diff --git "a/eval_nbest_predictions.json" "b/eval_nbest_predictions.json" new file mode 100644--- /dev/null +++ "b/eval_nbest_predictions.json" @@ -0,0 +1,61002 @@ +{ + "0cd6543a6ccac9874930fd2cf7e1b40ac0afcce8": [ + { + "start_logit": 6.296875, + "end_logit": 6.5546875, + "text": "Organizaci\u00f3n de Cooperaci\u00f3n Isl\u00e1mica", + "probability": 0.8671875 + }, + { + "start_logit": 3.505859375, + "end_logit": 6.5546875, + "text": "la Organizaci\u00f3n de Cooperaci\u00f3n Isl\u00e1mica", + "probability": 0.053314208984375 + }, + { + "start_logit": 6.296875, + "end_logit": 2.63671875, + "text": "Organizaci\u00f3n de Cooperaci\u00f3n Isl\u00e1mica. 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En noviembre", + "probability": 0.004596710205078125 + }, + { + "start_logit": 4.9765625, + "end_logit": 5.18359375, + "text": "no ten\u00eda ni siquiera una ba\u00f1era.", + "probability": 0.004055023193359375 + }, + { + "start_logit": 4.70703125, + "end_logit": 5.18359375, + "text": "siquiera una ba\u00f1era.", + "probability": 0.003108978271484375 + } + ], + "08d5ad1cf72e3dd791ed788fe92cccb6d838fca2": [ + { + "start_logit": 2.400390625, + "end_logit": 3.525390625, + "text": "k\u00e1iser Guillermo II de Alemania", + "probability": 0.224609375 + }, + { + "start_logit": 2.2109375, + "end_logit": 3.525390625, + "text": "el futuro k\u00e1iser Guillermo II de Alemania", + "probability": 0.1854248046875 + }, + { + "start_logit": 1.7236328125, + "end_logit": 3.525390625, + "text": "futuro k\u00e1iser Guillermo II de Alemania", + "probability": 0.1142578125 + }, + { + "start_logit": 2.400390625, + "end_logit": 2.583984375, + "text": "k\u00e1iser Guillermo II", + "probability": 0.08758544921875 + }, + { + "start_logit": 2.2109375, + "end_logit": 2.583984375, + "text": "el futuro k\u00e1iser Guillermo II", + "probability": 0.0726318359375 + }, + { + "start_logit": 1.7236328125, + "end_logit": 2.583984375, + "text": "futuro k\u00e1iser Guillermo II", + "probability": 0.044586181640625 + }, + { + "start_logit": 2.400390625, + "end_logit": 1.8720703125, + "text": "k\u00e1iser Guillermo II de Alemania. El", + "probability": 0.04302978515625 + }, + { + "start_logit": 2.2109375, + "end_logit": 1.8720703125, + "text": "el futuro k\u00e1iser Guillermo II de Alemania. El", + "probability": 0.0355224609375 + }, + { + "start_logit": 0.35302734375, + "end_logit": 3.525390625, + "text": "\u00e1iser Guillermo II de Alemania", + "probability": 0.0290069580078125 + }, + { + "start_logit": 1.7236328125, + "end_logit": 1.8720703125, + "text": "futuro k\u00e1iser Guillermo II de Alemania. 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Algunas", + "probability": 0.0011892318725585938 + }, + { + "start_logit": -0.9541015625, + "end_logit": 6.296875, + "text": "xilema y el floema en sus haces vasculares, las hojas", + "probability": 0.0011396408081054688 + }, + { + "start_logit": 5.078125, + "end_logit": 0.2425537109375, + "text": "las hojas se componen principalmente de c\u00e9lulas del par\u00e9nquima", + "probability": 0.0011119842529296875 + }, + { + "start_logit": 2.083984375, + "end_logit": 3.166015625, + "text": ", las hojas se componen", + "probability": 0.00103759765625 + } + ], + "60ee75c50c8472be7cce1a24ee2cd7409ee4dd52": [ + { + "start_logit": 6.73046875, + "end_logit": 7.78125, + "text": "col\u00e9nquima", + "probability": 0.69287109375 + }, + { + "start_logit": 4.25, + "end_logit": 7.78125, + "text": "son col\u00e9nquima", + "probability": 0.057769775390625 + }, + { + "start_logit": 6.73046875, + "end_logit": 5.19140625, + "text": "col\u00e9nquima.", + "probability": 0.051788330078125 + }, + { + "start_logit": 4.12109375, + "end_logit": 7.78125, + "text": "\u00e9nquima", + "probability": 0.050994873046875 + }, + { + "start_logit": 6.73046875, + "end_logit": 4.8984375, + "text": "col\u00e9nqui", + "probability": 0.038482666015625 + }, + { + "start_logit": 3.35546875, + "end_logit": 7.78125, + "text": "quima", + "probability": 0.0236968994140625 + }, + { + "start_logit": 6.73046875, + "end_logit": 3.98046875, + "text": "col\u00e9n", + "probability": 0.0154266357421875 + }, + { + "start_logit": 2.67578125, + "end_logit": 7.78125, + "text": "ma", + "probability": 0.01192474365234375 + }, + { + "start_logit": 2.666015625, + "end_logit": 7.78125, + "text": "io son col\u00e9nquima", + "probability": 0.01183319091796875 + }, + { + "start_logit": 2.4140625, + "end_logit": 7.78125, + "text": "hilos en el apio son col\u00e9nquima", + "probability": 0.00921630859375 + }, + { + "start_logit": 2.162109375, + "end_logit": 7.78125, + "text": "Los hilos en el apio son col\u00e9nquima", + "probability": 0.007171630859375 + }, + { + "start_logit": 6.73046875, + "end_logit": 2.83203125, + "text": "col", + "probability": 0.00489044189453125 + }, + { + "start_logit": 4.25, + "end_logit": 5.19140625, + "text": "son col\u00e9nquima.", + "probability": 0.0043182373046875 + }, + { + "start_logit": 4.12109375, + "end_logit": 5.19140625, + "text": "\u00e9nquima.", + "probability": 0.003810882568359375 + }, + { + "start_logit": 1.4296875, + "end_logit": 7.78125, + "text": "apio son col\u00e9nquima", + "probability": 0.00344085693359375 + }, + { + "start_logit": 4.25, + "end_logit": 4.8984375, + "text": "son col\u00e9nqui", + "probability": 0.0032329559326171875 + }, + { + "start_logit": 4.12109375, + "end_logit": 4.8984375, + "text": "\u00e9nqui", + "probability": 0.00283050537109375 + }, + { + "start_logit": 1.1591796875, + "end_logit": 7.78125, + "text": ". Los hilos en el apio son col\u00e9nquima", + "probability": 0.0026187896728515625 + }, + { + "start_logit": 0.8076171875, + "end_logit": 7.78125, + "text": "el apio son col\u00e9nquima", + "probability": 0.001842498779296875 + }, + { + "start_logit": 3.35546875, + "end_logit": 5.19140625, + "text": "quima.", + "probability": 0.0017719268798828125 + } + ], + "6a636c91f7733165c92ed84864debf6bdbdf7d16": [ + { + "start_logit": 3.791015625, + "end_logit": 4.4140625, + "text": "estructuras tisulares de la ra\u00edz, hojas, flores", + "probability": 0.1287841796875 + }, + { + "start_logit": 3.791015625, + "end_logit": 4.1796875, + "text": "estructuras tisulares de la ra\u00edz, hojas, flores y estructuras reproductivas", + "probability": 0.1019287109375 + }, + { + "start_logit": 3.3671875, + "end_logit": 4.4140625, + "text": "las estructuras tisulares de la ra\u00edz, hojas, flores", + "probability": 0.08447265625 + }, + { + "start_logit": 3.326171875, + "end_logit": 4.4140625, + "text": "ra\u00edz, hojas, flores", + "probability": 0.081298828125 + }, + { + "start_logit": 3.3671875, + "end_logit": 4.1796875, + "text": "las estructuras tisulares de la ra\u00edz, hojas, flores y estructuras reproductivas", + "probability": 0.06683349609375 + }, + { + "start_logit": 3.326171875, + "end_logit": 4.1796875, + "text": "ra\u00edz, hojas, flores y estructuras reproductivas", + "probability": 0.06427001953125 + }, + { + "start_logit": 3.791015625, + "end_logit": 3.68359375, + "text": "estructuras tisulares de la ra\u00edz, hojas, flores y estructuras reproductiva", + "probability": 0.06231689453125 + }, + { + "start_logit": 2.76953125, + "end_logit": 4.4140625, + "text": "la ra\u00edz, hojas, flores", + "probability": 0.046478271484375 + }, + { + "start_logit": 3.791015625, + "end_logit": 3.26953125, + "text": "estructuras tisulares de la ra\u00edz, hojas", + "probability": 0.041168212890625 + }, + { + "start_logit": 3.3671875, + "end_logit": 3.68359375, + "text": "las estructuras tisulares de la ra\u00edz, hojas, flores y estructuras reproductiva", + "probability": 0.04071044921875 + }, + { + "start_logit": 3.326171875, + "end_logit": 3.68359375, + "text": "ra\u00edz, hojas, flores y estructuras reproductiva", + "probability": 0.038970947265625 + }, + { + "start_logit": 2.76953125, + "end_logit": 4.1796875, + "text": "la ra\u00edz, hojas, flores y estructuras reproductivas", + "probability": 0.036773681640625 + }, + { + "start_logit": 2.296875, + "end_logit": 4.4140625, + "text": "hojas, flores", + "probability": 0.0289764404296875 + }, + { + "start_logit": 3.791015625, + "end_logit": 2.861328125, + "text": "estructuras tisulares", + "probability": 0.027313232421875 + }, + { + "start_logit": 3.791015625, + "end_logit": 2.861328125, + "text": "estructuras tisulares de la ra\u00edz, hojas, flores y estructuras", + "probability": 0.027313232421875 + }, + { + "start_logit": 3.3671875, + "end_logit": 3.26953125, + "text": "las estructuras tisulares de la ra\u00edz, hojas", + "probability": 0.026885986328125 + }, + { + "start_logit": 3.326171875, + "end_logit": 3.26953125, + "text": "ra\u00edz, hojas", + "probability": 0.0257720947265625 + }, + { + "start_logit": 2.125, + "end_logit": 4.4140625, + "text": "formar las estructuras tisulares de la ra\u00edz, hojas, flores", + "probability": 0.0243988037109375 + }, + { + "start_logit": 2.296875, + "end_logit": 4.1796875, + "text": "hojas, flores y estructuras reproductivas", + "probability": 0.022918701171875 + }, + { + "start_logit": 2.76953125, + "end_logit": 3.68359375, + "text": "la ra\u00edz, hojas, flores y estructuras reproductiva", + "probability": 0.02239990234375 + } + ], + "97172aee2eb3f8562fdfcb9b853c475e3f08a143": [ + { + "start_logit": -1.802734375, + "end_logit": -1.0087890625, + "text": "vasos del xilema", + "probability": 0.179443359375 + }, + { + "start_logit": -2.447265625, + "end_logit": -1.0087890625, + "text": "angiospermas tambi\u00e9n tienen vasos del xilema", + "probability": 0.09417724609375 + }, + { + "start_logit": -2.447265625, + "end_logit": -1.087890625, + "text": "angiospermas", + "probability": 0.08709716796875 + }, + { + "start_logit": -2.7734375, + "end_logit": -1.0087890625, + "text": "las angiospermas tambi\u00e9n tienen vasos del xilema", + "probability": 0.068115234375 + }, + { + "start_logit": -2.314453125, + "end_logit": -1.4951171875, + "text": "c\u00e9lulas alargadas de construcci\u00f3n m\u00e1s sencilla", + "probability": 0.0662841796875 + }, + { + "start_logit": -2.7734375, + "end_logit": -1.087890625, + "text": "las angiospermas", + "probability": 0.0628662109375 + }, + { + "start_logit": -1.802734375, + "end_logit": -2.20703125, + "text": "vasos del xile", + "probability": 0.05426025390625 + }, + { + "start_logit": -3.142578125, + "end_logit": -1.0087890625, + "text": "del xilema", + "probability": 0.0469970703125 + }, + { + "start_logit": -3.333984375, + "end_logit": -1.0087890625, + "text": "que las angiospermas tambi\u00e9n tienen vasos del xilema", + "probability": 0.038818359375 + }, + { + "start_logit": -1.802734375, + "end_logit": -2.56640625, + "text": "vasos del x", + "probability": 0.03790283203125 + }, + { + "start_logit": -3.333984375, + "end_logit": -1.087890625, + "text": "que las angiospermas", + "probability": 0.035888671875 + }, + { + "start_logit": -3.486328125, + "end_logit": -1.0087890625, + "text": "xilema, mientras que las angiospermas tambi\u00e9n tienen vasos del xilema", + "probability": 0.033294677734375 + }, + { + "start_logit": -3.486328125, + "end_logit": -1.087890625, + "text": "xilema, mientras que las angiospermas", + "probability": 0.0308074951171875 + }, + { + "start_logit": -2.447265625, + "end_logit": -2.20703125, + "text": "angiospermas tambi\u00e9n tienen vasos del xile", + "probability": 0.02838134765625 + }, + { + "start_logit": -3.70703125, + "end_logit": -1.0087890625, + "text": "mientras que las angiospermas tambi\u00e9n tienen vasos del xilema", + "probability": 0.026763916015625 + }, + { + "start_logit": -3.70703125, + "end_logit": -1.087890625, + "text": "mientras que las angiospermas", + "probability": 0.024658203125 + }, + { + "start_logit": -3.33203125, + "end_logit": -1.4951171875, + "text": "Espor\u00f3fito tiene un tejido que conduce el agua conocido como el hidroma que est\u00e1 compuesto de c\u00e9lulas alargadas de construcci\u00f3n m\u00e1s sencilla", + "probability": 0.023895263671875 + }, + { + "start_logit": -2.7734375, + "end_logit": -2.20703125, + "text": "las angiospermas tambi\u00e9n tienen vasos del xile", + "probability": 0.0205230712890625 + }, + { + "start_logit": -1.802734375, + "end_logit": -3.19921875, + "text": "vasos", + "probability": 0.0201263427734375 + }, + { + "start_logit": -2.447265625, + "end_logit": -2.56640625, + "text": "angiospermas tambi\u00e9n tienen vasos del x", + "probability": 0.0198211669921875 + } + ], + "18a5c05701b7359fcd32a379b2ac4a9a5d7544de": [ + { + "start_logit": 1.8505859375, + "end_logit": 2.396484375, + "text": "plantas vasculares o traqueofitas", + "probability": 0.1832275390625 + }, + { + "start_logit": 1.4990234375, + "end_logit": 2.396484375, + "text": "vasculares o traqueofitas", + "probability": 0.12890625 + }, + { + "start_logit": 1.8505859375, + "end_logit": 2.0078125, + "text": "plantas vasculares", + "probability": 0.12445068359375 + }, + { + "start_logit": 1.4990234375, + "end_logit": 2.0078125, + "text": "vasculares", + "probability": 0.08758544921875 + }, + { + "start_logit": 1.8505859375, + "end_logit": 1.23828125, + "text": "plantas vasculares o traqueofi", + "probability": 0.05767822265625 + }, + { + "start_logit": 0.55517578125, + "end_logit": 2.396484375, + "text": "las plantas vasculares o traqueofitas", + "probability": 0.050201416015625 + }, + { + "start_logit": 0.67333984375, + "end_logit": 2.130859375, + "text": "c\u00e9lulas alargadas con espesamiento secundario lignificado de las paredes celulares. Las c\u00e9lulas del xylema se especializan para la conducci\u00f3n del