr\u00eda. Nueva Zelanda", "probability": 0.0133819580078125 }, { "start_logit": 3.6328125, "end_logit": 2.328125, "text": "escasez de fuentes de trabajo que sufr\u00eda. Nueva", "probability": 0.01297760009765625 }, { "start_logit": 4.625, "end_logit": 1.3203125, "text": "gran escasez de fuentes de", "probability": 0.0127716064453125 }, { "start_logit": 3.6328125, "end_logit": 2.197265625, "text": "escasez de fuentes de trabajo que", "probability": 0.01136016845703125 }, { "start_logit": 1.6259765625, "end_logit": 4.125, "text": "transporte penal debido a la gran escasez de fuentes de trabajo", "probability": 0.01050567626953125 } ], "91962f4c2d1ba75061ca99ac30909521ef9d47ed": [ { "start_logit": 3.541015625, "end_logit": 3.322265625, "text": "1 de enero de 1901", "probability": 0.389404296875 }, { "start_logit": 2.6953125, "end_logit": 3.322265625, "text": "El 1 de enero de 1901", "probability": 0.1668701171875 }, { "start_logit": 2.140625, "end_logit": 3.322265625, "text": "1901", "probability": 0.09576416015625 }, { "start_logit": 1.669921875, "end_logit": 3.322265625, "text": "de 1901", "probability": 0.0599365234375 }, { "start_logit": 3.541015625, "end_logit": 1.3837890625, "text": "1 de enero de 19", "probability": 0.05609130859375 }, { "start_logit": 2.423828125, "end_logit": 2.30078125, "text": "1911", "probability": 0.04595947265625 }, { "start_logit": 0.99560546875, "end_logit": 3.322265625, "text": "de enero de 1901", "probability": 0.030487060546875 }, { "start_logit": 0.89453125, "end_logit": 3.322265625, "text": "enero de 1901", "probability": 0.0276641845703125 }, { "start_logit": 2.6953125, "end_logit": 1.3837890625, "text": "El 1 de enero de 19", "probability": 0.0240325927734375 }, { "start_logit": 3.541015625, "end_logit": 0.288330078125, "text": "1 de enero de 1901, la", "probability": 0.0187530517578125 }, { "start_logit": 3.541015625, "end_logit": 0.07373046875, "text": "1 de enero", "probability": 0.01512908935546875 }, { "start_logit": 2.140625, "end_logit": 1.3837890625, "text": "19", "probability": 0.0137939453125 }, { "start_logit": 3.541015625, "end_logit": -0.238037109375, "text": "1 de enero de 1901,", "probability": 0.01107025146484375 }, { "start_logit": 1.669921875, "end_logit": 1.3837890625, "text": "de 19", "probability": 0.008636474609375 }, { "start_logit": 2.6953125, "end_logit": 0.288330078125, "text": "El 1 de enero de 1901, la", "probability": 0.00804901123046875 }, { "start_logit": 3.541015625, "end_logit": -0.62890625, "text": "1 de enero de", "probability": 0.00748443603515625 }, { "start_logit": 2.6953125, "end_logit": 0.07373046875, "text": "El 1 de enero", "probability": 0.00649261474609375 }, { "start_logit": 2.423828125, "end_logit": 0.043426513671875, "text": "1911 en", "probability": 0.004787445068359375 }, { "start_logit": 2.6953125, "end_logit": -0.238037109375, "text": "El 1 de enero de 1901,", "probability": 0.004749298095703125 }, { "start_logit": 2.140625, "end_logit": 0.288330078125, "text": "1901, la", "probability": 0.0046234130859375 } ], "12b8560c946ef71d658a06a02a5c2d63f1caf747": [ { "start_logit": 7.69921875, "end_logit": 6.9296875, "text": "1949", "probability": 0.86474609375 }, { "start_logit": 7.69921875, "end_logit": 3.568359375, "text": "1949 al", "probability": 0.030059814453125 }, { "start_logit": 4.109375, "end_logit": 6.9296875, "text": "en 1949", "probability": 0.0239715576171875 }, { "start_logit": 7.69921875, "end_logit": 2.962890625, "text": "1949 al entonces presidente del Partido Laborista, Ben Chifley, quien ya hab\u00eda ocupado el cargo de Primer Ministro desde 1945", "probability": 0.0164642333984375 }, { "start_logit": 7.69921875, "end_logit": 2.890625, "text": "1949 al entonces presidente del Partido Laborista, Ben Chifley, quien ya hab\u00eda ocupado el cargo de Primer Ministro desde 1945 hasta 1949", "probability": 0.015350341796875 }, { "start_logit": 2.955078125, "end_logit": 6.9296875, "text": "posguerra, venciendo su presidente y fundador, Robert Menzies, en 1949", "probability": 0.007541656494140625 }, { "start_logit": 7.69921875, "end_logit": 2.15234375, "text": "1949 al entonces", "probability": 0.007312774658203125 }, { "start_logit": 2.890625, "end_logit": 6.9296875, "text": "1944, domin\u00f3 la situaci\u00f3n en la inmediata posguerra, venciendo su presidente y fundador, Robert Menzies, en 1949", "probability": 0.00708770751953125 }, { "start_logit": 2.6015625, "end_logit": 6.9296875, "text": ", en 1949", "probability": 0.005306243896484375 }, { "start_logit": 2.2265625, "end_logit": 6.9296875, "text": "venciendo su presidente y fundador, Robert Menzies, en 1949", "probability": 0.0036449432373046875 }, { "start_logit": 2.154296875, "end_logit": 6.9296875, "text": "inmediata posguerra, venciendo su presidente y fundador, Robert Menzies, en 1949", "probability": 0.003398895263671875 }, { "start_logit": 7.69921875, "end_logit": 1.205078125, "text": "1949 al entonces presidente del Partido", "probability": 0.0028400421142578125 }, { "start_logit": 7.69921875, "end_logit": 0.89306640625, "text": "1949 al entonces presidente del Partido Laborista, Ben", "probability": 0.002079010009765625 }, { "start_logit": 1.6044921875, "end_logit": 6.9296875, "text": "la inmediata posguerra, venciendo su presidente y fundador, Robert Menzies, en 1949", "probability": 0.0019512176513671875 }, { "start_logit": 7.69921875, "end_logit": 0.8203125, "text": "1949 al entonces presidente", "probability": 0.0019216537475585938 }, { "start_logit": 7.69921875, "end_logit": 0.623046875, "text": "1949 al entonces presidente del Partido Laborista, Ben Chifley", "probability": 0.0015811920166015625 }, { "start_logit": 7.69921875, "end_logit": 0.59228515625, "text": "1949 al entonces presidente del Partido Laborista, Ben Chifley, quien ya hab\u00eda ocupado el cargo de Primer Ministro desde 1945 hasta 1949. Men", "probability": 0.0015325546264648438 }, { "start_logit": 1.341796875, "end_logit": 6.9296875, "text": "ciendo su presidente y fundador, Robert Menzies, en 1949", "probability": 0.0015087127685546875 }, { "start_logit": 7.69921875, "end_logit": 0.1842041015625, "text": "1949 al entonces presidente del Partido Laborista, Ben Chifley, quien ya hab\u00eda ocupado el cargo de Primer Ministro desde 1945 hasta", "probability": 0.0010204315185546875 }, { "start_logit": 4.109375, "end_logit": 3.568359375, "text": "en 1949 al", "probability": 0.0008330345153808594 } ], "6caafdca3d978377dbab6c124f7bf20657f14f4f": [ { "start_logit": 4.890625, "end_logit": 4.234375, "text": "Afganist\u00e1n e Ir\u00e1n", "probability": 0.197509765625 }, { "start_logit": 4.890625, "end_logit": 4.11328125, "text": "Afganist\u00e1n e Ir\u00e1n. M\u00e1s al norte forma la frontera entre Ir\u00e1n y Turkmenist\u00e1n.", "probability": 0.17431640625 }, { "start_logit": 4.890625, "end_logit": 3.541015625, "text": "Afganist\u00e1n e Ir\u00e1n. M\u00e1s al norte forma la frontera entre Ir\u00e1n y Turkmenist\u00e1n", "probability": 0.09857177734375 }, { "start_logit": 4.890625, "end_logit": 3.30078125, "text": "Afganist\u00e1n e Ir\u00e1n.", "probability": 0.07733154296875 }, { "start_logit": 4.890625, "end_logit": 3.2265625, "text": "Afganist\u00e1n e Ir\u00e1n. M\u00e1s al norte forma la frontera entre Ir\u00e1n y Turkmenist\u00e1n. ", "probability": 0.07208251953125 }, { "start_logit": 3.919921875, "end_logit": 4.11328125, "text": "Ir\u00e1n y Turkmenist\u00e1n.", "probability": 0.066162109375 }, { "start_logit": 3.359375, "end_logit": 4.11328125, "text": " M\u00e1s al norte forma la frontera entre Ir\u00e1n y Turkmenist\u00e1n.", "probability": 0.037841796875 }, { "start_logit": 3.919921875, "end_logit": 3.541015625, "text": "Ir\u00e1n y Turkmenist\u00e1n", "probability": 0.037384033203125 }, { "start_logit": 4.890625, "end_logit": 2.48046875, "text": "Afganist\u00e1n e Ir\u00e1n. ", "probability": 0.0341796875 }, { "start_logit": 3.013671875, "end_logit": 4.234375, "text": "entre Afganist\u00e1n e Ir\u00e1n", "probability": 0.0302886962890625 }, { "start_logit": 3.919921875, "end_logit": 3.2265625, "text": "Ir\u00e1n y Turkmenist\u00e1n. ", "probability": 0.027374267578125 }, { "start_logit": 3.013671875, "end_logit": 4.11328125, "text": "entre Afganist\u00e1n e Ir\u00e1n. M\u00e1s al norte forma la frontera entre Ir\u00e1n y Turkmenist\u00e1n.", "probability": 0.0267333984375 }, { "start_logit": 3.359375, "end_logit": 3.541015625, "text": " M\u00e1s al norte forma la frontera entre Ir\u00e1n y Turkmenist\u00e1n", "probability": 0.0213165283203125 }, { "start_logit": 2.6796875, "end_logit": 4.11328125, "text": "entre Ir\u00e1n y Turkmenist\u00e1n.", "probability": 0.0191802978515625 }, { "start_logit": 3.359375, "end_logit": 3.2265625, "text": " M\u00e1s al norte forma la frontera entre Ir\u00e1n y Turkmenist\u00e1n. ", "probability": 0.01558685302734375 }, { "start_logit": 3.013671875, "end_logit": 3.541015625, "text": "entre Afganist\u00e1n e Ir\u00e1n. M\u00e1s al norte forma la frontera entre Ir\u00e1n y Turkmenist\u00e1n", "probability": 0.0151214599609375 }, { "start_logit": 2.3125, "end_logit": 4.234375, "text": " Despu\u00e9s de Her\u0101t el r\u00edo gira primero al noroeste y luego al norte delineando la frontera entre Afganist\u00e1n e Ir\u00e1n", "probability": 0.0149993896484375 }, { "start_logit": 3.013671875, "end_logit": 3.30078125, "text": "entre Afganist\u00e1n e Ir\u00e1n.", "probability": 0.01186370849609375 }, { "start_logit": 3.013671875, "end_logit": 3.2265625, "text": "entre Afganist\u00e1n e Ir\u00e1n. M\u00e1s al norte forma la frontera entre Ir\u00e1n y Turkmenist\u00e1n. 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Una manada de leones se compone de hembras que tienen una relaci\u00f3n familiar, sus cr\u00edas", "probability": 0.0262908935546875 }, { "start_logit": 0.9365234375, "end_logit": 0.383544921875, "text": "Una manada de leones se compone de hembras", "probability": 0.025787353515625 } ], "6e679d0280ca791f5978a5fdde2b053bacec41a2": [ { "start_logit": 4.41796875, "end_logit": 3.96484375, "text": "Tsavo", "probability": 0.28173828125 }, { "start_logit": 3.79296875, "end_logit": 3.861328125, "text": "montes Aberdare", "probability": 0.13623046875 }, { "start_logit": 3.16015625, "end_logit": 3.861328125, "text": "los montes Aberdare", "probability": 0.0723876953125 }, { "start_logit": 3.029296875, "end_logit": 3.861328125, "text": "Aberdare", "probability": 0.0633544921875 }, { "start_logit": 3.79296875, "end_logit": 3.0703125, "text": "montes Aberdare del este", "probability": 0.061676025390625 }, { "start_logit": 4.41796875, "end_logit": 2.087890625, "text": "Tsavo, al este", "probability": 0.043212890625 }, { "start_logit": 2.45703125, "end_logit": 3.861328125, "text": "de los montes Aberdare", "probability": 0.035797119140625 }, { "start_logit": 4.41796875, "end_logit": 1.8828125, "text": "Tsavo, al este de Kenia, est\u00e1n mucho m\u00e1s pr\u00f3ximos gen\u00e9ticamente hablando a los leones de Transvaal", "probability": 0.035125732421875 }, { "start_logit": 3.16015625, "end_logit": 3.0703125, "text": "los montes Aberdare del este", "probability": 0.032745361328125 }, { "start_logit": 2.2109375, "end_logit": 3.96484375, "text": "Los leones de Tsavo", "probability": 0.031005859375 }, { "start_logit": 3.029296875, "end_logit": 3.0703125, "text": "Aberdare del este", "probability": 0.0287933349609375 }, { "start_logit": 3.79296875, "end_logit": 2.2890625, "text": "montes Aberdare del este de Kenia", "probability": 0.028228759765625 }, { "start_logit": 1.9912109375, "end_logit": 3.96484375, "text": "de Tsavo", "probability": 0.02490234375 }, { "start_logit": 2.001953125, "end_logit": 3.861328125, "text": "los de los montes Aberdare", "probability": 0.0226898193359375 }, { "start_logit": 4.41796875, "end_logit": 1.435546875, "text": "Tsavo, al este de Kenia", "probability": 0.022430419921875 }, { "start_logit": 1.919921875, "end_logit": 3.861328125, "text": "Transvaal (Sud\u00e1frica) que a los de los montes Aberdare", "probability": 0.0208892822265625 }, { "start_logit": 2.45703125, "end_logit": 3.0703125, "text": "de los montes Aberdare del este", "probability": 0.016204833984375 }, { "start_logit": 3.16015625, "end_logit": 2.2890625, "text": "los montes Aberdare del este de Kenia", "probability": 0.01499176025390625 }, { "start_logit": 3.79296875, "end_logit": 1.603515625, "text": "montes Aberdare del", "probability": 0.014251708984375 }, { "start_logit": 3.029296875, "end_logit": 2.2890625, "text": "Aberdare del este de Kenia", "probability": 0.01318359375 } ], "cc8185a81bb1c78ff76324f71baf84e0846ff700": [ { "start_logit": 4.7109375, "end_logit": 3.796875, "text": "Lindi", "probability": 0.65966796875 }, { "start_logit": 4.7109375, "end_logit": 1.501953125, "text": "Lindi en los que los leones han llegado a atrapar personas en el centro de pueblos de cierta entidad", "probability": 0.06634521484375 }, { "start_logit": 3.208984375, "end_logit": 2.6015625, "text": "Reserva de caza Selous, en el distrito de Rufiji y en la Regi\u00f3n de Lindi", "probability": 0.044525146484375 }, { "start_logit": 3.208984375, "end_logit": 2.306640625, "text": "Reserva de caza Selous", "probability": 0.033111572265625 }, { "start_logit": 2.8046875, "end_logit": 2.6015625, "text": "cerca de la Reserva de caza Selous, en el distrito de Rufiji y en la Regi\u00f3n de Lindi", "probability": 0.0296783447265625 }, { "start_logit": 4.7109375, "end_logit": 0.62890625, "text": "Lin", "probability": 0.02777099609375 }, { "start_logit": 2.658203125, "end_logit": 2.6015625, "text": "Regi\u00f3n de Lindi", "probability": 0.0255889892578125 }, { "start_logit": 2.8046875, "end_logit": 2.306640625, "text": "cerca de la Reserva de caza Selous", "probability": 0.0220489501953125 }, { "start_logit": 0.8857421875, "end_logit": 3.796875, "text": "casos en Lindi", "probability": 0.014404296875 }, { "start_logit": 0.80615234375, "end_logit": 3.796875, "text": "en Lindi", "probability": 0.01326751708984375 }, { "start_logit": 3.208984375, "end_logit": 1.2470703125, "text": "Reserva de caza Selous, en el distrito de Rufiji", "probability": 0.0114898681640625 }, { "start_logit": 4.7109375, "end_logit": -0.3564453125, "text": "Lindi en", "probability": 0.0103759765625 }, { "start_logit": 2.8046875, "end_logit": 1.2470703125, "text": "cerca de la Reserva de caza Selous, en el distrito de Rufiji", "probability": 0.00765228271484375 }, { "start_logit": 3.208984375, "end_logit": 0.80224609375, "text": "Reserva de caza Selous, en el distrito de Rufiji y en la Regi\u00f3n de Lindi, cerca de la frontera con Mozambique", "probability": 0.007358551025390625 }, { "start_logit": 1.1044921875, "end_logit": 2.6015625, "text": "produjeron cerca de la Reserva de caza Selous, en el distrito de Rufiji y en la Regi\u00f3n de Lindi", "probability": 0.005428314208984375 }, { "start_logit": 3.208984375, "end_logit": 0.372314453125, "text": "Reserva de caza Selous, en el distrito de Rufiji y en la Regi\u00f3n de Lindi, cerca", "probability": 0.004787445068359375 }, { "start_logit": 0.86376953125, "end_logit": 2.6015625, "text": "Selous, en el distrito de Rufiji y en la Regi\u00f3n de Lindi", "probability": 0.0042572021484375 }, { "start_logit": 2.658203125, "end_logit": 0.80224609375, "text": "Regi\u00f3n de Lindi, cerca de la frontera con Mozambique", "probability": 0.004241943359375 }, { "start_logit": 1.1044921875, "end_logit": 2.306640625, "text": "produjeron cerca de la Reserva de caza Selous", "probability": 0.004032135009765625 }, { "start_logit": 1.0888671875, "end_logit": 2.306640625, "text": "Tsavo del siglo anterior\u2014. Los incidentes se produjeron cerca de la Reserva de caza Selous", "probability": 0.00396728515625 } ], "8960e86ca41d7cb57d2f97b8249489d9801c15c1": [ { "start_logit": 7.625, "end_logit": 6.76171875, "text": "Stan Lee, Larry Lieber y Jack Kirby", "probability": 0.63037109375 }, { "start_logit": 7.625, "end_logit": 4.70703125, "text": "Stan Lee, Larry Lieber y Jack Kir", "probability": 0.080078125 }, { "start_logit": 5.4140625, "end_logit": 6.76171875, "text": "por Stan Lee, Larry Lieber y Jack Kirby", "probability": 0.06854248046875 }, { "start_logit": 7.625, "end_logit": 4.10546875, "text": "Stan Lee", "probability": 0.044219970703125 }, { "start_logit": 7.625, "end_logit": 3.912109375, "text": "Stan Lee, Larry Lieber y Jack Kirby, la", "probability": 0.036376953125 }, { "start_logit": 7.625, "end_logit": 3.81640625, "text": "Stan Lee, Larry Lieber", "probability": 0.03289794921875 }, { "start_logit": 7.625, "end_logit": 3.416015625, "text": "Stan Lee, Larry Lieber y Jack Kirby, la primera", "probability": 0.0220794677734375 }, { "start_logit": 3.857421875, "end_logit": 6.76171875, "text": "Jack Kirby", "probability": 0.0144805908203125 }, { "start_logit": 7.625, "end_logit": 2.96484375, "text": "Stan Lee, Larry Lieber y Jack", "probability": 0.0141448974609375 }, { "start_logit": 5.4140625, "end_logit": 4.70703125, "text": "por Stan Lee, Larry Lieber y Jack Kir", "probability": 0.00885009765625 }, { "start_logit": 3.357421875, "end_logit": 6.76171875, "text": "Creado por Stan Lee, Larry Lieber y Jack Kirby", "probability": 0.00878143310546875 }, { "start_logit": 7.625, "end_logit": 2.376953125, "text": "Stan Lee, Larry Lieber y Jack Kirby,", "probability": 0.007808685302734375 }, { "start_logit": 3.00390625, "end_logit": 6.76171875, "text": "Larry Lieber y Jack Kirby", "probability": 0.006175994873046875 }, { "start_logit": 5.4140625, "end_logit": 4.10546875, "text": "por Stan Lee", "probability": 0.004810333251953125 }, { "start_logit": 5.4140625, "end_logit": 3.912109375, "text": "por Stan Lee, Larry Lieber y Jack Kirby, la", "probability": 0.003986358642578125 }, { "start_logit": 2.48046875, "end_logit": 6.76171875, "text": "Lee, Larry Lieber y Jack Kirby", "probability": 0.0036602020263671875 }, { "start_logit": 5.4140625, "end_logit": 3.81640625, "text": "por Stan Lee, Larry Lieber", "probability": 0.003631591796875 }, { "start_logit": 7.625, "end_logit": 1.5771484375, "text": "Stan Lee, Larry Lieber y", "probability": 0.0035190582275390625 }, { "start_logit": 7.625, "end_logit": 1.53125, "text": "Stan Lee, Larry", "probability": 0.0033588409423828125 }, { "start_logit": 7.625, "end_logit": 1.330078125, "text": "Stan Lee, Larry Lie", "probability": 0.0027408599853515625 } ], "9b42bb33a424635774230a97fdc16d151d10562c": [ { "start_logit": 5.7734375, "end_logit": 5.59765625, "text": "ladr\u00f3n", "probability": 0.402587890625 }, { "start_logit": 5.28125, "end_logit": 5.25390625, "text": "criminal", "probability": 0.173095703125 }, { "start_logit": 5.1640625, "end_logit": 5.25390625, "text": "vida criminal", "probability": 0.1551513671875 }, { "start_logit": 4.52734375, "end_logit": 5.59765625, "text": "un ladr\u00f3n", "probability": 0.1153564453125 }, { "start_logit": 3.73828125, "end_logit": 5.25390625, "text": "su vida criminal", "probability": 0.037139892578125 }, { "start_logit": 2.765625, "end_logit": 5.25390625, "text": "parte de su vida criminal", "probability": 0.0139923095703125 }, { "start_logit": 5.7734375, "end_logit": 2.130859375, "text": "ladr\u00f3n que", "probability": 0.012542724609375 }, { "start_logit": 2.60546875, "end_logit": 5.25390625, "text": "Como parte de su vida criminal", "probability": 0.011962890625 }, { "start_logit": 2.17578125, "end_logit": 5.59765625, "text": "fue un ladr\u00f3n", "probability": 0.01097869873046875 }, { "start_logit": 2.337890625, "end_logit": 5.25390625, "text": "de su vida criminal", "probability": 0.00917816162109375 }, { "start_logit": 5.7734375, "end_logit": 1.7958984375, "text": "ladr\u00f3n que se convirti\u00f3 en Ant-Man despu\u00e9s de robar el traje", "probability": 0.00896453857421875 }, { "start_logit": 5.7734375, "end_logit": 1.76171875, "text": "ladr\u00f3n que se convirti\u00f3 en Ant-Man despu\u00e9s de robar el traje de Ant-Man para salvar a su hija Cassandra \"Cassie\" Lang", "probability": 0.0086517333984375 }, { "start_logit": 5.28125, "end_logit": 2.220703125, "text": "criminal, Lang", "probability": 0.00835418701171875 }, { "start_logit": 5.1640625, "end_logit": 2.220703125, "text": "vida criminal, Lang", "probability": 0.0074310302734375 }, { "start_logit": 5.7734375, "end_logit": 1.4501953125, "text": "ladr\u00f3n que se convirti\u00f3 en Ant-Man despu\u00e9s de robar el traje de Ant-Man", "probability": 0.0063323974609375 }, { "start_logit": 5.7734375, "end_logit": 1.00390625, "text": "ladr\u00f3n que se", "probability": 0.004055023193359375 }, { "start_logit": 5.1640625, "end_logit": 1.4970703125, "text": "vida", "probability": 0.00360870361328125 }, { "start_logit": 5.28125, "end_logit": 1.375, "text": "criminal,", "probability": 0.00359344482421875 }, { "start_logit": 4.52734375, "end_logit": 2.130859375, "text": "un ladr\u00f3n que", "probability": 0.00359344482421875 }, { "start_logit": 1.33984375, "end_logit": 5.25390625, "text": "salvar a su hija Cassandra \"Cassie\" Lang de una afecci\u00f3n card\u00edaca.[5]\u200b Como parte de su vida criminal", "probability": 0.0033740997314453125 } ], "5f495e11551aad314468d095f839f8e0db20e4ad": [ { "start_logit": 4.39453125, "end_logit": 2.94140625, "text": "L\u00ednea Yamanote", "probability": 0.68701171875 }, { "start_logit": 4.39453125, "end_logit": 0.92822265625, "text": "L\u00ednea Yamano", "probability": 0.09185791015625 }, { "start_logit": 4.39453125, "end_logit": 0.13232421875, "text": "L\u00ednea Yamanote, tren", "probability": 0.041412353515625 }, { "start_logit": 4.39453125, "end_logit": 0.06390380859375, "text": "L\u00ednea Yam", "probability": 0.03857421875 }, { "start_logit": 4.39453125, "end_logit": -0.439697265625, "text": "L\u00ednea Yamanote, tren urbano", "probability": 0.02337646484375 }, { "start_logit": 4.39453125, "end_logit": -0.5, "text": "L\u00ednea Yamanote, tren urbano que conecta estas estaciones entre ellas y con la red de metro. La Estaci\u00f3n de Tokio", "probability": 0.0219879150390625 }, { "start_logit": 0.83251953125, "end_logit": 2.94140625, "text": "la L\u00ednea Yamanote", "probability": 0.0194854736328125 }, { "start_logit": 4.39453125, "end_logit": -0.7734375, "text": "L\u00ednea Yamanote,", "probability": 0.0167236328125 }, { "start_logit": 4.39453125, "end_logit": -0.951171875, "text": "L\u00ednea Y", "probability": 0.01399993896484375 }, { "start_logit": 0.415771484375, "end_logit": 2.94140625, "text": "Yamanote", "probability": 0.012847900390625 }, { "start_logit": 4.39453125, "end_logit": -1.3935546875, "text": "L\u00ednea", "probability": 0.00899505615234375 }, { "start_logit": 4.39453125, "end_logit": -1.7939453125, "text": "L\u00ednea Yamanote, tren urbano que conecta estas estaciones entre ellas y con la red de metro", "probability": 0.00603485107421875 }, { "start_logit": 1.45703125, "end_logit": 0.9736328125, "text": "Shinkansen", "probability": 0.0050811767578125 }, { "start_logit": 0.83251953125, "end_logit": 0.92822265625, "text": "la L\u00ednea Yamano", "probability": 0.002605438232421875 }, { "start_logit": -1.2060546875, "end_logit": 2.94140625, "text": "opera la L\u00ednea Yamanote", "probability": 0.002536773681640625 }, { "start_logit": 0.41845703125, "end_logit": 0.9736328125, "text": "l\u00edneas Shinkansen", "probability": 0.0017986297607421875 }, { "start_logit": -1.556640625, "end_logit": 2.94140625, "text": "La compa\u00f1\u00eda Japan Railways opera la L\u00ednea Yamanote", "probability": 0.0017843246459960938 }, { "start_logit": 0.415771484375, "end_logit": 0.92822265625, "text": "Yamano", "probability": 0.0017156600952148438 }, { "start_logit": -1.818359375, "end_logit": 2.94140625, "text": "amanote", "probability": 0.0013780593872070312 }, { "start_logit": 1.45703125, "end_logit": -0.39599609375, "text": "Shinkansen (trenes de alta velocidad", "probability": 0.0012950897216796875 } ], "1f78bd8f36bd96b8190f2219f33b632360d98fb9": [ { "start_logit": 2.955078125, "end_logit": 1.9716796875, "text": "Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", "probability": 0.264404296875 }, { "start_logit": 2.794921875, "end_logit": 1.9716796875, "text": "mujeres", "probability": 0.225341796875 }, { "start_logit": 2.955078125, "end_logit": 1.5732421875, "text": "Nicias", "probability": 0.1776123046875 }, { "start_logit": 2.955078125, "end_logit": 1.1796875, "text": "Nicias o Teofilo", "probability": 0.11962890625 }, { "start_logit": 0.8154296875, "end_logit": 1.9716796875, "text": "viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", "probability": 0.031158447265625 }, { "start_logit": 0.8154296875, "end_logit": 1.5732421875, "text": "viuda de otro rey, posiblemente Nicias", "probability": 0.0209197998046875 }, { "start_logit": 0.2110595703125, "end_logit": 1.9716796875, "text": "la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", "probability": 0.0170440673828125 }, { "start_logit": 2.955078125, "end_logit": -0.82568359375, "text": "Nicias o Teofilo. En", "probability": 0.0161285400390625 }, { "start_logit": 0.041748046875, "end_logit": 1.9716796875, "text": "posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", "probability": 0.014373779296875 }, { "start_logit": 0.8154296875, "end_logit": 1.1796875, "text": "viuda de otro rey, posiblemente Nicias o Teofilo", "probability": 0.01412200927734375 }, { "start_logit": -0.040313720703125, "end_logit": 1.9716796875, "text": "Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", "probability": 0.01324462890625 }, { "start_logit": -0.08251953125, "end_logit": 1.9716796875, "text": "Agatoclea fue de las primeras mujeres", "probability": 0.01268768310546875 }, { "start_logit": -0.1683349609375, "end_logit": 1.9716796875, "text": "primeras mujeres", "probability": 0.01166534423828125 }, { "start_logit": 0.2110595703125, "end_logit": 1.5732421875, "text": "la viuda de otro rey, posiblemente Nicias", "probability": 0.01143646240234375 }, { "start_logit": 0.041748046875, "end_logit": 1.5732421875, "text": "posiblemente Nicias", "probability": 0.00965118408203125 }, { "start_logit": 2.955078125, "end_logit": -1.3896484375, "text": "Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico", "probability": 0.00919342041015625 }, { "start_logit": -0.076416015625, "end_logit": 1.5732421875, "text": "Agatoclea probablemente pudo haber sido la viuda de otro rey, posiblemente Nicias", "probability": 0.00856781005859375 }, { "start_logit": 2.794921875, "end_logit": -1.3896484375, "text": "mujeres en gobernar un reino helen\u00edstico", "probability": 0.00783538818359375 }, { "start_logit": 0.2110595703125, "end_logit": 1.1796875, "text": "la viuda de otro rey, posiblemente Nicias o Teofilo", "probability": 0.00771331787109375 }, { "start_logit": -0.62109375, "end_logit": 1.9716796875, "text": "otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", "probability": 0.007411956787109375 } ], "0f81a8c6a29a57c4ec33d1396648c59e5401c6e4": [ { "start_logit": 6.15625, "end_logit": 5.3828125, "text": "Agatoclea", "probability": 0.62890625 }, { "start_logit": 4.109375, "end_logit": 5.3828125, "text": "Nicias o Teofilo. En cualquier caso, Agatoclea", "probability": 0.08123779296875 }, { "start_logit": 4.9921875, "end_logit": 4.2109375, "text": "Agatoclea", "probability": 0.06085205078125 }, { "start_logit": 3.47265625, "end_logit": 5.3828125, "text": "Agatoclea probablemente pudo haber sido la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea", "probability": 0.04315185546875 }, { "start_logit": 6.15625, "end_logit": 2.638671875, "text": "Agatocle", "probability": 0.04052734375 }, { "start_logit": 6.15625, "end_logit": 2.4453125, "text": "Agatoclea fue de las primeras mujeres", "probability": 0.033355712890625 }, { "start_logit": 6.15625, "end_logit": 2.31640625, "text": "Agatoclea fue", "probability": 0.0291900634765625 }, { "start_logit": 2.451171875, "end_logit": 5.3828125, "text": ", Agatoclea", "probability": 0.0155029296875 }, { "start_logit": 6.15625, "end_logit": 1.3837890625, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico", "probability": 0.0115203857421875 }, { "start_logit": 2.017578125, "end_logit": 5.3828125, "text": "Teofilo. En cualquier caso, Agatoclea", "probability": 0.010009765625 }, { "start_logit": 4.109375, "end_logit": 2.80859375, "text": "Nicias", "probability": 0.006191253662109375 }, { "start_logit": 4.109375, "end_logit": 2.80859375, "text": "Nicias o Teofilo", "probability": 0.006191253662109375 }, { "start_logit": 4.109375, "end_logit": 2.638671875, "text": "Nicias o Teofilo. En cualquier caso, Agatocle", "probability": 0.0052337646484375 }, { "start_logit": 6.15625, "end_logit": 0.47021484375, "text": "Agato", "probability": 0.004619598388671875 }, { "start_logit": 4.9921875, "end_logit": 1.5615234375, "text": "Agatocle", "probability": 0.004302978515625 }, { "start_logit": 4.109375, "end_logit": 2.4453125, "text": "Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", "probability": 0.004302978515625 }, { "start_logit": 1.046875, "end_logit": 5.3828125, "text": "posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea", "probability": 0.0037975311279296875 }, { "start_logit": 4.109375, "end_logit": 2.31640625, "text": "Nicias o Teofilo. En cualquier caso, Agatoclea fue", "probability": 0.0037841796875 }, { "start_logit": 1.0390625, "end_logit": 5.3828125, "text": "toclea", "probability": 0.0037689208984375 }, { "start_logit": 3.47265625, "end_logit": 2.890625, "text": "Agatoclea", "probability": 0.0035552978515625 } ], "870de9555bdde4c0cf7b57f623c23542a8a80be2": [ { "start_logit": 5.359375, "end_logit": 4.44921875, "text": "canina", "probability": 0.5673828125 }, { "start_logit": 3.505859375, "end_logit": 4.44921875, "text": "raza canina", "probability": 0.08837890625 }, { "start_logit": 4.52734375, "end_logit": 2.8203125, "text": "perro toy", "probability": 0.048248291015625 }, { "start_logit": 5.359375, "end_logit": 1.8271484375, "text": "canina de la familia Spitz, que recibe su nombre de la regi\u00f3n de Pomerania Central, actualmente en Polonia, y se clasifica como perro to", "probability": 0.041107177734375 }, { "start_logit": 2.478515625, "end_logit": 4.44921875, "text": "una raza canina", "probability": 0.03173828125 }, { "start_logit": 5.359375, "end_logit": 1.5556640625, "text": "canina de la familia Spitz", "probability": 0.031280517578125 }, { "start_logit": 5.359375, "end_logit": 1.5234375, "text": "canina de la familia Spitz, que recibe su nombre de la regi\u00f3n de Pomerania Central, actualmente en Polonia, y se clasifica como perro", "probability": 0.030303955078125 }, { "start_logit": 5.359375, "end_logit": 1.1845703125, "text": "canina de", "probability": 0.021575927734375 }, { "start_logit": 1.958984375, "end_logit": 4.44921875, "text": "pomerano \u2014tambi\u00e9n conocido como: Spitz enano alem\u00e1n, o Lul\u00fa de Pomerania\u2014 es una raza canina", "probability": 0.0188140869140625 }, { "start_logit": 4.52734375, "end_logit": 1.8271484375, "text": "perro to", "probability": 0.01788330078125 }, { "start_logit": 4.52734375, "end_logit": 1.5654296875, "text": "perro toy (juguete", "probability": 0.013763427734375 }, { "start_logit": 1.6396484375, "end_logit": 4.44921875, "text": "Lul\u00fa de Pomerania\u2014 es una raza canina", "probability": 0.01371002197265625 }, { "start_logit": 4.52734375, "end_logit": 1.5234375, "text": "perro", "probability": 0.01318359375 }, { "start_logit": 5.359375, "end_logit": 0.52294921875, "text": "canina de la familia", "probability": 0.01114654541015625 }, { "start_logit": 4.52734375, "end_logit": 1.208984375, "text": "perro toy (juguete) por", "probability": 0.00960540771484375 }, { "start_logit": 4.52734375, "end_logit": 1.1640625, "text": "perro toy (ju", "probability": 0.0092010498046875 }, { "start_logit": 1.212890625, "end_logit": 4.44921875, "text": " conocido como: Spitz enano alem\u00e1n, o Lul\u00fa de Pomerania\u2014 es una raza canina", "probability": 0.0089569091796875 }, { "start_logit": 1.154296875, "end_logit": 4.44921875, "text": "Spitz enano alem\u00e1n, o Lul\u00fa de Pomerania\u2014 es una raza canina", "probability": 0.00841522216796875 }, { "start_logit": 5.359375, "end_logit": 0.184326171875, "text": "canina de la familia Spitz, que", "probability": 0.0079345703125 }, { "start_logit": 5.359375, "end_logit": 0.10516357421875, "text": "canina de la familia Sp", "probability": 0.0073394775390625 } ], "7e30c453ed3fb010b519036711e71e78014f0c4c": [ { "start_logit": 5.734375, "end_logit": 4.2890625, "text": "Spitz Alem\u00e1n", "probability": 0.517578125 }, { "start_logit": 5.734375, "end_logit": 3.1171875, "text": "Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.1602783203125 }, { "start_logit": 5.734375, "end_logit": 1.970703125, "text": "Spitz", "probability": 0.05084228515625 }, { "start_logit": 3.193359375, "end_logit": 4.2890625, "text": "un Spitz Alem\u00e1n", "probability": 0.04083251953125 }, { "start_logit": 5.734375, "end_logit": 1.3671875, "text": "Spitz Alem\u00e1n y un Spitz", "probability": 0.027862548828125 }, { "start_logit": 2.5078125, "end_logit": 4.2890625, "text": "probablemente un Spitz Alem\u00e1n", "probability": 0.020538330078125 }, { "start_logit": 3.58203125, "end_logit": 3.1171875, "text": "Spitz Volpino", "probability": 0.0186309814453125 }, { "start_logit": 2.359375, "end_logit": 4.2890625, "text": "grandes, probablemente un Spitz Alem\u00e1n", "probability": 0.0177001953125 }, { "start_logit": 2.330078125, "end_logit": 4.2890625, "text": "mucho m\u00e1s grandes, probablemente un Spitz Alem\u00e1n", "probability": 0.0171661376953125 }, { "start_logit": 2.3125, "end_logit": 4.2890625, "text": "Alem\u00e1n", "probability": 0.0168914794921875 }, { "start_logit": 2.2109375, "end_logit": 4.2890625, "text": "m\u00e1s grandes, probablemente un Spitz Alem\u00e1n", "probability": 0.0152587890625 }, { "start_logit": 5.734375, "end_logit": 0.72802734375, "text": "Spitz Alem\u00e1n y un", "probability": 0.014678955078125 }, { "start_logit": 5.734375, "end_logit": 0.66015625, "text": "Spitz Alem\u00e1n y un Spitz Vol", "probability": 0.01374053955078125 }, { "start_logit": 5.734375, "end_logit": 0.63232421875, "text": "Spitz Alem\u00e1n y un Spitz Volpino. Lo", "probability": 0.01336669921875 }, { "start_logit": 3.193359375, "end_logit": 3.1171875, "text": "un Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.01265716552734375 }, { "start_logit": 5.734375, "end_logit": 0.5625, "text": "Spitz Alem\u00e1n y", "probability": 0.01245880126953125 }, { "start_logit": 1.86328125, "end_logit": 4.2890625, "text": "Carlota y Victoria eran mucho m\u00e1s grandes, probablemente un Spitz Alem\u00e1n", "probability": 0.01078033447265625 }, { "start_logit": 5.734375, "end_logit": -0.1082763671875, "text": "Spitz Alem\u00e1n y un Spitz Volpino. Lo mismo", "probability": 0.0063629150390625 }, { "start_logit": 2.5078125, "end_logit": 3.1171875, "text": "probablemente un Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.0063629150390625 }, { "start_logit": 1.26953125, "end_logit": 4.2890625, "text": "Los perros de las reinas Carlota y Victoria eran mucho m\u00e1s grandes, probablemente un Spitz Alem\u00e1n", "probability": 0.005954742431640625 } ], "deb4b5192648e178fe6095a14eab8d22e83cf03c": [ { "start_logit": 5.0078125, "end_logit": 4.63671875, "text": "larga, lacia y m\u00e1s \u00e1spera", "probability": 0.237060546875 }, { "start_logit": 4.68359375, "end_logit": 4.63671875, "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.172119140625 }, { "start_logit": 5.0078125, "end_logit": 3.58984375, "text": "larga, lacia y m\u00e1s \u00e1spera. Los", "probability": 0.08319091796875 }, { "start_logit": 4.68359375, "end_logit": 3.58984375, "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera. Los", "probability": 0.0604248046875 }, { "start_logit": 5.0078125, "end_logit": 3.056640625, "text": "larga, lacia", "probability": 0.048919677734375 }, { "start_logit": 3.353515625, "end_logit": 4.63671875, "text": "lacia y m\u00e1s \u00e1spera", "probability": 0.04559326171875 }, { "start_logit": 4.68359375, "end_logit": 3.224609375, "text": "densa y suave", "probability": 0.041839599609375 }, { "start_logit": 3.228515625, "end_logit": 4.63671875, "text": "m\u00e1s \u00e1spera", "probability": 0.040252685546875 }, { "start_logit": 5.0078125, "end_logit": 2.734375, "text": "larga, lacia y m\u00e1s \u00e1s", "probability": 0.035491943359375 }, { "start_logit": 4.68359375, "end_logit": 3.056640625, "text": "densa y suave, y la exterior, larga, lacia", "probability": 0.035491943359375 }, { "start_logit": 5.0078125, "end_logit": 2.458984375, "text": "larga, lacia y m\u00e1s \u00e1spera. Los machos", "probability": 0.027008056640625 }, { "start_logit": 4.68359375, "end_logit": 2.734375, "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1s", "probability": 0.0256805419921875 }, { "start_logit": 2.78125, "end_logit": 4.63671875, "text": "exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.0256805419921875 }, { "start_logit": 2.658203125, "end_logit": 4.63671875, "text": ", larga, lacia y m\u00e1s \u00e1spera", "probability": 0.022735595703125 }, { "start_logit": 4.68359375, "end_logit": 2.458984375, "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera. Los machos", "probability": 0.0194549560546875 }, { "start_logit": 5.0078125, "end_logit": 