agua", + "probability": 0.043365478515625 + }, + { + "start_logit": 1.4990234375, + "end_logit": 1.23828125, + "text": "vasculares o traqueofi", + "probability": 0.04058837890625 + }, + { + "start_logit": 0.55517578125, + "end_logit": 2.0078125, + "text": "las plantas vasculares", + "probability": 0.034027099609375 + }, + { + "start_logit": 0.418701171875, + "end_logit": 2.130859375, + "text": "la conducci\u00f3n del agua", + "probability": 0.0335693359375 + }, + { + "start_logit": 0.3447265625, + "end_logit": 2.130859375, + "text": "especializan para la conducci\u00f3n del agua", + "probability": 0.0312347412109375 + }, + { + "start_logit": -0.030609130859375, + "end_logit": 2.396484375, + "text": "traqueofitas", + "probability": 0.0279388427734375 + }, + { + "start_logit": 1.8505859375, + "end_logit": 0.5126953125, + "text": "plantas vasculares o traqueo", + "probability": 0.02789306640625 + }, + { + "start_logit": 0.002742767333984375, + "end_logit": 2.130859375, + "text": "para la conducci\u00f3n del agua", + "probability": 0.0221405029296875 + }, + { + "start_logit": -0.29443359375, + "end_logit": 2.396484375, + "text": "culares o traqueofitas", + "probability": 0.0214691162109375 + }, + { + "start_logit": 1.8505859375, + "end_logit": 0.193115234375, + "text": "plantas vasculares o tra", + "probability": 0.0202484130859375 + }, + { + "start_logit": 1.4990234375, + "end_logit": 0.5126953125, + "text": "vasculares o traqueo", + "probability": 0.019622802734375 + }, + { + "start_logit": 0.55517578125, + "end_logit": 1.23828125, + "text": "las plantas vasculares o traqueofi", + "probability": 0.0157623291015625 + }, + { + "start_logit": -0.37255859375, + "end_logit": 2.130859375, + "text": "conducci\u00f3n del agua", + "probability": 0.01522064208984375 + }, + { + "start_logit": 1.8505859375, + "end_logit": -0.13427734375, + "text": "plantas vasculares o traqueofitas. Las", + "probability": 0.01461029052734375 + } + ], + "694ce8b90f6854bcd6c3a505767df90f8b659d06": [ + { + "start_logit": 6.46875, + "end_logit": 7.8828125, + "text": "tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", + "probability": 0.5458984375 + }, + { + "start_logit": 5.09375, + "end_logit": 7.8828125, + "text": "un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", + "probability": 0.13818359375 + }, + { + "start_logit": 6.46875, + "end_logit": 6.08203125, + "text": "tejido m\u00e1s simple", + "probability": 0.08984375 + }, + { + "start_logit": 3.978515625, + "end_logit": 7.8828125, + "text": "funci\u00f3n an\u00e1loga", + "probability": 0.045166015625 + }, + { + "start_logit": 3.666015625, + "end_logit": 7.8828125, + "text": "m\u00e1s simple con funci\u00f3n an\u00e1loga", + "probability": 0.033050537109375 + }, + { + "start_logit": 6.46875, + "end_logit": 4.875, + "text": "tejido m\u00e1s simple con funci\u00f3n an\u00e1loga conocida", + "probability": 0.0269775390625 + }, + { + "start_logit": 5.09375, + "end_logit": 6.08203125, + "text": "un tejido m\u00e1s simple", + "probability": 0.0227203369140625 + }, + { + "start_logit": 6.46875, + "end_logit": 4.5, + "text": "tejido m\u00e1s simple con funci\u00f3n", + "probability": 0.0185546875 + }, + { + "start_logit": 2.66015625, + "end_logit": 7.8828125, + "text": "simple con funci\u00f3n an\u00e1loga", + "probability": 0.0121612548828125 + }, + { + "start_logit": 2.65625, + "end_logit": 