2.08984375, "text": "larga, lacia y m\u00e1s", "probability": 0.0186309814453125 }, { "start_logit": 5.0078125, "end_logit": 2.0, "text": "larga, lacia y m\u00e1s \u00e1spera.", "probability": 0.0170440673828125 }, { "start_logit": 3.353515625, "end_logit": 3.58984375, "text": "lacia y m\u00e1s \u00e1spera. Los", "probability": 0.0160064697265625 }, { "start_logit": 3.228515625, "end_logit": 3.58984375, "text": "m\u00e1s \u00e1spera. Los", "probability": 0.014129638671875 }, { "start_logit": 4.68359375, "end_logit": 2.08984375, "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s", "probability": 0.0134735107421875 } ], "c5ff21a90df0dfde910a10136446caf437780b20": [ { "start_logit": 4.8046875, "end_logit": 4.44921875, "text": "cascadas", "probability": 0.4794921875 }, { "start_logit": 4.0859375, "end_logit": 4.44921875, "text": "las cascadas", "probability": 0.233642578125 }, { "start_logit": 4.8046875, "end_logit": 2.140625, "text": "cascadas que", "probability": 0.0478515625 }, { "start_logit": 2.3828125, "end_logit": 4.44921875, "text": "cadas", "probability": 0.042724609375 }, { "start_logit": 4.8046875, "end_logit": 1.9150390625, "text": "cascadas que existen", "probability": 0.03814697265625 }, { "start_logit": 2.11328125, "end_logit": 4.44921875, "text": "de las cascadas", "probability": 0.032623291015625 }, { "start_logit": 4.8046875, "end_logit": 1.46875, "text": "cas", "probability": 0.0244293212890625 }, { "start_logit": 4.0859375, "end_logit": 2.140625, "text": "las cascadas que", "probability": 0.0233154296875 }, { "start_logit": 4.0859375, "end_logit": 1.9150390625, "text": "las cascadas que existen", "probability": 0.0186004638671875 }, { "start_logit": 4.0859375, "end_logit": 1.46875, "text": "las cas", "probability": 0.01190948486328125 }, { "start_logit": 0.90380859375, "end_logit": 4.44921875, "text": "nombre de las cascadas", "probability": 0.0097198486328125 }, { "start_logit": 4.8046875, "end_logit": 0.50927734375, "text": "cascadas que existen en el complejo", "probability": 0.00934600830078125 }, { "start_logit": 4.0859375, "end_logit": 0.50927734375, "text": "las cascadas que existen en el complejo", "probability": 0.00455474853515625 }, { "start_logit": 2.3828125, "end_logit": 2.140625, "text": "cadas que", "probability": 0.004245758056640625 }, { "start_logit": 4.8046875, "end_logit": -0.310302734375, "text": "cascadas que existen en el complejo, las cuales bajan de las colinas cercanas", "probability": 0.004131317138671875 }, { "start_logit": 2.3828125, "end_logit": 1.9150390625, "text": "cadas que existen", "probability": 0.0033855438232421875 }, { "start_logit": 4.8046875, "end_logit": -0.54248046875, "text": "cascadas que existen en el complejo, las", "probability": 0.0032672882080078125 }, { "start_logit": 2.11328125, "end_logit": 2.140625, "text": "de las cascadas que", "probability": 0.00324249267578125 }, { "start_logit": -0.3271484375, "end_logit": 4.44921875, "text": "El templo toma su nombre de las cascadas", "probability": 0.0028400421142578125 }, { "start_logit": 4.8046875, "end_logit": -0.7099609375, "text": "cascadas que existen en el complejo, las cuales", "probability": 0.0027637481689453125 } ], "9f771f56f4a66af2ef9523d2b07e0d31569ab78d": [ { "start_logit": 7.58984375, "end_logit": 6.578125, "text": "1965", "probability": 0.91015625 }, { "start_logit": 7.58984375, "end_logit": 3.251953125, "text": "1965 se", "probability": 0.03265380859375 }, { "start_logit": 3.939453125, "end_logit": 6.578125, "text": "en 1965", "probability": 0.0235137939453125 }, { "start_logit": 7.58984375, "end_logit": 1.9072265625, "text": "1965 se rompi\u00f3", "probability": 0.008514404296875 }, { "start_logit": 2.603515625, "end_logit": 6.578125, "text": "Periodo Nara.[4]\u200b Sin embargo, en 1965", "probability": 0.0061798095703125 }, { "start_logit": 2.291015625, "end_logit": 6.578125, "text": ", en 1965", "probability": 0.004520416259765625 }, { "start_logit": 7.58984375, "end_logit": 1.0771484375, "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n", "probability": 0.0036907196044921875 }, { "start_logit": 1.7939453125, "end_logit": 6.578125, "text": "embargo, en 1965", "probability": 0.0027637481689453125 }, { "start_logit": 7.58984375, "end_logit": -0.09228515625, "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n y sus", "probability": 0.0011472702026367188 }, { "start_logit": 0.8759765625, "end_logit": 6.578125, "text": "Sin embargo, en 1965", "probability": 0.0010995864868164062 }, { "start_logit": 0.8583984375, "end_logit": 6.578125, "text": "\u200b Sin embargo, en 1965", "probability": 0.0010824203491210938 }, { "start_logit": 7.58984375, "end_logit": -0.1666259765625, "text": "1965 se rompi\u00f3 esa", "probability": 0.0010662078857421875 }, { "start_logit": 3.939453125, "end_logit": 3.251953125, "text": "en 1965 se", "probability": 0.0008463859558105469 }, { "start_logit": 0.205810546875, "end_logit": 6.578125, "text": "Nara.[4]\u200b Sin embargo, en 1965", "probability": 0.0005636215209960938 }, { "start_logit": 3.47265625, "end_logit": 3.251953125, "text": "se", "probability": 0.0005316734313964844 }, { "start_logit": 0.133056640625, "end_logit": 6.578125, "text": "del Periodo Nara.[4]\u200b Sin embargo, en 1965", "probability": 0.0005235671997070312 }, { "start_logit": -0.001953125, "end_logit": 6.578125, "text": "\u200b Sin embargo, en 1965", "probability": 0.0004582405090332031 }, { "start_logit": -0.103271484375, "end_logit": 6.578125, "text": "4]\u200b Sin embargo, en 1965", "probability": 0.00041413307189941406 }, { "start_logit": 7.58984375, "end_logit": -1.3203125, "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n y", "probability": 0.00033664703369140625 }, { "start_logit": 7.58984375, "end_logit": -1.384765625, "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n y sus custo", "probability": 0.0003151893615722656 } ], "1c9b177910676de950fa49c18a47036390f06ed1": [ { "start_logit": 2.046875, "end_logit": 2.64453125, "text": "2014", "probability": 0.2333984375 }, { "start_logit": 1.478515625, "end_logit": 2.64453125, "text": "Los aludes en Afganist\u00e1n de 2014", "probability": 0.1324462890625 }, { "start_logit": 1.154296875, "end_logit": 2.64453125, "text": "Afganist\u00e1n de 2014", "probability": 0.0955810546875 }, { "start_logit": 1.1259765625, "end_logit": 2.64453125, "text": "de 2014", "probability": 0.09283447265625 }, { "start_logit": 1.5625, "end_logit": 1.943359375, "text": "1000", "probability": 0.07135009765625 }, { "start_logit": 1.3837890625, "end_logit": 1.943359375, "text": "2100 personas (alrededor de 300 familias) muertas y varios cientos desaparecidas.[3]\u200b Alrededor de 300 casas se destruyeron y unas 1000", "probability": 0.059722900390625 }, { "start_logit": 0.45849609375, "end_logit": 2.64453125, "text": "aludes en Afganist\u00e1n de 2014", "probability": 0.047698974609375 }, { "start_logit": 1.0634765625, "end_logit": 1.943359375, "text": "unas 1000", "probability": 0.0433349609375 }, { "start_logit": 0.82958984375, "end_logit": 1.943359375, "text": "Alrededor de 300 casas se destruyeron y unas 1000", "probability": 0.034271240234375 }, { "start_logit": 0.69921875, "end_logit": 1.943359375, "text": "300 casas se destruyeron y unas 1000", "probability": 0.0300750732421875 }, { "start_logit": 2.046875, "end_logit": 0.32763671875, "text": "2014 fueron", "probability": 0.02301025390625 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El", "probability": 0.0016279220581054688 }, { "start_logit": 1.7333984375, "end_logit": 7.61328125, "text": "su discogr\u00e1fica en ese pa\u00eds, Capitol Records", "probability": 0.001590728759765625 }, { "start_logit": 7.93359375, "end_logit": 1.37890625, "text": "Capi", "probability": 0.0015411376953125 }, { "start_logit": 1.4638671875, "end_logit": 7.61328125, "text": "ese pa\u00eds, Capitol Records", "probability": 0.0012197494506835938 }, { "start_logit": 5.09765625, "end_logit": 3.9296875, "text": "Bhaskar Menon", "probability": 0.001163482666015625 }, { "start_logit": 7.93359375, "end_logit": 0.99169921875, "text": "Capitol Records. El reci\u00e9n asignado presidente de la compa\u00f1\u00eda", "probability": 0.0010423660278320312 } ], "53597c929497829253d23bc50b5924c21154452c": [ { "start_logit": 5.09765625, "end_logit": 4.60546875, "text": "de 1959", "probability": 0.7255859375 }, { "start_logit": 2.724609375, "end_logit": 4.60546875, "text": "1959", "probability": 0.0675048828125 }, { "start_logit": 2.203125, "end_logit": 4.60546875, "text": "febrero de 1959", "probability": 0.0401611328125 }, { "start_logit": 5.09765625, "end_logit": 1.6064453125, "text": "de", "probability": 0.0361328125 }, { "start_logit": 5.09765625, "end_logit": 1.134765625, "text": "de 1959[", "probability": 0.022613525390625 }, { "start_logit": 1.501953125, "end_logit": 4.60546875, "text": "9 de febrero de 1959", "probability": 0.01995849609375 }, { "start_logit": 5.09765625, "end_logit": 0.818359375, "text": "de 1959[1]\u200b), pol\u00edtico", "probability": 0.01641845703125 }, { "start_logit": 1.1025390625, "end_logit": 4.60546875, 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2.513671875, "end_logit": 3.095703125, "text": "a cerca de 36,000 heridos", "probability": 0.09521484375 }, { "start_logit": 2.271484375, "end_logit": 3.095703125, "text": "36,000 heridos", "probability": 0.07470703125 }, { "start_logit": 2.513671875, "end_logit": 2.796875, "text": "a cerca de 36,000", "probability": 0.0706787109375 }, { "start_logit": 2.193359375, "end_logit": 3.095703125, "text": "heridos", "probability": 0.069091796875 }, { "start_logit": 2.271484375, "end_logit": 2.796875, "text": "36,000", "probability": 0.0555419921875 }, { "start_logit": 1.0693359375, "end_logit": 3.095703125, "text": "31,000 soldados de refuerzo, logrando evacuar por v\u00eda a\u00e9rea a cerca de 36,000 heridos", "probability": 0.022430419921875 }, { "start_logit": 0.96875, "end_logit": 3.095703125, "text": "000 heridos", "probability": 0.0202789306640625 }, { "start_logit": 0.7900390625, "end_logit": 3.095703125, "text": "a\u00e9rea a cerca de 36,000 heridos", "probability": 0.016998291015625 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0.012054443359375 }, { "start_logit": 0.414794921875, "end_logit": 3.095703125, "text": "evacuar por v\u00eda a\u00e9rea a cerca de 36,000 heridos", "probability": 0.01165771484375 }, { "start_logit": 0.63330078125, "end_logit": 2.796875, "text": "65,000 toneladas de suministros, y 31,000 soldados de refuerzo, logrando evacuar por v\u00eda a\u00e9rea a cerca de 36,000", "probability": 0.01076507568359375 }, { "start_logit": 3.49609375, "end_logit": -0.1514892578125, "text": "cerca de 36,000 heridos.", "probability": 0.00988006591796875 } ], "3eed7368a5f3f85e2b3b32fe1f4779deda91775d": [ { "start_logit": 2.212890625, "end_logit": 1.400390625, "text": "P-38D", "probability": 0.1602783203125 }, { "start_logit": 1.99609375, "end_logit": 1.494140625, "text": "P-38 Lightning", "probability": 0.1417236328125 }, { "start_logit": 1.671875, "end_logit": 1.494140625, "text": "66 P-38 Lightning", "probability": 0.10247802734375 }, { "start_logit": 1.951171875, "end_logit": 1.1796875, "text": "XP-38A", "probability": 0.09893798828125 }, { "start_logit": 1.318359375, "end_logit": 1.494140625, "text": "YP-38, el Cuerpo A\u00e9reo del Ej\u00e9rcito estadounidense (USAAC) orden\u00f3 la producci\u00f3n inicial de 66 P-38 Lightning", "probability": 0.07196044921875 }, { "start_logit": 0.9736328125, "end_logit": 1.494140625, "text": "Cuerpo A\u00e9reo del Ej\u00e9rcito estadounidense (USAAC) orden\u00f3 la producci\u00f3n inicial de 66 P-38 Lightning", "probability": 0.051025390625 }, { "start_logit": 2.212890625, "end_logit": 0.06634521484375, "text": "P-38D. 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"probability": 0.007259368896484375 }, { "start_logit": 5.64453125, "end_logit": 0.6640625, "text": "Festival de cine de S", "probability": 0.00720977783203125 }, { "start_logit": 0.97900390625, "end_logit": 5.328125, "text": "undance", "probability": 0.00720977783203125 }, { "start_logit": 0.83740234375, "end_logit": 5.328125, "text": "2015 en el Festival de cine de Sundance", "probability": 0.006237030029296875 }, { "start_logit": 5.64453125, "end_logit": 0.2391357421875, "text": "Festival de cine de Sundance,[9", "probability": 0.00470733642578125 }, { "start_logit": 0.5419921875, "end_logit": 5.328125, "text": "de Sundance", "probability": 0.0046539306640625 }, { "start_logit": 5.64453125, "end_logit": -0.00518798828125, "text": "Festival de cine de", "probability": 0.0036945343017578125 }, { "start_logit": 5.64453125, "end_logit": -0.01229095458984375, "text": "Festival de cine de Sundance,[9]\u200b", "probability": 0.003665924072265625 }, { "start_logit": 0.2437744140625, "end_logit": 5.328125, "text": "cine de Sundance", "probability": 0.003444671630859375 }, { "start_logit": 0.10906982421875, "end_logit": 5.328125, "text": "de cine de Sundance", "probability": 0.0030155181884765625 }, { "start_logit": 5.64453125, "end_logit": -0.418212890625, "text": "Festival de cine de Sundance,[9]\u200b y", "probability": 0.0024433135986328125 }, { "start_logit": 5.64453125, "end_logit": -0.5556640625, "text": "Festival de cine de Sundance,[9]", "probability": 0.0021305084228515625 }, { "start_logit": -0.271728515625, "end_logit": 5.328125, "text": "ance", "probability": 0.002056121826171875 }, { "start_logit": 3.49609375, "end_logit": 1.4580078125, "text": "Sund", "probability": 0.001857757568359375 } ], "a6fb40bad3aaddab39849d7f1194f46ed14a48ca": [ { "start_logit": 9.0390625, "end_logit": 8.3984375, "text": "1823", "probability": 0.7880859375 }, { "start_logit": 6.14453125, "end_logit": 8.3984375, "text": "23", "probability": 0.043792724609375 }, { "start_logit": 9.0390625, "end_logit": 5.34375, "text": "18", "probability": 0.03717041015625 }, { "start_logit": 9.0390625, "end_logit": 5.078125, "text": "1823) y", "probability": 0.0284881591796875 }, { "start_logit": 5.64453125, "end_logit": 8.3984375, "text": "(1823", "probability": 0.0265655517578125 }, { "start_logit": 9.0390625, "end_logit": 4.87109375, "text": "1823)", "probability": 0.0230712890625 }, { "start_logit": 5.26171875, "end_logit": 8.3984375, "text": "ga (1823", "probability": 0.017974853515625 }, { "start_logit": 9.0390625, "end_logit": 4.01171875, "text": "1823) y Per", "probability": 0.009765625 }, { "start_logit": 3.953125, "end_logit": 8.3984375, "text": "Valperga (1823", "probability": 0.00487518310546875 }, { "start_logit": 3.64453125, "end_logit": 8.3984375, "text": "hist\u00f3ricas Valperga (1823", "probability": 0.00359344482421875 }, { "start_logit": 3.388671875, "end_logit": 8.3984375, "text": "perga (1823", "probability": 0.002777099609375 }, { "start_logit": 9.0390625, "end_logit": 2.734375, "text": "1823) y Perkin Warbeck (1830", "probability": 0.0027332305908203125 }, { "start_logit": 9.0390625, "end_logit": 2.5078125, "text": "1823) y Perkin", "probability": 0.0021800994873046875 }, { "start_logit": 2.87890625, "end_logit": 8.3984375, "text": "novelas hist\u00f3ricas Valperga (1823", "probability": 0.0016717910766601562 }, { "start_logit": 6.14453125, "end_logit": 5.078125, "text": "23) y", "probability": 0.0015697479248046875 }, { "start_logit": 6.14453125, "end_logit": 4.87109375, "text": "23)", "probability": 0.00128173828125 }, { "start_logit": 5.64453125, "end_logit": 5.34375, "text": "(18", "probability": 0.0012416839599609375 }, { "start_logit": 9.0390625, "end_logit": 1.75, "text": "1823) y Perkin Warbeck (1830), la", "probability": 0.0010213851928710938 }, { "start_logit": 5.64453125, "end_logit": 5.078125, "text": "(1823) y", "probability": 0.0009527206420898438 }, { "start_logit": 5.26171875, "end_logit": 5.34375, "text": "ga 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Chamb\u00e9ry", "probability": 0.0036983489990234375 }, { "start_logit": 8.90625, "end_logit": 2.927734375, "text": "Chamb\u00e9ry,", "probability": 0.00350189208984375 }, { "start_logit": 8.90625, "end_logit": 2.80859375, "text": "Ch", "probability": 0.003116607666015625 }, { "start_logit": 2.9765625, "end_logit": 8.4765625, "text": "\u00e9ry", "probability": 0.00238800048828125 }, { "start_logit": 8.90625, "end_logit": 2.1953125, "text": "Chamb\u00e9ry, donde los Alpes y el Jura hacen una pinza. Al", "probability": 0.0016803741455078125 }, { "start_logit": 2.27734375, "end_logit": 8.4765625, "text": "y", "probability": 0.00118255615234375 }, { "start_logit": 8.90625, "end_logit": 1.8271484375, "text": "Chamb\u00e9ry, donde los", "probability": 0.0011644363403320312 }, { "start_logit": 8.90625, "end_logit": 1.681640625, "text": "Chamb\u00e9ry, donde los Alpes", "probability": 0.0010042190551757812 }, { "start_logit": 8.90625, "end_logit": 1.677734375, "text": "Chamb\u00e9ry, donde los Alpes y el Jura hacen una pinza. Al norte", "probability": 0.0010042190551757812 }, { "start_logit": 1.615234375, "end_logit": 8.4765625, "text": "zona de Genevois, terminando en Chamb\u00e9ry", "probability": 0.0006136894226074219 }, { "start_logit": 8.90625, "end_logit": 1.0947265625, "text": "Chamb\u00e9ry, donde los Alpes y el Jura hacen una pinza", "probability": 0.0005583763122558594 }, { "start_logit": 4.9921875, "end_logit": 5.00390625, "text": "en Chamb\u00e9r", "probability": 0.0005583763122558594 }, { "start_logit": 1.25, "end_logit": 8.4765625, "text": "la zona de Genevois, terminando en Chamb\u00e9ry", "probability": 0.0004248619079589844 } ], "20bb0f5f0da2f4ef76c0e873115ad8b875651908": [ { "start_logit": 3.873046875, "end_logit": 4.5859375, "text": "el de condado de Cherokee", "probability": 0.2548828125 }, { "start_logit": 3.630859375, "end_logit": 4.5859375, "text": "condado de Cherokee", "probability": 0.199951171875 }, { "start_logit": 3.55859375, "end_logit": 4.5859375, "text": "de condado de Cherokee", "probability": 0.18505859375 }, { "start_logit": 2.765625, "end_logit": 4.5859375, "text": "Cherokee", "probability": 0.08404541015625 }, { "start_logit": 3.873046875, "end_logit": 2.8515625, "text": "el de condado de Cherokee en el estado estadounidense de Kansas", "probability": 0.04498291015625 }, { "start_logit": 3.630859375, "end_logit": 2.8515625, "text": "condado de Cherokee en el estado estadounidense de Kansas", "probability": 0.035308837890625 }, { "start_logit": 3.55859375, "end_logit": 2.8515625, "text": "de condado de Cherokee en el estado estadounidense de Kansas", "probability": 0.03277587890625 }, { "start_logit": 1.2705078125, "end_logit": 4.5859375, "text": "en el de condado de Cherokee", "probability": 0.0188140869140625 }, { "start_logit": 3.873046875, "end_logit": 1.8837890625, "text": "el de condado de Chero", "probability": 0.0170745849609375 }, { "start_logit": 2.765625, "end_logit": 2.8515625, "text": "Cherokee en el estado estadounidense de Kansas", "probability": 0.01483154296875 }, { "start_logit": 3.630859375, "end_logit": 1.8837890625, "text": "condado de Chero", "probability": 0.013397216796875 }, { "start_logit": 3.873046875, "end_logit": 1.638671875, "text": "el de condado de Ch", "probability": 0.01334381103515625 }, { "start_logit": 2.646484375, "end_logit": 2.8515625, "text": "Kansas", "probability": 0.01319122314453125 }, { "start_logit": 3.55859375, "end_logit": 1.8837890625, "text": "de condado de Chero", "probability": 0.01244354248046875 }, { "start_logit": 3.873046875, "end_logit": 1.4921875, "text": "el de condado de Cherokee en", "probability": 0.0115509033203125 }, { "start_logit": 0.69091796875, "end_logit": 4.5859375, "text": "de Cherokee", "probability": 0.01055908203125 }, { "start_logit": 3.630859375, "end_logit": 1.638671875, "text": "condado de Ch", "probability": 0.01047515869140625 }, { "start_logit": 3.55859375, "end_logit": 1.638671875, "text": "de condado de Ch", "probability": 0.00972747802734375 }, { "start_logit": 3.630859375, "end_logit": 1.4921875, "text": "condado de Cherokee en", "probability": 0.00907135009765625 }, { "start_logit": 3.55859375, "end_logit": 1.4921875, "text": "de condado de Cherokee en", "probability": 0.0084228515625 } ], "f21d0e2102f2c61006944d859703bb10bee814cc": [ { "start_logit": 5.2578125, "end_logit": 3.640625, "text": "nativos hostiles y enfermedades tropicales", "probability": 0.2413330078125 }, { "start_logit": 5.2578125, "end_logit": 3.505859375, "text": "nativos hostiles", "probability": 0.211181640625 }, { "start_logit": 5.2578125, "end_logit": 3.142578125, "text": "nativos hostiles y enfermedades tropicales.", "probability": 0.1463623046875 }, { "start_logit": 5.2578125, "end_logit": 2.482421875, "text": "nativos hostiles y enfermedades", "probability": 0.075927734375 }, { "start_logit": 5.2578125, "end_logit": 2.287109375, "text": "nativos hostiles y enfermedades tropicales. Un", "probability": 0.06243896484375 }, { "start_logit": 3.076171875, "end_logit": 3.640625, "text": "de nativos hostiles y enfermedades tropicales", "probability": 0.02728271484375 }, { "start_logit": 5.2578125, "end_logit": 1.4013671875, "text": "nativos hostiles y enfermedades tropicales. Un a\u00f1o", "probability": 0.025726318359375 }, { "start_logit": 2.98828125, "end_logit": 3.640625, "text": "llena de nativos hostiles y enfermedades tropicales", "probability": 0.024932861328125 }, { "start_logit": 3.076171875, "end_logit": 3.505859375, "text": "de nativos hostiles", "probability": 0.0238037109375 }, { "start_logit": 2.98828125, "end_logit": 3.505859375, "text": "llena de nativos hostiles", "probability": 0.0217437744140625 }, { "start_logit": 2.697265625, "end_logit": 3.640625, "text": " El Dorado con much\u00edsimo oro y fortunas f\u00e1ciles de hacer. En cambio, encontraron una tierra llena de nativos hostiles y enfermedades tropicales", "probability": 0.0186004638671875 }, { "start_logit": 3.076171875, "end_logit": 3.142578125, "text": "de nativos hostiles y enfermedades tropicales.", "probability": 0.0165557861328125 }, { "start_logit": 2.697265625, "end_logit": 3.505859375, "text": " El Dorado con much\u00edsimo oro y fortunas f\u00e1ciles de hacer. En cambio, encontraron una tierra llena de nativos hostiles", "probability": 0.0162811279296875 }, { "start_logit": 2.98828125, "end_logit": 3.142578125, "text": "llena de nativos hostiles y enfermedades tropicales.", "probability": 0.0151824951171875 }, { "start_logit": 2.46875, "end_logit": 3.640625, "text": "enfermedades tropicales", "probability": 0.01483917236328125 }, { "start_logit": 5.2578125, "end_logit": 0.76953125, "text": "nativos hos", "probability": 0.01366424560546875 }, { "start_logit": 5.2578125, "end_logit": 0.69482421875, "text": "nativos hostiles y", "probability": 0.01268768310546875 }, { "start_logit": 5.2578125, "end_logit": 0.59814453125, "text": "nativos", "probability": 0.011505126953125 }, { "start_logit": 2.697265625, "end_logit": 3.142578125, "text": " El Dorado con much\u00edsimo oro y fortunas f\u00e1ciles de hacer. En cambio, encontraron una tierra llena de nativos hostiles y enfermedades tropicales.", "probability": 0.01132965087890625 }, { "start_logit": 2.46875, "end_logit": 3.142578125, "text": "enfermedades tropicales.", "probability": 0.00899505615234375 } ], "b451d9e2e62b6537779707b510ba207032ee6a25": [ { "start_logit": 1.4033203125, "end_logit": 0.966796875, "text": "plantaciones", "probability": 0.2237548828125 }, { "start_logit": 1.298828125, "end_logit": 0.012786865234375, "text": "az\u00facar", "probability": 0.07757568359375 }, { "start_logit": 1.298828125, "end_logit": 0.0010251998901367188, "text": "az\u00facar, madera, pimienta de Cayena y otras especias", "probability": 0.07666015625 }, { "start_logit": 0.3154296875, "end_logit": 0.966796875, "text": "madera, pimienta de Cayena y otras especias trajeron cierta prosperidad a la colonia por primera vez. Cayena, la capital, fue rodeada por plantaciones", "probability": 0.0753173828125 }, { "start_logit": 1.298828125, "end_logit": -0.12347412109375, "text": "az\u00facar, madera", "probability": 0.06768798828125 }, { "start_logit": 0.047698974609375, "end_logit": 0.966796875, "text": "pimienta de Cayena y otras especias trajeron cierta prosperidad a la colonia por primera vez. Cayena, la capital, fue rodeada por plantaciones", "probability": 0.057647705078125 }, { "start_logit": 1.298828125, "end_logit": -0.345947265625, "text": "az\u00facar, madera, pimienta", "probability": 0.05419921875 }, { "start_logit": 1.4033203125, "end_logit": -0.71826171875, "text": "plantaciones, algunas de las cuales ten\u00edan varios miles de esclavos", "probability": 0.041473388671875 }, { "start_logit": 1.298828125, "end_logit": -0.7138671875, "text": "az\u00facar, madera, pimienta de Cayena", "probability": 0.037506103515625 }, { "start_logit": -0.450927734375, "end_logit": 0.966796875, "text": "especias trajeron cierta prosperidad a la colonia por primera vez. Cayena, la capital, fue rodeada por plantaciones", "probability": 0.035003662109375 }, { "start_logit": 0.32470703125, "end_logit": 0.0770263671875, "text": "plantaciones", "probability": 0.03125 }, { "start_logit": 0.32470703125, "end_logit": 0.012786865234375, "text": "plantaciones fueron establecidas a lo largo de los r\u00edos libres de enfermedades. Exportaciones de az\u00facar", "probability": 0.0292816162109375 }, { "start_logit": 0.32470703125, "end_logit": 0.0010251998901367188, "text": "plantaciones fueron establecidas a lo largo de los r\u00edos libres de enfermedades. Exportaciones de az\u00facar, madera, pimienta de Cayena y otras especias", "probability": 0.028961181640625 }, { "start_logit": 0.3154296875, "end_logit": 0.0010251998901367188, "text": "madera, pimienta de Cayena y otras especias", "probability": 0.0286865234375 }, { "start_logit": 0.32470703125, "end_logit": -0.12347412109375, "text": "plantaciones fueron establecidas a lo largo de los r\u00edos libres de enfermedades. Exportaciones de az\u00facar, madera", "probability": 0.0255584716796875 }, { "start_logit": 0.3154296875, "end_logit": -0.12347412109375, "text": "madera", "probability": 0.0253143310546875 }, { "start_logit": 0.047698974609375, "end_logit": 0.0010251998901367188, "text": "pimienta de Cayena y otras especias", "probability": 0.021942138671875 }, { "start_logit": -0.07568359375, "end_logit": 0.0770263671875, "text": "las plantaciones", "probability": 0.02093505859375 }, { "start_logit": 0.32470703125, "end_logit": -0.345947265625, "text": "plantaciones fueron establecidas a lo largo de los r\u00edos libres de enfermedades. Exportaciones de az\u00facar, madera, pimienta", "probability": 0.02044677734375 }, { "start_logit": -0.990234375, "end_logit": 0.966796875, "text": "por plantaciones", "probability": 0.0204010009765625 } ], "70400b3b5b5ca3c293c38d36b9606b8fa90880f2": [ { "start_logit": 7.22265625, "end_logit": 6.59765625, "text": "1951", "probability": 0.87353515625 }, { "start_logit": 4.2578125, "end_logit": 6.59765625, "text": "en 1951", "probability": 0.04522705078125 }, { "start_logit": 7.22265625, "end_logit": 3.267578125, "text": "1951. En", "probability": 0.031341552734375 }, { "start_logit": 3.314453125, "end_logit": 6.59765625, "text": "formalmente en 1951", "probability": 0.017578125 }, { "start_logit": 7.22265625, "end_logit": 2.564453125, "text": "1951.", "probability": 0.0155029296875 }, { "start_logit": 2.1640625, "end_logit": 6.59765625, "text": "cerradas formalmente en 1951", "probability": 0.005573272705078125 }, { "start_logit": 7.22265625, "end_logit": 0.97509765625, "text": "1951. En primer", "probability": 0.00315093994140625 }, { "start_logit": 4.2578125, "end_logit": 3.267578125, "text": "en 1951. En", "probability": 0.00160980224609375 }, { "start_logit": 0.55029296875, "end_logit": 6.59765625, "text": "Las infames colonias penales, incluida la Isla del Diablo, fueron cerradas formalmente en 1951", "probability": 0.00110626220703125 }, { "start_logit": 4.2578125, "end_logit": 2.564453125, "text": "en 1951.", "probability": 0.0007967948913574219 }, { "start_logit": 3.44140625, "end_logit": 3.267578125, "text": ". En", "probability": 0.0007143020629882812 }, { "start_logit": 0.060089111328125, "end_logit": 6.59765625, "text": "fueron cerradas formalmente en 1951", "probability": 0.0006761550903320312 }, { "start_logit": 3.314453125, "end_logit": 3.267578125, "text": "formalmente en 1951. En", "probability": 0.0006279945373535156 }, { "start_logit": 4.2578125, "end_logit": 2.134765625, "text": "en", "probability": 0.0005183219909667969 }, { "start_logit": -0.2978515625, "end_logit": 6.59765625, "text": "Isla del Diablo, fueron cerradas formalmente en 1951", "probability": 0.0004737377166748047 }, { "start_logit": -0.40625, "end_logit": 6.59765625, "text": "Diablo, fueron cerradas formalmente en 1951", "probability": 0.0004248619079589844 }, { "start_logit": 7.22265625, "end_logit": -1.09375, "text": "1951. En primer lugar", "probability": 0.0003991127014160156 }, { "start_logit": 3.44140625, "end_logit": 2.564453125, "text": ".", "probability": 0.0003535747528076172 }, { "start_logit": -0.6650390625, "end_logit": 6.59765625, "text": "colonias penales, incluida la Isla del Diablo, fueron cerradas formalmente en 1951", "probability": 0.00032830238342285156 }, { "start_logit": 3.314453125, "end_logit": 2.564453125, "text": "formalmente en 1951.", "probability": 0.0003108978271484375 } ], "db8ad238e636314edbb75c8eeba02bf6cb87b003": [ { "start_logit": 8.0703125, "end_logit": 7.359375, "text": "1956", "probability": 0.857421875 }, { "start_logit": 8.0703125, "end_logit": 4.421875, "text": "1956 el", "probability": 0.04547119140625 }, { "start_logit": 5.03515625, "end_logit": 7.359375, "text": "en 1956", "probability": 0.04107666015625 }, { "start_logit": 8.0703125, "end_logit": 3.775390625, "text": "1956 el pa\u00eds", "probability": 0.0237579345703125 }, { "start_logit": 8.0703125, "end_logit": 2.7734375, "text": "1956 el pa\u00eds aprob\u00f3", "probability": 0.0087432861328125 }, { "start_logit": 3.201171875, "end_logit": 7.359375, "text": "pero en 1956", "probability": 0.00659942626953125 }, { "start_logit": 8.0703125, "end_logit": 1.4033203125, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n", "probability": 0.002227783203125 }, { "start_logit": 5.03515625, "end_logit": 4.421875, "text": "en 1956 el", "probability": 0.0021762847900390625 }, { "start_logit": 2.07421875, "end_logit": 7.359375, "text": "Inicialmente Pakist\u00e1n fue un dominio brit\u00e1nico, pero en 1956", "probability": 0.0021419525146484375 }, { "start_logit": 1.9013671875, "end_logit": 7.359375, "text": "Pakist\u00e1n fue un dominio brit\u00e1nico, pero en 1956", "probability": 0.001789093017578125 }, { "start_logit": 8.0703125, "end_logit": 0.84912109375, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica. Una", "probability": 0.0012788772583007812 }, { "start_logit": 8.0703125, "end_logit": 0.841796875, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica", "probability": 0.0012693405151367188 }, { "start_logit": 5.03515625, "end_logit": 3.775390625, "text": "en 1956 el pa\u00eds", "probability": 0.0011463165283203125 }, { "start_logit": 1.357421875, "end_logit": 7.359375, "text": ", pero en 1956", "probability": 0.0010442733764648438 }, { "start_logit": 1.09375, "end_logit": 7.359375, "text": "brit\u00e1nico, pero en 1956", "probability": 0.0008006095886230469 }, { "start_logit": 1.0400390625, "end_logit": 7.359375, "text": "dominio brit\u00e1nico, pero en 1956", "probability": 0.0007581710815429688 }, { "start_logit": 8.0703125, "end_logit": 0.1650390625, "text": "1956 el pa\u00eds aprob\u00f3 una", "probability": 0.0006432533264160156 }, { "start_logit": 0.81396484375, "end_logit": 7.359375, "text": ". Inicialmente Pakist\u00e1n fue un dominio brit\u00e1nico, pero en 1956", "probability": 0.0006046295166015625 }, { "start_logit": 3.734375, "end_logit": 4.421875, "text": "el", "probability": 0.0005950927734375 }, { "start_logit": 8.0703125, "end_logit": -0.08294677734375, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica. Una guerra civil en 1971", "probability": 0.0005030632019042969 } ], "591cb0ca8cd77c353771552981009609a8a7b932": [ { "start_logit": 4.72265625, "end_logit": 4.625, "text": "qawwali", "probability": 0.360595703125 }, { "start_logit": 4.171875, "end_logit": 4.625, "text": "el qawwali", "probability": 0.2086181640625 }, { "start_logit": 2.955078125, "end_logit": 4.625, "text": "como el qawwali", "probability": 0.061676025390625 }, { "start_logit": 2.765625, "end_logit": 4.625, "text": "estilos tradicionales; como el qawwali", "probability": 0.0511474609375 }, { "start_logit": 4.72265625, "end_logit": 2.484375, "text": "qaww", "probability": 0.042572021484375 }, { "start_logit": 2.353515625, "end_logit": 4.625, "text": "awwali", "probability": 0.0338134765625 }, { "start_logit": 2.1953125, "end_logit": 4.625, "text": "tradicionales; como el qawwali", "probability": 0.0289154052734375 }, { "start_logit": 4.72265625, "end_logit": 2.091796875, "text": "qa", "probability": 0.0287017822265625 }, { "start_logit": 4.171875, "end_logit": 2.484375, "text": "el qaww", "probability": 0.0245361328125 }, { "start_logit": 4.72265625, "end_logit": 1.8603515625, "text": "q", "probability": 0.0227813720703125 }, { "start_logit": 1.7568359375, "end_logit": 4.625, "text": "wwali", "probability": 0.0186614990234375 }, { "start_logit": 1.662109375, "end_logit": 4.625, "text": "ali", "probability": 0.016998291015625 }, { "start_logit": 4.171875, "end_logit": 2.091796875, "text": "el qa", "probability": 0.0166015625 }, { "start_logit": 1.638671875, "end_logit": 4.625, "text": "Desde estilos tradicionales; como el qawwali", "probability": 0.0166015625 }, { "start_logit": 4.72265625, "end_logit": 1.3564453125, "text": "qawwali, a", "probability": 0.013763427734375 }, { "start_logit": 4.171875, "end_logit": 1.8603515625, "text": "el q", "probability": 0.0131378173828125 }, { "start_logit": 4.72265625, "end_logit": 1.18359375, "text": "qawwali, a estilos m\u00e1s modernos", "probability": 0.01158905029296875 }, { "start_logit": 4.72265625, "end_logit": 1.1318359375, "text": "qawwali, a estilos m\u00e1s modernos que tratan de fusionar la m\u00fasica tradicional pakistan\u00ed con la m\u00fasica occidental", "probability": 0.011016845703125 }, { "start_logit": 4.72265625, "end_logit": 1.0732421875, "text": "qawwali, a estilos m\u00e1s modernos que tratan de fusionar la m\u00fasica tradicional pakistan\u00ed", "probability": 0.01038360595703125 }, { "start_logit": 4.171875, "end_logit": 1.3564453125, "text": "el qawwali, a", "probability": 0.0079345703125 } ], "057289e3a225c05c002649075c08bd87ed3ba3b6": [ { "start_logit": 4.97265625, "end_logit": 4.35546875, "text": "El hockey", "probability": 0.51171875 }, { "start_logit": 4.37890625, "end_logit": 4.35546875, "text": "hockey", "probability": 0.28271484375 }, { "start_logit": 2.583984375, "end_logit": 4.35546875, "text": "respectivamente. El hockey", "probability": 0.046844482421875 }, { "start_logit": 2.3671875, "end_logit": 4.35546875, "text": ". El hockey", "probability": 0.03778076171875 }, { "start_logit": 4.97265625, "end_logit": 1.3896484375, "text": "El hockey es", "probability": 0.026397705078125 }, { "start_logit": 4.97265625, "end_logit": 1.029296875, "text": "El", "probability": 0.0183563232421875 }, { "start_logit": 1.5625, "end_logit": 4.35546875, "text": "medallas, respectivamente. El hockey", "probability": 0.01690673828125 }, { "start_logit": 4.37890625, "end_logit": 1.3896484375, "text": "hockey es", "probability": 0.0145721435546875 }, { "start_logit": 4.97265625, "end_logit": 0.3427734375, "text": "El hockey es el deporte", "probability": 0.0092620849609375 }, { "start_logit": 4.97265625, "end_logit": 0.1597900390625, "text": "El hockey es el", "probability": 0.007709503173828125 }, { "start_logit": 4.97265625, "end_logit": -0.1876220703125, "text": "El hockey es el deporte en el que Pakist\u00e1n ha tenido m\u00e1s \u00e9xito en los Juegos Ol\u00edmpicos", "probability": 0.0054473876953125 }, { "start_logit": 4.37890625, "end_logit": 0.3427734375, "text": "hockey es el deporte", "probability": 0.005115509033203125 }, { "start_logit": 4.37890625, "end_logit": 0.1597900390625, "text": "hockey es el", "probability": 0.004261016845703125 }, { "start_logit": 4.37890625, "end_logit": -0.1876220703125, "text": "hockey es el deporte en el que Pakist\u00e1n ha tenido m\u00e1s \u00e9xito en los Juegos Ol\u00edmpicos", "probability": 0.0030078887939453125 }, { "start_logit": 2.583984375, "end_logit": 1.3896484375, "text": "respectivamente. El hockey es", "probability": 0.0024166107177734375 }, { "start_logit": 2.3671875, "end_logit": 1.3896484375, "text": ". El hockey es", "probability": 0.001949310302734375 }, { "start_logit": 4.97265625, "end_logit": -1.3232421875, "text": "El hockey es el deporte en el que Pakist\u00e1n", "probability": 0.00174713134765625 }, { "start_logit": 2.583984375, "end_logit": 1.029296875, "text": "respectivamente. El", "probability": 0.0016870498657226562 }, { "start_logit": 2.3671875, "end_logit": 1.029296875, "text": ". 