7.8828125, + "text": "con funci\u00f3n an\u00e1loga", + "probability": 0.0120697021484375 + }, + { + "start_logit": 2.6328125, + "end_logit": 7.8828125, + "text": "pero los musgo espor\u00f3fitos tienen un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", + "probability": 0.01177978515625 + }, + { + "start_logit": 2.171875, + "end_logit": 7.8828125, + "text": "los musgo espor\u00f3fitos tienen un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", + "probability": 0.007434844970703125 + }, + { + "start_logit": 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Este", + "probability": 0.03558349609375 + }, + { + "start_logit": 2.54296875, + "end_logit": 4.30078125, + "text": "para dejar en blanco el CRT de los primeros receptores de televisi\u00f3n", + "probability": 0.035308837890625 + }, + { + "start_logit": 1.72265625, + "end_logit": 5.12109375, + "text": "utiliza para la sincronizaci\u00f3n y el retorno vertical", + "probability": 0.035308837890625 + }, + { + "start_logit": 3.62109375, + "end_logit": 2.7578125, + "text": "la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco el CRT de los primeros receptores de televisi\u00f3n. Sin", + "probability": 0.022186279296875 + }, + { + "start_logit": 3.568359375, + "end_logit": 2.7578125, + "text": "dejar en blanco el CRT de los primeros receptores de televisi\u00f3n. Sin", + "probability": 0.021087646484375 + }, + { + "start_logit": 3.62109375, + "end_logit": 2.603515625, + "text": "la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", + "probability": 0.01904296875 + }, + { + "start_logit": 3.568359375, + "end_logit": 2.603515625, + "text": "dejar en blanco", + "probability": 0.018035888671875 + }, + { + "start_logit": 3.62109375, + "end_logit": 2.5, + "text": "la sincronizaci\u00f3n y el retorno", + "probability": 0.0171356201171875 + }, + { + "start_logit": 2.802734375, + "end_logit": 3.23046875, + "text": "sincronizaci\u00f3n y el retorno vertical. Este", + "probability": 0.0156707763671875 + }, + { + "start_logit": 1.72265625, + "end_logit": 4.30078125, + "text": "utiliza para la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco el CRT de los primeros receptores de televisi\u00f3n", + "probability": 0.01555633544921875 + }, + { + "start_logit": 2.708984375, + "end_logit": 3.23046875, + "text": "para la sincronizaci\u00f3n y el retorno vertical. Este", + "probability": 0.0142669677734375 + }, + { + "start_logit": 3.62109375, + "end_logit": 2.27734375, + "text": "la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco el CRT", + "probability": 0.0137176513671875 + }, + { + "start_logit": 3.62109375, + "end_logit": 2.26171875, + "text": "la sincronizaci\u00f3n y el retorno vertical.", + "probability": 0.01351165771484375 + } + ], + "04203425260fcd4cfddf76f0d7370073f8490912": [ + { + "start_logit": 3.091796875, + "end_logit": 2.71875, + "text": "525 l\u00edneas", + "probability": 0.1466064453125 + }, + { + "start_logit": 3.091796875, + "end_logit": 2.4921875, + "text": "525", + "probability": 0.11688232421875 + }, + { + "start_logit": 3.091796875, + "end_logit": 2.47265625, + "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": 0.11419677734375 + }, + { + "start_logit": 2.5, + "end_logit": 2.71875, + "text": "l\u00edneas", + "probability": 0.08099365234375 + }, + { + "start_logit": 2.732421875, + "end_logit": 2.47265625, + "text": "525 l\u00edneas", + "probability": 