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0.10614013671875 }, { "start_logit": -1.671875, "end_logit": -2.119140625, "text": "1987 gana el oro en suelo, tambi\u00e9n el oro en salto", "probability": 0.10223388671875 }, { "start_logit": -1.671875, "end_logit": -2.251953125, "text": "1987 gana el oro en suelo", "probability": 0.08953857421875 }, { "start_logit": -1.671875, "end_logit": -2.41796875, "text": "1987", "probability": 0.07586669921875 }, { "start_logit": -2.392578125, "end_logit": -2.08203125, "text": "el oro en salto, y la plata en equipos", "probability": 0.051513671875 }, { "start_logit": -2.41015625, "end_logit": -2.08203125, "text": "salto, y la plata en equipos", "probability": 0.050750732421875 }, { "start_logit": -2.392578125, "end_logit": -2.119140625, "text": "el oro en salto", "probability": 0.04974365234375 }, { "start_logit": -2.41015625, "end_logit": -2.119140625, "text": "salto", "probability": 0.048797607421875 }, { "start_logit": -2.490234375, "end_logit": -2.08203125, "text": "plata en equipos", 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"probability": 0.033538818359375 }, { "start_logit": -2.841796875, "end_logit": -2.08203125, "text": "la plata en equipos", "probability": 0.03302001953125 }, { "start_logit": -1.671875, "end_logit": -3.27734375, "text": "1987 gana el oro en suelo, tambi\u00e9n el oro en salto, y la plata", "probability": 0.0321044921875 }, { "start_logit": -2.765625, "end_logit": -2.251953125, "text": "el oro en suelo", "probability": 0.030059814453125 }, { "start_logit": -2.947265625, "end_logit": -2.08203125, "text": "oro en suelo, tambi\u00e9n el oro en salto, y la plata en equipos", "probability": 0.0295867919921875 } ], "26745e8c60c0cc29e1d4070c4435ddc11daf9866": [ { "start_logit": 5.9765625, "end_logit": 5.28125, "text": "latinos", "probability": 0.71240234375 }, { "start_logit": 3.13671875, "end_logit": 5.28125, "text": "el n\u00famero de latinos", "probability": 0.04180908203125 }, { "start_logit": 5.9765625, "end_logit": 2.431640625, "text": "latinos siempre", "probability": 0.0411376953125 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"text": "puertos, minas, y, particularmente, los edificio en donde la gr\u00faa de acoplamientos", "probability": 0.0197296142578125 }, { "start_logit": 2.169921875, "end_logit": 2.232421875, "text": "\u00e1reas de puertos", "probability": 0.017822265625 }, { "start_logit": 4.2109375, "end_logit": 0.1707763671875, "text": "puertos, minas, y, particularmente, los edificio en donde", "probability": 0.017486572265625 }, { "start_logit": 2.169921875, "end_logit": 2.21484375, "text": "\u00e1reas de puertos, minas, y, particularmente, los edificio", "probability": 0.017486572265625 }, { "start_logit": 4.2109375, "end_logit": 0.130615234375, "text": "puertos, minas, y, particularmente, los", "probability": 0.0167388916015625 }, { "start_logit": 1.841796875, "end_logit": 2.21484375, "text": "minas, y, particularmente, los edificio", "probability": 0.01259613037109375 }, { "start_logit": 1.6416015625, "end_logit": 2.232421875, "text": "de puertos", "probability": 0.01052093505859375 }, { "start_logit": 1.6416015625, "end_logit": 2.21484375, "text": "de puertos, minas, y, particularmente, los edificio", "probability": 0.01031494140625 } ], "937cd14655dccd4a0ce9fd16e9c01baf30693cc7": [ { "start_logit": 4.02734375, "end_logit": 4.2578125, "text": "el interfer\u00f3metro puede considerarse en reposo", "probability": 0.1566162109375 }, { "start_logit": 3.970703125, "end_logit": 4.2578125, "text": "en reposo", "probability": 0.1483154296875 }, { "start_logit": 3.515625, "end_logit": 4.2578125, "text": "en su marco inercial, el interfer\u00f3metro puede considerarse en reposo", "probability": 0.09429931640625 }, { "start_logit": 3.4765625, "end_logit": 4.2578125, "text": "reposo", "probability": 0.09063720703125 }, { "start_logit": 3.30859375, "end_logit": 4.2578125, "text": "la siguiente: en su marco inercial, el interfer\u00f3metro puede considerarse en reposo", "probability": 0.07666015625 }, { "start_logit": 2.65625, "end_logit": 4.2578125, "text": "su explicaci\u00f3n es la siguiente: en su marco inercial, el interfer\u00f3metro puede considerarse en reposo", "probability": 0.039947509765625 }, { "start_logit": 2.625, "end_logit": 4.2578125, "text": "considerarse en reposo", "probability": 0.0386962890625 }, { "start_logit": 2.58203125, "end_logit": 4.2578125, "text": "marco inercial, el interfer\u00f3metro puede considerarse en reposo", "probability": 0.037078857421875 }, { "start_logit": 2.490234375, "end_logit": 4.2578125, "text": "siguiente: en su marco inercial, el interfer\u00f3metro puede considerarse en reposo", "probability": 0.03387451171875 }, { "start_logit": 4.02734375, "end_logit": 2.70703125, "text": "el interfer\u00f3metro puede considerarse en reposo de acuerdo", "probability": 0.033355712890625 }, { "start_logit": 3.970703125, "end_logit": 2.70703125, "text": "en reposo de acuerdo", "probability": 0.031585693359375 }, { "start_logit": 4.02734375, "end_logit": 2.51953125, "text": "el interfer\u00f3metro puede considerarse en reposo de", "probability": 0.02764892578125 }, { "start_logit": 3.515625, "end_logit": 2.982421875, "text": "en su marco inercial", "probability": 0.026397705078125 }, { "start_logit": 3.970703125, "end_logit": 2.51953125, "text": "en reposo de", "probability": 0.02618408203125 }, { "start_logit": 4.02734375, "end_logit": 2.451171875, "text": "el interfer\u00f3metro puede considerarse en reposo de acuerdo con el principio de la relatividad", "probability": 0.025787353515625 }, { "start_logit": 2.20703125, "end_logit": 4.2578125, "text": "interfer\u00f3metro puede considerarse en reposo", "probability": 0.0254669189453125 }, { "start_logit": 3.970703125, "end_logit": 2.451171875, "text": "en reposo de acuerdo con el principio de la relatividad", "probability": 0.0243988037109375 }, { "start_logit": 2.041015625, "end_logit": 4.2578125, "text": "su marco inercial, el interfer\u00f3metro puede considerarse en reposo", "probability": 0.0215301513671875 }, { "start_logit": 3.30859375, "end_logit": 2.982421875, "text": "la siguiente: en su marco inercial", "probability": 0.0213623046875 }, { "start_logit": 3.515625, "end_logit": 2.70703125, "text": "en su marco inercial, el interfer\u00f3metro puede considerarse en reposo de acuerdo", "probability": 0.0200042724609375 } ], "878533eaf7e1ff208933ef4a810a8eac4cefe137": [ { "start_logit": 7.203125, "end_logit": 6.2890625, "text": "aumento de la densidad de nucleones", "probability": 0.2607421875 }, { "start_logit": 7.203125, "end_logit": 5.921875, "text": "aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud", "probability": 0.1806640625 }, { "start_logit": 6.52734375, "end_logit": 6.2890625, "text": "el aumento de la densidad de nucleones", "probability": 0.1322021484375 }, { "start_logit": 6.52734375, "end_logit": 5.921875, "text": "el aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud", "probability": 0.09228515625 }, { "start_logit": 7.203125, "end_logit": 4.73046875, "text": "aumento de la densidad de nucleones debido", "probability": 0.05511474609375 }, { "start_logit": 7.203125, "end_logit": 4.67578125, "text": "aumento de la densidad de nucle", "probability": 0.0517578125 }, { "start_logit": 6.52734375, "end_logit": 4.73046875, "text": "el aumento de la densidad de nucleones debido", "probability": 0.027923583984375 }, { "start_logit": 6.52734375, "end_logit": 4.67578125, "text": "el aumento de la densidad de nucle", "probability": 0.0264434814453125 }, { "start_logit": 4.66015625, "end_logit": 6.2890625, "text": "considera el aumento de la densidad de nucleones", "probability": 0.0205841064453125 }, { "start_logit": 7.203125, "end_logit": 3.689453125, "text": "aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud.[", "probability": 0.01934814453125 }, { "start_logit": 4.4609375, "end_logit": 6.2890625, "text": "densidad de nucleones", "probability": 0.016815185546875 }, { "start_logit": 4.33203125, "end_logit": 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se\u00f1alizaci\u00f3n celular por medio del NF-\u03baB,[50]\u200b un complejo de factores de transcripci\u00f3n", "probability": 0.0101470947265625 }, { "start_logit": 1.765625, "end_logit": 5.05078125, "text": "50]\u200b un complejo de factores de transcripci\u00f3n", "probability": 0.009796142578125 } ], "6e2331d2b6c053b2ee40befb021a6f143acbc4e9": [ { "start_logit": 1.5791015625, "end_logit": 1.2744140625, "text": "los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis", "probability": 0.11810302734375 }, { "start_logit": 1.5791015625, "end_logit": 1.0849609375, "text": "los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten con un profesional de la salud", "probability": 0.09771728515625 }, { "start_logit": 1.2060546875, "end_logit": 1.2744140625, "text": "se recomienda que los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis", "probability": 0.081298828125 }, { "start_logit": 1.2060546875, "end_logit": 1.0849609375, "text": "se recomienda que los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten con un profesional de la salud", "probability": 0.0672607421875 }, { "start_logit": 1.060546875, "end_logit": 1.0849609375, "text": "consulten con un profesional de la salud", "probability": 0.05810546875 }, { "start_logit": 0.7177734375, "end_logit": 1.2744140625, "text": "pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis", "probability": 0.049896240234375 }, { "start_logit": 0.66943359375, "end_logit": 1.2744140625, "text": "enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis", "probability": 0.047515869140625 }, { "start_logit": 1.5791015625, "end_logit": 0.322265625, "text": "los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten con un profesional de la salud antes", "probability": 0.045562744140625 }, { "start_logit": 0.58447265625, "end_logit": 1.2744140625, "text": "recomienda que los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis", "probability": 0.043701171875 }, { "start_logit": 1.5791015625, "end_logit": 0.277587890625, "text": "los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten", "probability": 0.043548583984375 }, { "start_logit": 0.5361328125, "end_logit": 1.2744140625, "text": "que los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis", "probability": 0.041595458984375 }, { "start_logit": 0.7177734375, "end_logit": 1.0849609375, "text": "pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten con un profesional de la salud", "probability": 0.041290283203125 }, { "start_logit": 0.66943359375, "end_logit": 1.0849609375, "text": "enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten con un profesional de la salud", "probability": 0.039337158203125 }, { "start_logit": 1.5791015625, "end_logit": 0.11273193359375, "text": "los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consul", "probability": 0.03692626953125 }, { "start_logit": 0.58447265625, "end_logit": 1.0849609375, "text": "recomienda que los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten con un profesional de la salud", "probability": 0.036163330078125 }, { "start_logit": 0.5361328125, "end_logit": 1.0849609375, "text": "que los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten con un profesional de la salud", "probability": 0.034423828125 }, { "start_logit": 1.2060546875, "end_logit": 0.322265625, "text": "se recomienda que los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten con un profesional de la salud antes", "probability": 0.031402587890625 }, { "start_logit": 1.2060546875, "end_logit": 0.277587890625, "text": "se recomienda que los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten", "probability": 0.0300140380859375 }, { "start_logit": 1.060546875, "end_logit": 0.39794921875, "text": "consulten con un profesional de la salud antes de tomar aspirina", "probability": 0.0292816162109375 }, { "start_logit": 0.1124267578125, "end_logit": 1.2744140625, "text": "acci\u00f3n sobre la mucosa estomacal, se recomienda que los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis", "probability": 0.0272369384765625 } ], "7388d21add9ad134b672d3caf5fd8a4ec0a32d44": [ { "start_logit": 5.98046875, "end_logit": 4.05078125, "text": "personas con antecedentes al\u00e9rgicos al ibuprofeno o al naproxeno", "probability": 0.301513671875 }, { "start_logit": 5.98046875, "end_logit": 3.275390625, "text": "personas con antecedentes al\u00e9rgicos", "probability": 0.13916015625 }, { "start_logit": 5.11328125, "end_logit": 3.796875, "text": "pacientes asm\u00e1ticos", "probability": 0.097900390625 }, { "start_logit": 5.98046875, "end_logit": 2.88671875, "text": "personas con antecedentes al\u00e9rgicos al ibuprofeno", "probability": 0.09417724609375 }, { "start_logit": 5.11328125, "end_logit": 3.18359375, "text": "pacientes asm\u00e1ticos o con broncoespasmo inducida por los AINE", "probability": 0.05322265625 }, { "start_logit": 4.09375, "end_logit": 4.05078125, "text": "en personas con antecedentes al\u00e9rgicos al ibuprofeno o al naproxeno", "probability": 0.0455322265625 }, { "start_logit": 5.98046875, "end_logit": 2.103515625, "text": "personas con antecedentes al\u00e9r", "probability": 0.0430908203125 }, { "start_logit": 5.98046875, "end_logit": 1.7685546875, "text": "personas con antecedentes al\u00e9rgicos al ibuprofeno o al naproxeno,[83", "probability": 0.0308074951171875 }, { "start_logit": 5.98046875, "end_logit": 1.62890625, "text": "personas con antecedentes al\u00e9rgicos al ibuprofeno o al naproxeno,[", "probability": 0.026763916015625 }, { "start_logit": 3.666015625, "end_logit": 3.796875, "text": "a pacientes asm\u00e1ticos", "probability": 0.0230712890625 }, { "start_logit": 5.11328125, "end_logit": 2.3359375, "text": "pacientes asm\u00e1ticos o con broncoespasmo inducida por los AINE. Por", "probability": 0.022796630859375 }, { "start_logit": 4.09375, "end_logit": 3.275390625, "text": "en personas con antecedentes al\u00e9rgicos", "probability": 0.02099609375 }, { "start_logit": 5.11328125, "end_logit": 1.9345703125, "text": "pacientes asm\u00e1ticos o con broncoespasmo inducida", "probability": 0.01525115966796875 }, { "start_logit": 5.11328125, "end_logit": 1.9072265625, "text": "pacientes asm\u00e1ticos o con broncoespasmo indu", "probability": 0.01483154296875 }, { "start_logit": 4.09375, "end_logit": 2.88671875, "text": "en personas con antecedentes al\u00e9rgicos al ibuprofeno", "probability": 0.01427459716796875 }, { "start_logit": 3.666015625, "end_logit": 3.18359375, "text": "a pacientes asm\u00e1ticos o con broncoespasmo inducida por los AINE", "probability": 0.012542724609375 }, { "start_logit": 5.11328125, "end_logit": 1.716796875, "text": "pacientes asm\u00e1ticos o con broncoespasmo inducida por los A", "probability": 0.01226043701171875 }, { "start_logit": 3.9296875, "end_logit": 2.83203125, "text": "los pacientes con enfermedad renal, \u00falceras p\u00e9pticas, diabetes, gota o gastritis consulten con un profesional de la salud", "probability": 0.01146697998046875 }, { "start_logit": 5.11328125, "end_logit": 1.5458984375, "text": "pacientes asm\u00e1ticos o con broncoespasmo", "probability": 0.0103607177734375 }, { "start_logit": 2.580078125, "end_logit": 4.05078125, "text": "antecedentes al\u00e9rgicos al ibuprofeno o al naproxeno", "probability": 0.01007843017578125 } ], "170db0702ab6db44b1162a2d1aaac235a8d6c4da": [ { "start_logit": 6.86328125, "end_logit": 6.7890625, "text": "Pacto de Acero", "probability": 0.732421875 }, { "start_logit": 5.546875, "end_logit": 6.7890625, "text": "el Pacto de Acero", "probability": 0.1956787109375 }, { "start_logit": 3.658203125, "end_logit": 6.7890625, "text": "llamada el Pacto de Acero", "probability": 0.0295257568359375 }, { "start_logit": 6.86328125, "end_logit": 2.255859375, 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Pacto de Acero", "probability": 0.001880645751953125 }, { "start_logit": 0.372314453125, "end_logit": 6.7890625, "text": "de Acero", "probability": 0.00110626220703125 }, { "start_logit": 5.546875, "end_logit": 1.60546875, "text": "el Pacto de Acero.", "probability": 0.0010967254638671875 }, { "start_logit": 0.1416015625, "end_logit": 6.7890625, "text": "Eje las constitu\u00edan \u00fanicamente Alemania e Italia en una alianza llamada el Pacto de Acero", "probability": 0.0008778572082519531 }, { "start_logit": 0.00634002685546875, "end_logit": 6.7890625, "text": "Alemania e Italia en una alianza llamada el Pacto de Acero", "probability": 0.0007691383361816406 }, { "start_logit": -0.029754638671875, "end_logit": 6.7890625, "text": "en una alianza llamada el Pacto de Acero", "probability": 0.0007390975952148438 }, { "start_logit": -0.669921875, "end_logit": 6.7890625, "text": "las fuerzas del Eje las constitu\u00edan \u00fanicamente Alemania e Italia en una alianza llamada el Pacto de 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"start_logit": 5.05859375, "end_logit": 0.9052734375, "text": "23 diferentes consignas en", "probability": 0.0330810546875 }, { "start_logit": 5.05859375, "end_logit": 0.44091796875, "text": "23 diferentes consignas en publicidad Estados Unidos", "probability": 0.0207977294921875 }, { "start_logit": 2.63671875, "end_logit": 2.68359375, "text": "utilizado 23 diferentes consignas", "probability": 0.0173797607421875 }, { "start_logit": 2.583984375, "end_logit": 2.68359375, "text": "consignas", "probability": 0.016448974609375 }, { "start_logit": 2.52734375, "end_logit": 2.68359375, "text": "diferentes consignas", "probability": 0.0155792236328125 }, { "start_logit": 1.7509765625, "end_logit": 3.37890625, "text": "ha utilizado 23", "probability": 0.01434326171875 }, { "start_logit": 2.63671875, "end_logit": 2.337890625, "text": "utilizado 23 diferentes", "probability": 0.01232147216796875 }, { "start_logit": 1.533203125, "end_logit": 3.37890625, "text": "McDonald's ha utilizado 23", 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5.05859375, "end_logit": -0.71875, "text": "23 diferentes consignas en publicidad Estados Unidos, as\u00ed como algunas", "probability": 0.006519317626953125 } ], "891ae9748fd3c6f29a9c88db8dd21cf8654db8bd": [ { "start_logit": 7.6875, "end_logit": 7.546875, "text": "San Francisco", "probability": 0.73388671875 }, { "start_logit": 7.6875, "end_logit": 5.6875, "text": "San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro Camera", "probability": 0.11431884765625 }, { "start_logit": 6.015625, "end_logit": 5.6875, "text": "Castro Camera", "probability": 0.021484375 }, { "start_logit": 3.875, "end_logit": 7.546875, "text": "a San Francisco", "probability": 0.0162200927734375 }, { "start_logit": 3.84765625, "end_logit": 7.546875, "text": "Milk y Smith deciden moverse a San Francisco", "probability": 0.015716552734375 }, { "start_logit": 3.806640625, "end_logit": 7.546875, "text": "moverse a San Francisco", "probability": 0.0151214599609375 }, { "start_logit": 7.6875, "end_logit": 3.4921875, "text": "San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro Camera en el coraz\u00f3n de Eureka Valley", "probability": 0.012725830078125 }, { "start_logit": 7.6875, "end_logit": 3.447265625, "text": "San Francisco en", "probability": 0.01213836669921875 }, { "start_logit": 3.470703125, "end_logit": 7.546875, "text": "Francisco", "probability": 0.01080322265625 }, { "start_logit": 7.6875, "end_logit": 3.28125, "text": "San", "probability": 0.01030731201171875 }, { "start_logit": 7.6875, "end_logit": 3.0859375, "text": "San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro Cam", "probability": 0.00847625732421875 }, { "start_logit": 7.6875, "end_logit": 2.68359375, "text": "San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro Camera en", "probability": 0.0056915283203125 }, { "start_logit": 7.6875, "end_logit": 2.513671875, "text": "San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro", "probability": 0.004795074462890625 }, { "start_logit": 7.6875, "end_logit": 2.255859375, "text": "San Francisco en la", "probability": 0.003704071044921875 }, { "start_logit": 3.875, "end_logit": 5.6875, "text": "a San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro Camera", "probability": 0.00252532958984375 }, { "start_logit": 7.6875, "end_logit": 1.865234375, "text": "San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro Camera en el coraz\u00f3n de Eureka Valley, una", "probability": 0.002506256103515625 }, { "start_logit": 3.84765625, "end_logit": 5.6875, "text": "Milk y Smith deciden moverse a San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro Camera", "probability": 0.00244903564453125 }, { "start_logit": 7.6875, "end_logit": 1.837890625, "text": "San Francisco en la b\u00fasqueda", "probability": 0.002429962158203125 }, { "start_logit": 6.015625, "end_logit": 3.4921875, "text": "Castro Camera en el coraz\u00f3n de Eureka Valley", "probability": 0.002391815185546875 }, { "start_logit": 3.806640625, "end_logit": 5.6875, "text": "moverse a San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro Camera", "probability": 0.0023555755615234375 } ], "cdc9ebe21932bdaba7703141c139a5c9a94a6e03": [ { "start_logit": 5.0859375, "end_logit": 3.796875, "text": "Jack Lira", "probability": 0.488037109375 }, { "start_logit": 4.06640625, "end_logit": 3.05078125, "text": "Milk y Smith", "probability": 0.08349609375 }, { "start_logit": 5.0859375, "end_logit": 1.9287109375, "text": "Jack Lira (Diego Luna", "probability": 0.075439453125 }, { "start_logit": 3.87890625, "end_logit": 2.990234375, "text": "Cleve Jones", "probability": 0.06500244140625 }, { "start_logit": 3.625, "end_logit": 2.990234375, "text": "Milk utiliza su experiencia como negociante para convertirse en un activista gay, finalmente convirti\u00e9ndose un mentor para Cleve Jones", "probability": 0.050628662109375 }, { "start_logit": 4.06640625, "end_logit": 2.3515625, "text": "Milk", "probability": 0.04150390625 }, { "start_logit": 3.625, "end_logit": 2.537109375, "text": "Milk", "probability": 0.032196044921875 }, { "start_logit": 2.201171875, "end_logit": 3.796875, "text": "Milk por la pol\u00edtica, y lo deja. M\u00e1s tarde, Milk conoce a Jack Lira", "probability": 0.027313232421875 }, { "start_logit": 5.0859375, "end_logit": 0.76611328125, "text": "Jack Lira (Diego Luna), un hombre joven de naturaleza dulce pero desequilibrado. Como Smith, Lira", "probability": 0.0235443115234375 }, { "start_logit": 1.794921875, "end_logit": 3.796875, "text": "a Jack Lira", "probability": 0.0182037353515625 }, { "start_logit": 4.06640625, "end_logit": 1.505859375, "text": "Milk y Smith deciden moverse a San Francisco en la b\u00fasqueda de la larga aceptaci\u00f3n de su relaci\u00f3n. Ellos abren Castro Camera", "probability": 0.017791748046875 }, { "start_logit": 1.744140625, "end_logit": 3.796875, "text": "Milk conoce a Jack Lira", "probability": 0.0172271728515625 }, { "start_logit": 5.0859375, "end_logit": -0.0301971435546875, "text": "Jack L", "probability": 0.01061248779296875 }, { "start_logit": 3.87890625, "end_logit": 1.1201171875, "text": "Cleve Jones (Emile Hirsch). Al inicio, Smith", "probability": 0.0100555419921875 }, { "start_logit": 1.0380859375, "end_logit": 3.796875, "text": "Lira", "probability": 0.0085296630859375 }, { "start_logit": 3.87890625, "end_logit": 0.85302734375, "text": "Cleve Jones (Emile Hirsch", "probability": 0.007678985595703125 }, { "start_logit": 1.556640625, "end_logit": 3.05078125, "text": "Smith", "probability": 0.00679779052734375 }, { "start_logit": 3.625, "end_logit": 0.85302734375, "text": "Milk utiliza su experiencia como negociante para convertirse en un activista gay, finalmente convirti\u00e9ndose un mentor para Cleve Jones (Emile Hirsch", "probability": 0.005954742431640625 }, { "start_logit": 3.87890625, "end_logit": 0.55810546875, "text": "Cleve Jones (Emile Hirsch). Al inicio, Smith participa como el gerente de campa\u00f1a de Milk", "probability": 0.005725860595703125 }, { "start_logit": 3.87890625, "end_logit": 0.3056640625, "text": "Cleve Jones (Emile Hirsch). Al", "probability": 0.004444122314453125 } ], "c5a1f18656d6f0800b7bb456b249d38c7c5145ed": [ { "start_logit": 6.5078125, "end_logit": 5.46484375, "text": "Sector 5", "probability": 0.65380859375 }, { "start_logit": 6.5078125, "end_logit": 3.576171875, "text": "Sector", "probability": 0.09954833984375 }, { "start_logit": 4.1953125, "end_logit": 5.46484375, "text": "el Sector 5", "probability": 0.06475830078125 }, { "start_logit": 4.01171875, "end_logit": 5.46484375, "text": "para el Sector 5", "probability": 0.0540771484375 }, { "start_logit": 6.5078125, "end_logit": 2.578125, "text": "Sector 5. Su", "probability": 0.036590576171875 }, { "start_logit": 6.5078125, "end_logit": 1.62890625, "text": "Sector 5. Su victoria", "probability": 0.01422119140625 }, { "start_logit": 2.5703125, "end_logit": 5.46484375, "text": "C\u00e1mara de Supervisores de San Francisco en 1977 para el Sector 5", "probability": 0.01274871826171875 }, { "start_logit": 4.1953125, "end_logit": 3.576171875, "text": "el Sector", "probability": 0.00984954833984375 }, { "start_logit": 6.5078125, "end_logit": 1.2109375, "text": "Sector 5.", "probability": 0.00933074951171875 }, { "start_logit": 2.1328125, "end_logit": 5.46484375, "text": "5", "probability": 0.00826263427734375 }, { "start_logit": 4.01171875, "end_logit": 3.576171875, "text": "para el Sector", "probability": 0.0081634521484375 }, { "start_logit": 2.072265625, "end_logit": 5.46484375, "text": "1977 para el Sector 5", "probability": 0.007793426513671875 }, { "start_logit": 4.1953125, "end_logit": 2.578125, "text": "el Sector 5. Su", "probability": 0.00362396240234375 }, { "start_logit": 1.2099609375, "end_logit": 5.46484375, "text": "Asamblea Estatal de California, Milk finalmente gana una silla en la C\u00e1mara de Supervisores de San Francisco en 1977 para el Sector 5", "probability": 0.00328826904296875 }, { "start_logit": 4.01171875, "end_logit": 2.578125, "text": "para el Sector 5. Su", "probability": 0.0030155181884765625 }, { "start_logit": 1.0966796875, "end_logit": 5.46484375, "text": "San Francisco en 1977 para el Sector 5", "probability": 0.0029354095458984375 }, { "start_logit": 1.06640625, "end_logit": 5.46484375, "text": "la C\u00e1mara de Supervisores de San Francisco en 1977 para el Sector 5", "probability": 0.0028438568115234375 }, { "start_logit": 2.5703125, "end_logit": 3.576171875, "text": "C\u00e1mara de Supervisores de San Francisco en 1977 para el Sector", "probability": 0.0019397735595703125 }, { "start_logit": 6.5078125, "end_logit": -0.57958984375, "text": "Sector 5. Su victoria le hace el primer candidato abiertamente gay en ser votado en el mayor oficio p\u00fablico en California", "probability": 0.0015592575073242188 }, { "start_logit": 4.1953125, "end_logit": 1.62890625, "text": "el Sector 5. Su victoria", "probability": 0.0014028549194335938 } ], "8e9adffcaa475cb19cc30f0ab68af559456aab93": [ { "start_logit": 3.732421875, "end_logit": 2.91015625, "text": "Milk falla en apoyar a White debido al negativo efecto que el cierre del hospital tendr\u00eda en los j\u00f3venes que se quedaran sin techo, el segundo", "probability": 0.1605224609375 }, { "start_logit": 3.732421875, "end_logit": 2.88671875, "text": "Milk", "probability": 0.1568603515625 }, { "start_logit": 3.732421875, "end_logit": 2.58203125, "text": "Milk falla en apoyar a White", "probability": 0.1156005859375 }, { "start_logit": 3.470703125, "end_logit": 2.673828125, "text": "Anita Bryant", "probability": 0.09771728515625 }, { "start_logit": 3.1953125, "end_logit": 2.91015625, "text": "el segundo", "probability": 0.093994140625 }, { "start_logit": 2.796875, "end_logit": 2.91015625, "text": "segundo", "probability": 0.0631103515625 }, { "start_logit": 3.732421875, "end_logit": 1.84765625, "text": "Milk falla en apoyar a White debido al negativo efecto que el cierre del hospital tendr\u00eda en los j\u00f3venes que se quedaran sin techo, el segundo vota", "probability": 0.05548095703125 }, { "start_logit": 3.470703125, "end_logit": 1.6728515625, "text": "Anita Bryant y su organizaci\u00f3n Save Our Children", "probability": 0.03594970703125 }, { "start_logit": 2.158203125, "end_logit": 2.91015625, "text": "White debido al negativo efecto que el cierre del hospital tendr\u00eda en los j\u00f3venes que se quedaran sin techo, el segundo", "probability": 0.03338623046875 }, { "start_logit": 3.1953125, "end_logit": 1.84765625, "text": "el segundo vota", "probability": 0.032470703125 }, { "start_logit": 2.158203125, "end_logit": 2.58203125, "text": "White", "probability": 0.0240325927734375 }, { "start_logit": 2.796875, "end_logit": 1.84765625, "text": "segundo vota", "probability": 0.0218048095703125 }, { "start_logit": 1.4736328125, "end_logit": 2.88671875, "text": "White en la ordenanza de Milk sobre los derechos para los homosexuales en toda la ciudad. Cuando Milk", "probability": 0.0164031982421875 }, { "start_logit": 3.732421875, "end_logit": 0.52099609375, "text": "Milk falla en apoyar a White debido al negativo efecto que el cierre del hospital tendr\u00eda en los j\u00f3venes que se quedaran sin techo, el", "probability": 0.0147552490234375 }, { "start_logit": 2.58203125, "end_logit": 1.6728515625, "text": "Save Our Children", "probability": 0.0147552490234375 }, { "start_logit": 3.732421875, "end_logit": 0.44970703125, "text": "Milk falla", "probability": 0.01375579833984375 }, { "start_logit": 3.1953125, "end_logit": 0.9658203125, "text": "el segundo vota contra la ordenanza de los derechos para los homosexuales, siendo el \u00fanico voto negativo. Milk", "probability": 0.013427734375 }, { "start_logit": 2.51953125, "end_logit": 1.5546875, "text": "Milk y White", "probability": 0.01232147216796875 }, { "start_logit": 1.4736328125, "end_logit": 2.58203125, "text": "White en la ordenanza de Milk sobre los derechos para los homosexuales en toda la ciudad. Cuando Milk falla en apoyar a White", "probability": 0.0120849609375 }, { "start_logit": 2.158203125, "end_logit": 1.84765625, "text": "White debido al negativo efecto que el cierre del hospital tendr\u00eda en los j\u00f3venes que se quedaran sin techo, el segundo vota", "probability": 0.01154327392578125 } ], "6cb9cd47112b10497e22c3e3e8199bac5e3cc7df": [ { "start_logit": 5.07421875, "end_logit": 5.00390625, "text": "aumento del sueldo de los supervisores", "probability": 0.251708984375 }, { "start_logit": 4.8125, "end_logit": 5.00390625, "text": "un aumento del sueldo de los supervisores", "probability": 0.1929931640625 }, { "start_logit": 4.58203125, "end_logit": 5.00390625, "text": "Proposici\u00f3n 6, Milk y sus ayudantes se re\u00fanen y festejan tras derrotarla. El inestable White prefiere un aumento del sueldo de los supervisores", "probability": 0.1539306640625 }, { "start_logit": 4.58203125, "end_logit": 4.22265625, "text": "Proposici\u00f3n 6", "probability": 0.0704345703125 }, { "start_logit": 5.07421875, "end_logit": 3.107421875, "text": "aumento del sueldo de los supervis", "probability": 0.037689208984375 }, { "start_logit": 3.17578125, "end_logit": 5.00390625, "text": "prefiere un aumento del sueldo de los supervisores", "probability": 0.037689208984375 }, { "start_logit": 5.07421875, "end_logit": 2.890625, "text": "aumento del sueldo de los supervisores, pero", "probability": 0.030426025390625 }, { "start_logit": 4.8125, "end_logit": 3.107421875, "text": "un aumento del sueldo de los supervis", "probability": 0.029144287109375 }, { "start_logit": 3.48828125, "end_logit": 4.22265625, "text": "la Proposici\u00f3n 6", "probability": 0.0236053466796875 }, { "start_logit": 4.8125, "end_logit": 2.890625, "text": "un aumento del sueldo de los supervisores, pero", "probability": 0.023406982421875 }, { "start_logit": 4.58203125, "end_logit": 3.107421875, "text": "Proposici\u00f3n 6, Milk y sus ayudantes se re\u00fanen y festejan tras derrotarla. El inestable White prefiere un aumento del sueldo de los supervis", "probability": 0.023040771484375 }, { "start_logit": 5.07421875, "end_logit": 2.556640625, "text": "aumento del sueldo", "probability": 0.021820068359375 }, { "start_logit": 2.58203125, "end_logit": 5.00390625, "text": "El inestable White prefiere un aumento del sueldo de los supervisores", "probability": 0.02081298828125 }, { "start_logit": 4.8125, "end_logit": 2.556640625, "text": "un aumento del sueldo", "probability": 0.0167236328125 }, { "start_logit": 2.154296875, "end_logit": 5.00390625, "text": "White prefiere un aumento del sueldo de los supervisores", "probability": 0.0135498046875 }, { "start_logit": 4.58203125, "end_logit": 2.556640625, "text": "Proposici\u00f3n 6, Milk y sus ayudantes se re\u00fanen y festejan tras derrotarla. El inestable White prefiere un aumento del sueldo", "probability": 0.01334381103515625 }, { "start_logit": 5.07421875, "end_logit": 1.853515625, "text": "aumento del sueldo de los", "probability": 0.01080322265625 }, { "start_logit": 1.92578125, "end_logit": 5.00390625, "text": "sueldo de los supervisores", "probability": 0.01080322265625 }, { "start_logit": 5.07421875, "end_logit": 1.763671875, "text": "aumento del sueldo de los supervisores, pero no recibe mucho apoyo", "probability": 0.0098419189453125 }, { "start_logit": 1.6767578125, "end_logit": 5.00390625, "text": "del sueldo de los supervisores", "probability": 0.00841522216796875 } ], "bd67030f1b38bb26323a27bd988bc95b4789a8e2": [ { "start_logit": 4.3515625, "end_logit": 4.75, "text": "trav\u00e9s de una ventana del s\u00f3tano", "probability": 0.2105712890625 }, { "start_logit": 3.93359375, "end_logit": 4.75, "text": "una ventana del s\u00f3tano", "probability": 0.13916015625 }, { "start_logit": 4.3515625, "end_logit": 4.25, "text": "trav\u00e9s de una ventana del s\u00f3tano para ocultar un arma de los detectores de metales", "probability": 0.127685546875 }, { "start_logit": 3.93359375, "end_logit": 4.25, "text": "una ventana del s\u00f3tano para ocultar un arma de los detectores de metales", "probability": 0.08441162109375 }, { "start_logit": 3.421875, "end_logit": 4.75, "text": "ventana del s\u00f3tano", "probability": 0.0831298828125 }, { "start_logit": 3.421875, "end_logit": 4.25, "text": "ventana del s\u00f3tano para ocultar un arma de los detectores de metales", "probability": 0.050384521484375 }, { "start_logit": 4.3515625, "end_logit": 3.087890625, "text": "trav\u00e9s de una ventana del s\u00f3tano para ocultar un arma de los detectores de metales. Pide", "probability": 0.03985595703125 }, { "start_logit": 2.572265625, "end_logit": 4.75, "text": "de una ventana del s\u00f3tano", "probability": 0.03546142578125 }, { "start_logit": 4.3515625, "end_logit": 2.822265625, "text": "trav\u00e9s de una ventana del s\u00f3tano para", "probability": 0.0305633544921875 }, { "start_logit": 3.93359375, "end_logit": 3.087890625, "text": "una ventana del s\u00f3tano para ocultar un arma de los detectores de metales. Pide", "probability": 0.026336669921875 }, { "start_logit": 2.08203125, "end_logit": 4.75, "text": "White entra al Ayuntamiento trav\u00e9s de una ventana del s\u00f3tano", "probability": 0.021759033203125 }, { "start_logit": 2.572265625, "end_logit": 4.25, "text": "de una ventana del s\u00f3tano para ocultar un arma de los detectores de metales", "probability": 0.021514892578125 }, { "start_logit": 3.93359375, "end_logit": 2.822265625, "text": "una ventana del s\u00f3tano para", "probability": 0.02020263671875 }, { "start_logit": 4.3515625, "end_logit": 2.38671875, "text": "trav\u00e9s de una ventana", "probability": 0.0198211669921875 }, { "start_logit": 2.458984375, "end_logit": 4.25, "text": "ocultar un arma de los detectores de metales", "probability": 0.0192718505859375 }, { "start_logit": 1.7919921875, "end_logit": 4.75, "text": "entra al Ayuntamiento trav\u00e9s de una ventana del s\u00f3tano", "probability": 0.01629638671875 }, { "start_logit": 3.421875, "end_logit": 3.087890625, "text": "ventana del s\u00f3tano para ocultar un arma de los detectores de metales. Pide", "probability": 0.0157470703125 }, { "start_logit": 2.08203125, "end_logit": 4.25, "text": "White entra al Ayuntamiento trav\u00e9s de una ventana del s\u00f3tano para ocultar un arma de los detectores de metales", "probability": 0.0131988525390625 }, { "start_logit": 3.93359375, "end_logit": 2.38671875, "text": "una ventana", "probability": 0.01303863525390625 }, { "start_logit": 3.421875, "end_logit": 2.822265625, "text": "ventana del s\u00f3tano para", "probability": 0.01206207275390625 } ], "9338734ab1b2ba81d77c1f52c13c0c56bb4b54fb": [ { "start_logit": 6.8046875, "end_logit": 5.703125, "text": "una pel\u00edcula sobre la vida de Milk", "probability": 0.385009765625 }, { "start_logit": 6.8046875, "end_logit": 4.40234375, "text": "una pel\u00edcula", "probability": 0.10443115234375 }, { "start_logit": 6.8046875, "end_logit": 4.234375, "text": "una pel\u00edcula sobre la vida de Mil", "probability": 0.088623046875 }, { "start_logit": 5.19140625, "end_logit": 5.703125, "text": "pel\u00edcula sobre la vida de Milk", "probability": 0.076416015625 }, { "start_logit": 6.8046875, "end_logit": 3.943359375, "text": "una pel\u00edcula sobre la vida de Milk.[6]\u200b Escribi\u00f3 un guion para la pel\u00edcula, llam\u00e1ndolo El alcalde de la calle Castro", "probability": 0.06634521484375 }, { "start_logit": 6.8046875, "end_logit": 3.859375, "text": "una pel\u00edcula sobre la vida de Milk.