0.0797119140625 + }, + { + "start_logit": 2.6328125, + "end_logit": 2.47265625, + "text": "l\u00edneas", + "probability": 0.07232666015625 + }, + { + "start_logit": 2.5, + "end_logit": 2.47265625, + "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": 0.06329345703125 + }, + { + "start_logit": 3.091796875, + "end_logit": 1.5302734375, + "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": 0.044525146484375 + }, + { + "start_logit": 3.091796875, + "end_logit": 1.380859375, + "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": 0.038421630859375 + }, + { + "start_logit": 2.732421875, + "end_logit": 1.5302734375, + "text": "525 l\u00edneas y 30 cuadros por segundo", + "probability": 0.0310821533203125 + }, + { + "start_logit": 2.6328125, + "end_logit": 1.5302734375, + "text": "l\u00edneas y 30 cuadros por segundo", + "probability": 0.0282135009765625 + }, + { + "start_logit": 2.732421875, + "end_logit": 1.380859375, + "text": "525", + "probability": 0.0268096923828125 + }, + { + "start_logit": 2.5, + "end_logit": 1.5302734375, + "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 y 30 cuadros por segundo", + "probability": 0.0247039794921875 + }, + { + "start_logit": 3.091796875, + "end_logit": 0.92431640625, + "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", + "probability": 0.0243072509765625 + }, + { + "start_logit": 3.091796875, + "end_logit": 0.88818359375, + "text": "52", + "probability": 0.023468017578125 + }, + { + "start_logit": 2.5, + "end_logit": 1.380859375, + "text": "l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525", + "probability": 0.021240234375 + }, + { + "start_logit": 3.091796875, + "end_logit": 0.58642578125, + "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", + "probability": 0.0173492431640625 + }, + { + "start_logit": 2.732421875, + "end_logit": 0.92431640625, + "text": "525 l\u00edneas y 30", + "probability": 0.0169830322265625 + }, + { + "start_logit": 2.6328125, + "end_logit": 0.92431640625, + "text": "l\u00edneas y 30", + "probability": 0.0153656005859375 + }, + { + "start_logit": 2.5, + "end_logit": 0.92431640625, + "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 y 30", + "probability": 0.01345062255859375 + } + ], + "adc328c0301ed7c78c5ae83964d4cb109a3ad7a8": [ + { + "start_logit": 6.62890625, + "end_logit": 6.10546875, + "text": "59,94", + "probability": 0.351806640625 + }, + { + "start_logit": 6.62890625, + "end_logit": 5.6875, + "text": "59,94 campos por segundo", + "probability": 0.230712890625 + }, + { + "start_logit": 6.62890625, + "end_logit": 4.69921875, + "text": "59,94 campos", + "probability": 0.08624267578125 + }, + { + "start_logit": 5.0703125, + "end_logit": 6.10546875, + "text": "aproximadamente 59,94", + "probability": 0.07373046875 + }, + { + "start_logit": 5.0703125, + "end_logit": 5.6875, + "text": "aproximadamente 59,94 campos por segundo", + "probability": 0.04876708984375 + }, + { + "start_logit": 6.62890625, + "end_logit": 3.740234375, + "text": "59,94 campos por", + "probability": 0.032989501953125 + }, + { + "start_logit": 4.1796875, + "end_logit": 6.10546875, + "text": "obtiene aproximadamente 59,94", + "probability": 0.0302581787109375 + }, + { + "start_logit": 6.62890625, + "end_logit": 3.64453125, + "text": "59,94 campos por segundo. Esto", + "probability": 0.030029296875 + }, + { + "start_logit": 4.1796875, + "end_logit": 