[", "probability": 0.0609130859375 }, { "start_logit": 6.8046875, "end_logit": 2.884765625, "text": "una pel\u00edcula sobre la vida de", "probability": 0.02294921875 }, { "start_logit": 6.8046875, "end_logit": 2.859375, "text": "una pel\u00edcula sobre", "probability": 0.02239990234375 }, { "start_logit": 5.19140625, "end_logit": 4.40234375, "text": "pel\u00edcula", "probability": 0.0208892822265625 }, { "start_logit": 3.875, "end_logit": 5.703125, "text": "producir, pero no dirigir, una pel\u00edcula sobre la vida de Milk", "probability": 0.0205535888671875 }, { "start_logit": 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a la mitad el n\u00famero de personas que sufren hambre", "probability": 0.1220703125 }, { "start_logit": 3.501953125, "end_logit": 4.2578125, "text": "hambre", "probability": 0.0965576171875 }, { "start_logit": 3.794921875, "end_logit": 3.892578125, "text": "el n\u00famero de personas que sufren hambre en el mundo", "probability": 0.09002685546875 }, { "start_logit": 3.732421875, "end_logit": 3.892578125, "text": "reducir a la mitad el n\u00famero de personas que sufren hambre en el mundo", "probability": 0.0845947265625 }, { "start_logit": 3.501953125, "end_logit": 3.892578125, "text": "hambre en el mundo", "probability": 0.067138671875 }, { "start_logit": 2.90234375, "end_logit": 4.2578125, "text": "sufren hambre", "probability": 0.0531005859375 }, { "start_logit": 2.783203125, "end_logit": 4.2578125, "text": "n\u00famero de personas que sufren hambre", "probability": 0.04705810546875 }, { "start_logit": 2.90234375, "end_logit": 3.892578125, "text": "sufren hambre en el mundo", 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0.0234832763671875 }, { "start_logit": 2.447265625, "end_logit": 3.892578125, "text": "personas que sufren hambre en el mundo", "probability": 0.02337646484375 }, { "start_logit": 2.025390625, "end_logit": 4.2578125, "text": "alcanzar la meta de reducir a la mitad el n\u00famero de personas que sufren hambre", "probability": 0.022064208984375 }, { "start_logit": 2.009765625, "end_logit": 4.2578125, "text": "Seguridad Alimentaria es una de las principales iniciativas de la FAO para alcanzar la meta de reducir a la mitad el n\u00famero de personas que sufren hambre", "probability": 0.0217132568359375 }, { "start_logit": 2.8828125, "end_logit": 3.32421875, "text": "del hambre, la desnutrici\u00f3n y la pobreza", "probability": 0.020477294921875 }, { "start_logit": 1.9296875, "end_logit": 4.2578125, "text": "mitad el n\u00famero de personas que sufren hambre", "probability": 0.02008056640625 } ], "576d7546c500c44c51c89325271d6d35bce6dac4": [ { "start_logit": 5.76953125, "end_logit": 5.6640625, "text": "hambre", "probability": 0.1690673828125 }, { "start_logit": 5.65625, "end_logit": 5.6640625, "text": "contra el hambre", "probability": 0.150390625 }, { "start_logit": 5.37890625, "end_logit": 5.6640625, "text": "el hambre", "probability": 0.11444091796875 }, { "start_logit": 5.76953125, "end_logit": 5.265625, "text": "hambre en el mundo", "probability": 0.11260986328125 }, { "start_logit": 5.65625, "end_logit": 5.265625, "text": "contra el hambre en el mundo", "probability": 0.1009521484375 }, { "start_logit": 5.37890625, "end_logit": 5.265625, "text": "el hambre en el mundo", "probability": 0.07623291015625 }, { "start_logit": 4.13671875, "end_logit": 5.6640625, "text": "campa\u00f1a contra el hambre", "probability": 0.03277587890625 }, { "start_logit": 5.76953125, "end_logit": 3.767578125, "text": "hambre en el mundo. Su", "probability": 0.02532958984375 }, { "start_logit": 5.76953125, "end_logit": 3.74609375, "text": "hambre en el", "probability": 0.024749755859375 }, { "start_logit": 5.65625, "end_logit": 3.767578125, "text": "contra el hambre en el mundo. Su", "probability": 0.02252197265625 }, { "start_logit": 5.76953125, "end_logit": 3.634765625, "text": "hambre en", "probability": 0.022186279296875 }, { "start_logit": 5.65625, "end_logit": 3.74609375, "text": "contra el hambre en el", "probability": 0.022186279296875 }, { "start_logit": 4.13671875, "end_logit": 5.265625, "text": "campa\u00f1a contra el hambre en el mundo", "probability": 0.022186279296875 }, { "start_logit": 5.65625, "end_logit": 3.634765625, "text": "contra el hambre en", "probability": 0.0197296142578125 }, { "start_logit": 5.37890625, "end_logit": 3.767578125, "text": "el hambre en el mundo. Su", "probability": 0.0171356201171875 }, { "start_logit": 5.37890625, "end_logit": 3.74609375, "text": "el hambre en el", "probability": 0.0167388916015625 }, { "start_logit": 5.37890625, "end_logit": 3.634765625, "text": "el hambre en", "probability": 0.01500701904296875 }, { "start_logit": 5.76953125, "end_logit": 3.072265625, "text": "hambre en el mundo.", "probability": 0.01264190673828125 }, { "start_logit": 3.1328125, "end_logit": 5.6640625, "text": "la campa\u00f1a contra el hambre", "probability": 0.012054443359375 }, { "start_logit": 5.65625, "end_logit": 3.072265625, "text": "contra el hambre en el mundo.", "probability": 0.01123809814453125 } ], "9a8f6a8a46b131e1ac44c1051e51ebb6c1730846": [ { "start_logit": 7.29296875, "end_logit": 7.18359375, "text": "1 de marzo de 1692", "probability": 0.365966796875 }, { "start_logit": 6.73046875, "end_logit": 7.18359375, "text": "el 1 de marzo de 1692", "probability": 0.20849609375 }, { "start_logit": 5.95703125, "end_logit": 7.18359375, "text": "para el 1 de marzo de 1692", "probability": 0.09625244140625 }, { "start_logit": 7.29296875, "end_logit": 5.46875, "text": "1 de marzo de 16", "probability": 0.06610107421875 }, { "start_logit": 6.73046875, "end_logit": 5.46875, "text": "el 1 de marzo de 16", "probability": 0.037689208984375 }, { "start_logit": 4.85546875, "end_logit": 7.18359375, "text": "marzo de 1692", "probability": 0.031982421875 }, { "start_logit": 4.80859375, "end_logit": 7.18359375, "text": "de marzo de 1692", "probability": 0.030517578125 }, { "start_logit": 4.69140625, "end_logit": 7.18359375, "text": "escrita para el 1 de marzo de 1692", "probability": 0.0271453857421875 }, { "start_logit": 7.29296875, "end_logit": 4.5234375, "text": "1 de marzo de 1692.[", "probability": 0.025482177734375 }, { "start_logit": 5.95703125, "end_logit": 5.46875, "text": "para el 1 de marzo de 16", "probability": 0.0172576904296875 }, { "start_logit": 6.73046875, "end_logit": 4.5234375, "text": "el 1 de marzo de 1692.[", "probability": 0.01453399658203125 }, { "start_logit": 4.0625, "end_logit": 7.18359375, "text": "de 1692", "probability": 0.01453399658203125 }, { "start_logit": 7.29296875, "end_logit": 3.697265625, "text": "1 de marzo", "probability": 0.01122283935546875 }, { "start_logit": 7.29296875, "end_logit": 3.654296875, "text": "1 de marzo de 1692.[3", "probability": 0.010711669921875 }, { "start_logit": 7.29296875, "end_logit": 3.51953125, "text": "1 de marzo de", "probability": 0.0093841552734375 }, { "start_logit": 7.29296875, "end_logit": 3.298828125, "text": "1 de marzo de 1692.[3]", "probability": 0.007537841796875 }, { "start_logit": 5.95703125, "end_logit": 4.5234375, "text": "para el 1 de marzo de 1692.[", "probability": 0.006755828857421875 }, { "start_logit": 6.73046875, "end_logit": 3.697265625, "text": "el 1 de marzo", "probability": 0.0063934326171875 }, { "start_logit": 3.205078125, "end_logit": 7.18359375, "text": "1692", "probability": 0.0061492919921875 }, { "start_logit": 6.73046875, "end_logit": 3.654296875, "text": "el 1 de marzo de 1692.[3", "probability": 0.006103515625 } ], "5a7e29a91acf14928eba69dc916a42b574cbcb43": [ { "start_logit": 6.7578125, "end_logit": 7.09375, "text": "debido a una larga enfermedad", "probability": 0.297607421875 }, { "start_logit": 6.44140625, "end_logit": 7.09375, "text": "una larga enfermedad", "probability": 0.2161865234375 }, { "start_logit": 6.41796875, "end_logit": 7.09375, "text": "larga enfermedad", "probability": 0.2127685546875 }, { "start_logit": 5.05078125, "end_logit": 7.09375, "text": "a una larga enfermedad", "probability": 0.05377197265625 }, { "start_logit": 4.859375, "end_logit": 7.09375, "text": "enfermedad", "probability": 0.044586181640625 }, { "start_logit": 6.7578125, "end_logit": 4.875, "text": "debido a una larga enfermedad, y", "probability": 0.032379150390625 }, { "start_logit": 6.44140625, "end_logit": 4.875, "text": "una larga enfermedad, y", "probability": 0.02349853515625 }, { "start_logit": 6.41796875, "end_logit": 4.875, "text": "larga enfermedad, y", "probability": 0.02313232421875 }, { "start_logit": 4.078125, "end_logit": 7.09375, "text": "a\u00f1os debido a una larga enfermedad", "probability": 0.020416259765625 }, { "start_logit": 6.7578125, "end_logit": 3.720703125, "text": "debido a una larga enfermedad, y todav\u00eda", "probability": 0.01018524169921875 }, { "start_logit": 6.7578125, "end_logit": 3.61328125, "text": "debido a una larga enfermedad,", "probability": 0.0092010498046875 }, { "start_logit": 6.44140625, "end_logit": 3.720703125, "text": "una larga enfermedad, y todav\u00eda", "probability": 0.00745391845703125 }, { "start_logit": 6.41796875, "end_logit": 3.720703125, "text": "larga enfermedad, y todav\u00eda", "probability": 0.007282257080078125 }, { "start_logit": 6.7578125, "end_logit": 3.365234375, "text": "debido a una larga", "probability": 0.007167816162109375 }, { "start_logit": 6.44140625, "end_logit": 3.61328125, "text": "una larga enfermedad,", "probability": 0.006683349609375 }, { "start_logit": 6.41796875, "end_logit": 3.61328125, "text": "larga enfermedad,", "probability": 0.006526947021484375 }, { "start_logit": 5.05078125, "end_logit": 4.875, "text": "a una larga enfermedad, y", "probability": 0.00585174560546875 }, { "start_logit": 6.44140625, "end_logit": 3.365234375, "text": "una larga", "probability": 0.005199432373046875 }, { "start_logit": 6.41796875, "end_logit": 3.365234375, "text": "larga", "probability": 0.0050811767578125 }, { "start_logit": 4.859375, "end_logit": 4.875, "text": "enfermedad, y", "probability": 0.004852294921875 } ], "049e6e157a2c580e4371721d8bbe24150e820e97": [ { "start_logit": 5.34765625, "end_logit": 5.38671875, "text": "1996", "probability": 0.43798828125 }, { "start_logit": 4.65234375, "end_logit": 5.38671875, "text": "de 1996", "probability": 0.218505859375 }, { "start_logit": 4.203125, "end_logit": 5.38671875, "text": "pel\u00edcula de 1996", "probability": 0.1400146484375 }, { "start_logit": 2.765625, "end_logit": 5.38671875, "text": "adaptaci\u00f3n en pel\u00edcula de 1996", "probability": 0.03326416015625 }, { "start_logit": 5.34765625, "end_logit": 2.802734375, "text": "1996. En", "probability": 0.032989501953125 }, { "start_logit": 2.740234375, "end_logit": 5.38671875, "text": "en pel\u00edcula de 1996", "probability": 0.0322265625 }, { "start_logit": 4.65234375, "end_logit": 2.802734375, "text": "de 1996. En", "probability": 0.016448974609375 }, { "start_logit": 5.34765625, "end_logit": 1.8828125, "text": "1996. En el", "probability": 0.01317596435546875 }, { "start_logit": 4.203125, "end_logit": 2.802734375, "text": "pel\u00edcula de 1996. En", "probability": 0.0105438232421875 }, { "start_logit": 4.65234375, "end_logit": 2.259765625, "text": "de", "probability": 0.00960540771484375 }, { "start_logit": 5.34765625, "end_logit": 1.4931640625, "text": "1996.", "probability": 0.00891876220703125 }, { "start_logit": 5.34765625, "end_logit": 1.283203125, "text": "1996. En el drama", "probability": 0.007244110107421875 }, { "start_logit": 4.65234375, "end_logit": 1.8828125, "text": "de 1996. En el", "probability": 0.006572723388671875 }, { "start_logit": 4.203125, "end_logit": 2.32421875, "text": "pel\u00edcula", "probability": 0.00652313232421875 }, { "start_logit": 4.203125, "end_logit": 2.259765625, "text": "pel\u00edcula de", "probability": 0.006103515625 }, { "start_logit": 4.65234375, "end_logit": 1.4931640625, "text": "de 1996.", "probability": 0.00444793701171875 }, { "start_logit": 4.203125, "end_logit": 1.8828125, "text": "pel\u00edcula de 1996. En el", "probability": 0.004192352294921875 }, { "start_logit": 0.5966796875, "end_logit": 5.38671875, "text": "la adaptaci\u00f3n en pel\u00edcula de 1996", "probability": 0.0037899017333984375 }, { "start_logit": 4.65234375, "end_logit": 1.283203125, "text": "de 1996. En el drama", "probability": 0.0036163330078125 }, { "start_logit": 0.5400390625, "end_logit": 5.38671875, "text": "para la adaptaci\u00f3n en pel\u00edcula de 1996", "probability": 0.0035724639892578125 } ], "b13edbb194b86f676d410a01715d80d7e612ddd8": [ { "start_logit": 3.203125, "end_logit": 3.259765625, "text": "gravedad", "probability": 0.35546875 }, { "start_logit": 2.5859375, "end_logit": 3.259765625, "text": "la gravedad", "probability": 0.19189453125 }, { "start_logit": 1.3330078125, "end_logit": 3.259765625, "text": "interacciones fundamentales. Se cree que la fuerza act\u00faa m\u00e1s o menos con la misma intensidad que la gravedad", "probability": 0.054962158203125 }, { "start_logit": 1.12890625, "end_logit": 3.259765625, "text": "intensidad que la gravedad", "probability": 0.044830322265625 }, { "start_logit": 1.0234375, "end_logit": 3.259765625, "text": "misma intensidad que la gravedad", "probability": 0.04022216796875 }, { "start_logit": 0.9052734375, "end_logit": 3.259765625, "text": "cuatro interacciones fundamentales. Se cree que la fuerza act\u00faa m\u00e1s o menos con la misma intensidad que la gravedad", "probability": 0.0357666015625 }, { "start_logit": 3.203125, "end_logit": 0.85986328125, "text": "gravedad (es", "probability": 0.032318115234375 }, { "start_logit": 0.755859375, "end_logit": 3.259765625, "text": "que la gravedad", "probability": 0.03082275390625 }, { "start_logit": 3.203125, "end_logit": 0.7939453125, "text": "gravedad (es decir, es mucho m\u00e1s d\u00e9bil que la interacci\u00f3n electromagn\u00e9tica o la interacci\u00f3n nuclear fuerte", "probability": 0.0302276611328125 }, { "start_logit": 0.50341796875, "end_logit": 3.259765625, "text": "la misma intensidad que la gravedad", "probability": 0.023956298828125 }, { "start_logit": 0.37060546875, "end_logit": 3.259765625, "text": "las ya cuatro interacciones fundamentales. Se cree que la fuerza act\u00faa m\u00e1s o menos con la misma intensidad que la gravedad", "probability": 0.0209808349609375 }, { "start_logit": 0.344970703125, "end_logit": 3.259765625, "text": "la fuerza act\u00faa m\u00e1s o menos con la misma intensidad que la gravedad", "probability": 0.02044677734375 }, { "start_logit": 3.203125, "end_logit": 0.265869140625, "text": "gravedad (es decir, es mucho m\u00e1s d\u00e9bil que la interacci\u00f3n electromagn\u00e9tica", "probability": 0.0178375244140625 }, { "start_logit": 2.5859375, "end_logit": 0.85986328125, "text": "la gravedad (es", "probability": 0.017425537109375 }, { "start_logit": 0.1483154296875, "end_logit": 3.259765625, "text": "ya cuatro interacciones fundamentales. Se cree que la fuerza act\u00faa m\u00e1s o menos con la misma intensidad que la gravedad", "probability": 0.0167999267578125 }, { "start_logit": 2.5859375, "end_logit": 0.7939453125, "text": "la gravedad (es decir, es mucho m\u00e1s d\u00e9bil que la interacci\u00f3n electromagn\u00e9tica o la interacci\u00f3n nuclear fuerte", "probability": 0.0163116455078125 }, { "start_logit": 3.203125, "end_logit": -0.01216888427734375, "text": "gravedad (", "probability": 0.013519287109375 }, { "start_logit": -0.09039306640625, "end_logit": 3.259765625, "text": "con la misma intensidad que la gravedad", "probability": 0.0132293701171875 }, { "start_logit": -0.1461181640625, "end_logit": 3.259765625, "text": "Se cree que la fuerza act\u00faa m\u00e1s o menos con la misma intensidad que la gravedad", "probability": 0.0124969482421875 }, { "start_logit": 3.203125, "end_logit": -0.2958984375, "text": "gravedad (es decir, es mucho m\u00e1s d\u00e9bil", "probability": 0.01016998291015625 } ], "4e725346efefc36598751dc61dd592128c1e2866": [ { "start_logit": 5.9765625, "end_logit": 5.5390625, "text": "un equipo muy preciso", "probability": 0.43994140625 }, { "start_logit": 4.57421875, "end_logit": 5.5390625, "text": "equipo muy preciso", "probability": 0.1077880859375 }, { "start_logit": 4.4296875, "end_logit": 5.5390625, "text": "hace falta un equipo muy preciso", "probability": 0.0936279296875 }, { "start_logit": 4.125, "end_logit": 5.5390625, "text": "falta un equipo muy preciso", "probability": 0.06903076171875 }, { "start_logit": 5.9765625, "end_logit": 3.44921875, "text": "un equipo", "probability": 0.05419921875 }, { "start_logit": 3.65625, "end_logit": 5.5390625, "text": "muy preciso", "probability": 0.043212890625 }, { "start_logit": 5.9765625, "end_logit": 2.984375, "text": "un equipo muy preciso para", "probability": 0.0341796875 }, { "start_logit": 5.9765625, "end_logit": 2.939453125, "text": "un equipo muy", "probability": 0.032623291015625 }, { "start_logit": 2.7890625, "end_logit": 5.5390625, "text": "preciso", "probability": 0.0181427001953125 }, { "start_logit": 4.57421875, "end_logit": 3.44921875, "text": "equipo", "probability": 0.01338958740234375 }, { "start_logit": 5.9765625, "end_logit": 2.04296875, "text": "un equipo muy preciso para medir interacciones gravitacionales entre objetos que son peque\u00f1os", "probability": 0.01328277587890625 }, { "start_logit": 2.37890625, "end_logit": 5.5390625, "text": ", hace falta un equipo muy preciso", "probability": 0.01204681396484375 }, { "start_logit": 4.4296875, "end_logit": 3.44921875, "text": "hace falta un equipo", "probability": 0.0115814208984375 }, { "start_logit": 5.9765625, "end_logit": 1.677734375, "text": "un equipo muy preciso para medir interacciones gravitacionales entre objetos que son peque\u00f1os comparados con la Tierra", "probability": 0.00927734375 }, { "start_logit": 4.125, "end_logit": 3.44921875, "text": "falta un equipo", "probability": 0.008544921875 }, { "start_logit": 4.57421875, "end_logit": 2.984375, "text": "equipo muy preciso para", "probability": 0.0084075927734375 }, { "start_logit": 5.9765625, "end_logit": 1.5576171875, "text": "un equipo muy preciso para medir", "probability": 0.00821685791015625 }, { "start_logit": 4.57421875, "end_logit": 2.939453125, "text": "equipo muy", "probability": 0.008056640625 }, { "start_logit": 4.4296875, "end_logit": 2.984375, "text": "hace falta un equipo muy preciso para", "probability": 0.007274627685546875 }, { "start_logit": 4.4296875, "end_logit": 2.939453125, "text": "hace falta un equipo muy", "probability": 0.006946563720703125 } ], "9a376e789d10ecea2b7b469d38895ff2739a2551": [ { "start_logit": 7.7265625, "end_logit": 7.4453125, "text": "Ptolomeo", "probability": 0.6796875 }, { "start_logit": 5.75390625, "end_logit": 7.4453125, "text": "el astr\u00f3nomo griego Ptolomeo", "probability": 0.09490966796875 }, { "start_logit": 5.67578125, "end_logit": 7.4453125, "text": "griego Ptolomeo", "probability": 0.0877685546875 }, { "start_logit": 4.92578125, "end_logit": 7.4453125, "text": "astr\u00f3nomo griego Ptolomeo", "probability": 0.04144287109375 }, { "start_logit": 7.7265625, "end_logit": 3.984375, "text": "Ptolomeo registr\u00f3", "probability": 0.021331787109375 }, { "start_logit": 7.7265625, "end_logit": 3.400390625, "text": "Ptolom", "probability": 0.011871337890625 }, { "start_logit": 7.7265625, "end_logit": 3.05078125, "text": "Ptol", "probability": 0.0084228515625 }, { "start_logit": 5.75390625, "end_logit": 5.02734375, "text": "el astr\u00f3nomo griego", "probability": 0.0084228515625 }, { "start_logit": 3.298828125, "end_logit": 7.4453125, "text": "omo griego Ptolomeo", "probability": 0.00809478759765625 }, { "start_logit": 5.67578125, "end_logit": 5.02734375, "text": "griego", "probability": 0.007785797119140625 }, { "start_logit": 7.7265625, "end_logit": 2.716796875, "text": "P", "probability": 0.00601959228515625 }, { "start_logit": 2.564453125, "end_logit": 7.4453125, "text": "., el astr\u00f3nomo griego Ptolomeo", "probability": 0.0038852691650390625 }, { "start_logit": 4.92578125, "end_logit": 5.02734375, "text": "astr\u00f3nomo griego", "probability": 0.0036773681640625 }, { "start_logit": 2.41015625, "end_logit": 7.4453125, "text": "tolomeo", "probability": 0.00334930419921875 }, { "start_logit": 5.75390625, "end_logit": 3.984375, "text": "el astr\u00f3nomo griego Ptolomeo registr\u00f3", "probability": 0.0029544830322265625 }, { "start_logit": 5.67578125, "end_logit": 3.984375, "text": "griego Ptolomeo registr\u00f3", "probability": 0.002735137939453125 }, { "start_logit": 2.033203125, "end_logit": 7.4453125, "text": "eo", "probability": 0.0022830963134765625 }, { "start_logit": 1.83203125, "end_logit": 7.4453125, "text": "\u00f3nomo griego Ptolomeo", "probability": 0.0018796920776367188 }, { "start_logit": 1.8125, "end_logit": 7.4453125, "text": "C., el astr\u00f3nomo griego Ptolomeo", "probability": 0.001834869384765625 }, { "start_logit": 1.716796875, "end_logit": 7.4453125, "text": "omeo", "probability": 0.00167083740234375 } ], "3e28ad95f1f2bbf71b6fab08a90ad8ae1da1ee68": [ { "start_logit": 7.125, "end_logit": 6.92578125, "text": "T\u00e1cito", "probability": 0.84423828125 }, { "start_logit": 4.07421875, "end_logit": 6.92578125, "text": "\u00e1cito", "probability": 0.04010009765625 }, { "start_logit": 3.85546875, "end_logit": 6.92578125, "text": "imperio. T\u00e1cito", "probability": 0.0322265625 }, { "start_logit": 7.125, "end_logit": 3.38671875, "text": "T\u00e1cito escribi\u00f3", "probability": 0.0247039794921875 }, { "start_logit": 3.109375, "end_logit": 6.92578125, "text": "romana se expandi\u00f3 ampliamente fuera de los l\u00edmites formales del imperio. T\u00e1cito", "probability": 0.015228271484375 }, { "start_logit": 2.603515625, "end_logit": 6.92578125, "text": ". T\u00e1cito", "probability": 0.00923919677734375 }, { "start_logit": 2.505859375, "end_logit": 6.92578125, "text": "romano, pero la influencia romana se expandi\u00f3 ampliamente fuera de los l\u00edmites formales del imperio. T\u00e1cito", "probability": 0.00833892822265625 }, { "start_logit": 7.125, "end_logit": 1.6806640625, "text": "T", "probability": 0.00446319580078125 }, { "start_logit": 1.86328125, "end_logit": 6.92578125, "text": "del imperio. T\u00e1cito", "probability": 0.00439453125 }, { "start_logit": 1.8134765625, "end_logit": 6.92578125, "text": "formales del imperio. T\u00e1cito", "probability": 0.004192352294921875 }, { "start_logit": 7.125, "end_logit": 1.126953125, "text": "T\u00e1cito escribi\u00f3 que", "probability": 0.0025634765625 }, { "start_logit": 3.9609375, "end_logit": 3.927734375, "text": "Ptolomeo", "probability": 0.0017900466918945312 }, { "start_logit": 7.125, "end_logit": 0.72802734375, "text": "T\u00e1cito escribi\u00f3 que un pr\u00edncipe irland\u00e9s exiliado se encontraba en Britania y que regresar\u00eda para recobrar el poder. Juvenal", "probability": 0.0017213821411132812 }, { "start_logit": 0.796875, "end_logit": 6.92578125, "text": "influencia romana se expandi\u00f3 ampliamente fuera de los l\u00edmites formales del imperio. T\u00e1cito", "probability": 0.0015125274658203125 }, { "start_logit": 4.07421875, "end_logit": 3.38671875, "text": "\u00e1cito escribi\u00f3", "probability": 0.0011653900146484375 }, { "start_logit": 7.125, "end_logit": 0.16162109375, "text": "T\u00e1cito escribi\u00f3 que un pr\u00edncipe irland\u00e9s exiliado se encontraba en Britania", "probability": 0.0009765625 }, { "start_logit": 0.3408203125, "end_logit": 6.92578125, "text": "Imperio romano, pero la influencia romana se expandi\u00f3 ampliamente fuera de los l\u00edmites formales del imperio. T\u00e1cito", "probability": 0.0009579658508300781 }, { "start_logit": 3.85546875, "end_logit": 3.38671875, "text": "imperio. T\u00e1cito escribi\u00f3", "probability": 0.0009355545043945312 }, { "start_logit": 7.125, "end_logit": -0.067138671875, "text": "T\u00e1cito escribi\u00f3 que un pr\u00edncipe irland\u00e9s exiliado se encontraba en Britania y que regresar\u00eda para recobrar el poder", "probability": 0.0007791519165039062 }, { "start_logit": 7.125, "end_logit": -0.098876953125, "text": "T\u00e1cito escribi\u00f3 que un pr\u00edncipe irland\u00e9s exiliado se encontraba en Britania y que regresar\u00eda para recobrar el poder. Juven", "probability": 0.0007548332214355469 } ], "223e2db32044ac402fd1edafcbec4f7f40fa6a7c": [ { "start_logit": 4.78515625, "end_logit": 5.23828125, "text": "probablemente fueron ignoradas", "probability": 0.1651611328125 }, { "start_logit": 4.77734375, "end_logit": 5.23828125, "text": "ignoradas", "probability": 0.163818359375 }, { "start_logit": 4.68359375, "end_logit": 5.23828125, "text": "fueron ignoradas", "probability": 0.149169921875 }, { "start_logit": 4.78515625, "end_logit": 4.31640625, "text": "probablemente fueron ignor", "probability": 0.065673828125 }, { "start_logit": 4.77734375, "end_logit": 4.31640625, "text": "ignor", "probability": 0.065185546875 }, { "start_logit": 4.68359375, "end_logit": 4.31640625, "text": "fueron ignor", "probability": 0.059356689453125 }, { "start_logit": 4.78515625, "end_logit": 4.109375, "text": "probablemente fueron ignoradas. Hubo", "probability": 0.053192138671875 }, { "start_logit": 4.77734375, "end_logit": 4.109375, "text": "ignoradas. Hubo", "probability": 0.053192138671875 }, { "start_logit": 4.68359375, "end_logit": 4.109375, "text": "fueron ignoradas. Hubo", "probability": 0.048431396484375 }, { "start_logit": 3.169921875, "end_logit": 5.23828125, "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas", "probability": 0.03277587890625 }, { "start_logit": 2.69140625, "end_logit": 5.23828125, "text": "atenci\u00f3n probablemente fueron ignoradas", "probability": 0.020355224609375 }, { "start_logit": 4.78515625, "end_logit": 3.048828125, "text": "probablemente fueron ignoradas.", "probability": 0.018524169921875 }, { "start_logit": 4.77734375, "end_logit": 3.048828125, "text": "ignoradas.", "probability": 0.0183868408203125 }, { "start_logit": 2.580078125, "end_logit": 5.23828125, "text": "chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas", "probability": 0.01824951171875 }, { "start_logit": 4.68359375, "end_logit": 3.048828125, "text": "fueron ignoradas.", "probability": 0.0167388916015625 }, { "start_logit": 3.169921875, "end_logit": 4.31640625, "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignor", "probability": 0.013031005859375 }, { "start_logit": 3.169921875, "end_logit": 4.109375, "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas. Hubo", "probability": 0.01064300537109375 }, { "start_logit": 4.78515625, "end_logit": 2.390625, "text": "probablemente fueron ignoradas. Hubo poca diferencia en los patrones de comunicaci\u00f3n al inicio del estudio", "probability": 0.00957489013671875 }, { "start_logit": 4.77734375, "end_logit": 2.390625, "text": "ignoradas. Hubo poca diferencia en los patrones de comunicaci\u00f3n al inicio del estudio", "probability": 0.00949859619140625 }, { "start_logit": 4.78515625, "end_logit": 2.33984375, "text": "probablemente fueron ignoradas. Hubo poca", "probability": 0.00910186767578125 } ], "442146a6017db07fb0fe5442d7956a620bb1bff5": [ { "start_logit": 4.82421875, "end_logit": 4.140625, "text": "Las diferencias de opini\u00f3n", "probability": 0.1378173828125 }, { "start_logit": 4.80078125, "end_logit": 4.140625, "text": "diferencias de opini\u00f3n", "probability": 0.1336669921875 }, { "start_logit": 4.82421875, "end_logit": 4.09375, "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc", "probability": 0.1314697265625 }, { "start_logit": 4.80078125, "end_logit": 4.09375, "text": "diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc", "probability": 0.12744140625 }, { "start_logit": 4.30078125, "end_logit": 4.0859375, "text": "\u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno", "probability": 0.07733154296875 }, { "start_logit": 4.25, "end_logit": 4.0859375, "text": "que \u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno", "probability": 0.0732421875 }, { "start_logit": 3.64453125, "end_logit": 4.0859375, "text": "despu\u00e9s de que \u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno", "probability": 0.039947509765625 }, { "start_logit": 4.30078125, "end_logit": 3.37890625, "text": "\u0130smet \u0130n\u00f6n\u00fc", "probability": 0.037994384765625 }, { "start_logit": 3.576171875, "end_logit": 4.0859375, "text": "de que \u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno", "probability": 0.037384033203125 }, { "start_logit": 4.25, "end_logit": 3.37890625, "text": "que \u0130smet \u0130n\u00f6n\u00fc", "probability": 0.036102294921875 }, { "start_logit": 2.98046875, "end_logit": 4.0859375, "text": "\u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno", "probability": 0.02056884765625 }, { "start_logit": 3.64453125, "end_logit": 3.37890625, "text": "despu\u00e9s de que \u0130smet \u0130n\u00f6n\u00fc", "probability": 0.0196990966796875 }, { "start_logit": 3.576171875, "end_logit": 3.37890625, "text": "de que \u0130smet \u0130n\u00f6n\u00fc", "probability": 0.0183563232421875 }, { "start_logit": 4.30078125, "end_logit": 2.591796875, "text": "\u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno. Continu", "probability": 0.017242431640625 }, { "start_logit": 4.30078125, "end_logit": 2.560546875, "text": "\u0130smet \u0130n\u00f6n\u00fc dej\u00f3", "probability": 0.0167236328125 }, { "start_logit": 4.25, "end_logit": 2.591796875, "text": "que \u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno. Continu", "probability": 0.0164642333984375 }, { "start_logit": 4.25, "end_logit": 2.560546875, "text": "que \u0130smet \u0130n\u00f6n\u00fc dej\u00f3", "probability": 0.015960693359375 }, { "start_logit": 4.82421875, "end_logit": 1.87890625, "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6n", "probability": 0.01430511474609375 }, { "start_logit": 4.82421875, "end_logit": 1.8681640625, "text": "Las diferencias de opini\u00f3n con", "probability": 0.01413726806640625 }, { "start_logit": 4.80078125, "end_logit": 1.87890625, "text": "diferencias de opini\u00f3n con \u0130n\u00f6n", "probability": 0.01397705078125 } ], "ea30cdd66f08f540f72b39a624e7a9e61df232e3": [ { "start_logit": 7.80859375, "end_logit": 7.2109375, "text": "1966", "probability": 0.9384765625 }, { "start_logit": 4.06640625, "end_logit": 7.2109375, "text": "en 1966", "probability": 0.022430419921875 }, { "start_logit": 7.80859375, "end_logit": 3.150390625, "text": "1966.[", "probability": 0.016265869140625 }, { "start_logit": 7.80859375, "end_logit": 2.193359375, "text": "1966.[1]\u200b Le fueron restaurados sus plenos derechos pol\u00edticos en 1974", "probability": 0.0062255859375 }, { "start_logit": 2.544921875, "end_logit": 7.2109375, "text": "tado en 1966", "probability": 0.004886627197265625 }, { "start_logit": 7.80859375, "end_logit": 1.4873046875, "text": "1966.[1", "probability": 0.003082275390625 }, { "start_logit": 7.80859375, "end_logit": 1.4267578125, "text": "1966.[1]", "probability": 0.002895355224609375 }, { "start_logit": 1.0146484375, "end_logit": 7.2109375, "text": "Bayar fue indultado en 1966", "probability": 0.001056671142578125 }, { "start_logit": 7.80859375, "end_logit": 0.347412109375, "text": "1966.[1]\u200b", "probability": 0.0009851455688476562 }, { "start_logit": 7.80859375, "end_logit": 0.142333984375, "text": "1966.[1]\u200b Le", "probability": 0.0008006095886230469 }, { "start_logit": 0.57763671875, "end_logit": 7.2109375, "text": "indultado en 1966", "probability": 0.0006823539733886719 }, { "start_logit": 7.80859375, "end_logit": -0.2200927734375, "text": "1966.[1]\u200b", "probability": 0.0005588531494140625 }, { "start_logit": 4.06640625, "end_logit": 3.150390625, "text": "en 1966.[", "probability": 0.0003857612609863281 }, { "start_logit": -0.6328125, "end_logit": 7.2109375, "text": "fue indultado en 1966", "probability": 0.00020325183868408203 }, { "start_logit": 7.80859375, "end_logit": -1.3203125, "text": "1966.[1]\u200b Le fueron", "probability": 0.0001850128173828125 }, { "start_logit": 7.80859375, "end_logit": -1.3486328125, "text": "1966.[1]\u200b Le fueron restaurados sus plenos derechos pol\u00edticos en 1974, pero", "probability": 0.00018084049224853516 }, { "start_logit": 3.18359375, "end_logit": 3.150390625, "text": ".[", "probability": 0.0001595020294189453 }, { "start_logit": 4.06640625, "end_logit": 2.193359375, "text": "en 1966.[1]\u200b Le fueron restaurados sus plenos derechos pol\u00edticos en 1974", "probability": 0.0001475811004638672 }, { "start_logit": 4.06640625, "end_logit": 2.087890625, "text": "en", "probability": 0.00013339519500732422 }, { "start_logit": -1.283203125, "end_logit": 7.2109375, "text": "ar fue indultado en 1966", "probability": 0.00010627508163452148 } ], "3a6f61347e39a7e850853a79ca4bf2572fdd9ca2": [ { "start_logit": 3.767578125, "end_logit": 4.05078125, "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico", "probability": 0.37451171875 }, { "start_logit": 2.697265625, "end_logit": 4.05078125, "text": "guarnici\u00f3n del Imperio Brit\u00e1nico", "probability": 0.12841796875 }, { "start_logit": 2.6484375, "end_logit": 4.05078125, "text": "la guarnici\u00f3n del Imperio Brit\u00e1nico", "probability": 0.1220703125 }, { "start_logit": 3.767578125, "end_logit": 2.078125, "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico. 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0.430908203125 }, { "start_logit": 6.2421875, "end_logit": 3.828125, "text": "21,4 mil millones de coronas", "probability": 0.108154296875 }, { "start_logit": 6.2421875, "end_logit": 3.34765625, "text": "21,4 mil millones de coronas dan", "probability": 0.067138671875 }, { "start_logit": 6.2421875, "end_logit": 3.236328125, "text": "21,4 mil millones de coronas danesas (precios de 1988", "probability": 0.059722900390625 }, { "start_logit": 6.2421875, "end_logit": 3.03515625, "text": "21,4 mil millones", "probability": 0.049102783203125 }, { "start_logit": 4.0390625, "end_logit": 5.21484375, "text": "en 21,4 mil millones de coronas danesas", "probability": 0.047607421875 }, { "start_logit": 6.2421875, "end_logit": 2.890625, "text": "21,4 mil millones de coronas danesas (", "probability": 0.0423583984375 }, { "start_logit": 3.51171875, "end_logit": 5.21484375, "text": "estimado en 21,4 mil millones de coronas danesas", "probability": 0.0281982421875 }, { "start_logit": 6.2421875, 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4.0390625, "end_logit": 3.828125, "text": "en 21,4 mil millones de coronas", "probability": 0.01194000244140625 }, { "start_logit": 6.2421875, "end_logit": 1.421875, "text": "21,4 mil", "probability": 0.00974273681640625 }, { "start_logit": 2.384765625, "end_logit": 5.21484375, "text": "mil millones de coronas danesas", "probability": 0.0091552734375 }, { "start_logit": 2.20703125, "end_logit": 5.21484375, "text": "costo estimado en 21,4 mil millones de coronas danesas", "probability": 0.007648468017578125 }, { "start_logit": 2.1875, "end_logit": 5.21484375, "text": ",4 mil millones de coronas danesas", "probability": 0.007503509521484375 } ], "e591efa0cb1ba23bc4f596181d0d37b4af1a84e1": [ { "start_logit": 3.71875, "end_logit": 3.111328125, "text": "el hippopotamo", "probability": 0.48486328125 }, { "start_logit": 2.869140625, "end_logit": 3.111328125, "text": "hippopotamo", "probability": 0.207763671875 }, { "start_logit": 3.71875, "end_logit": 0.7470703125, "text": "el hippopo", "probability": 0.045623779296875 }, { "start_logit": 1.1357421875, "end_logit": 3.111328125, "text": "Moto el hippopotamo", "probability": 0.036651611328125 }, { "start_logit": 3.71875, "end_logit": 0.4169921875, "text": "el hip", "probability": 0.032867431640625 }, { "start_logit": 3.71875, "end_logit": 0.256103515625, "text": "el hippo", "probability": 0.0279541015625 }, { "start_logit": 3.71875, "end_logit": 0.1572265625, "text": "el hippopotamo.", "probability": 0.025299072265625 }, { "start_logit": 2.869140625, "end_logit": 0.7470703125, "text": "hippopo", "probability": 0.0195465087890625 }, { "start_logit": 0.385986328125, "end_logit": 3.111328125, "text": "Moto Moto el hippopotamo", "probability": 0.0173492431640625 }, { "start_logit": 3.71875, "end_logit": -0.36572265625, "text": "el", "probability": 0.0150146484375 }, { "start_logit": 2.869140625, "end_logit": 0.4169921875, "text": "hip", "probability": 0.01403045654296875 }, { "start_logit": 0.1551513671875, "end_logit": 3.111328125, "text": "popotamo", "probability": 0.01375579833984375 }, { "start_logit": 0.13232421875, "end_logit": 3.111328125, "text": "tamo", "probability": 0.01346588134765625 }, { "start_logit": 2.869140625, "end_logit": 0.256103515625, "text": "hippo", "probability": 0.0119476318359375 }, { "start_logit": 2.869140625, "end_logit": 0.1572265625, "text": "hippopotamo.", "probability": 0.01084136962890625 }, { "start_logit": -0.402099609375, "end_logit": 3.111328125, "text": "potamo", "probability": 0.007904052734375 }, { "start_logit": -0.7861328125, "end_logit": 3.111328125, "text": "Juan Fern\u00e1ndez Mej\u00edas como Moto Moto el hippopotamo", "probability": 0.00536346435546875 }, { "start_logit": -1.119140625, "end_logit": 3.111328125, "text": "como Moto Moto el hippopotamo", "probability": 0.0038509368896484375 }, { "start_logit": 1.1357421875, "end_logit": 0.7470703125, "text": "Moto el hippopo", "probability": 0.0034503936767578125 }, { "start_logit": 1.1357421875, 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