5.6875, + "text": "obtiene aproximadamente 59,94 campos por segundo", + "probability": 0.0200042724609375 + }, + { + "start_logit": 5.0703125, + "end_logit": 4.69921875, + "text": "aproximadamente 59,94 campos", + "probability": 0.01806640625 + }, + { + "start_logit": 6.62890625, + "end_logit": 2.66015625, + "text": "59,94 campos por segundo.", + "probability": 0.01122283935546875 + }, + { + "start_logit": 3.408203125, + "end_logit": 5.6875, + "text": "campos por segundo", + "probability": 0.0092315673828125 + }, + { + "start_logit": 2.9609375, + "end_logit": 6.10546875, + "text": "94", + "probability": 0.008941650390625 + }, + { + "start_logit": 2.91015625, + "end_logit": 6.10546875, + "text": "se obtiene aproximadamente 59,94", + "probability": 0.00853729248046875 + }, + { + "start_logit": 4.1796875, + "end_logit": 4.69921875, + "text": "obtiene aproximadamente 59,94 campos", + "probability": 0.007419586181640625 + }, + { + "start_logit": 5.0703125, + "end_logit": 3.740234375, + "text": "aproximadamente 59,94 campos por", + "probability": 0.006969451904296875 + }, + { + "start_logit": 6.62890625, + "end_logit": 2.1484375, + "text": "59,94 campos por segundo. Esto explica", + "probability": 0.006755828857421875 + }, + { + "start_logit": 5.0703125, + "end_logit": 3.64453125, + "text": "aproximadamente 59,94 campos por segundo. Esto", + "probability": 0.00634765625 + }, + { + "start_logit": 2.9609375, + "end_logit": 5.6875, + "text": "94 campos por segundo", + "probability": 0.00591278076171875 + }, + { + "start_logit": 2.91015625, + "end_logit": 5.6875, + "text": "se obtiene aproximadamente 59,94 campos por segundo", + "probability": 0.0055999755859375 + } + ], + "2ddedf0063f403a5c9782b7ec075a1ea3f2919e1": [ + { + "start_logit": 3.9453125, + "end_logit": 3.99609375, + "text": "aproximadamente 20%", + "probability": 0.2291259765625 + }, + { + "start_logit": 3.84765625, + "end_logit": 3.99609375, + "text": "de aproximadamente 20%", + "probability": 0.207763671875 + }, + { + "start_logit": 3.466796875, + "end_logit": 3.99609375, + "text": "20%", + "probability": 0.141845703125 + }, + { + "start_logit": 3.9453125, + "end_logit": 2.376953125, + "text": "aproximadamente 20", + "probability": 0.0452880859375 + }, + { + "start_logit": 3.84765625, + "end_logit": 2.376953125, + "text": "de aproximadamente 20", + "probability": 0.041229248046875 + }, + { + "start_logit": 3.9453125, + "end_logit": 2.078125, + "text": "aproximadamente 20%. La", + "probability": 0.033660888671875 + }, + { + "start_logit": 3.84765625, + "end_logit": 2.078125, + "text": "de aproximadamente 20%. La", + "probability": 0.030517578125 + }, + { + "start_logit": 3.466796875, + "end_logit": 2.376953125, + "text": "20", + "probability": 0.02813720703125 + }, + { + "start_logit": 3.9453125, + "end_logit": 1.8681640625, + "text": "aproximadamente 20%. La neuro", + "probability": 0.0272674560546875 + }, + { + "start_logit": 3.9453125, + "end_logit": 1.8623046875, + "text": "aproximadamente", + "probability": 0.02716064453125 + }, + { + "start_logit": 3.9453125, + "end_logit": 1.8271484375, + "text": "aproximadamente 20%.", + "probability": 0.026214599609375 + }, + { + "start_logit": 3.84765625, + "end_logit": 1.8681640625, + "text": "de aproximadamente 20%. La neuro", + "probability": 0.0247344970703125 + }, + { + "start_logit": 3.84765625, + "end_logit": 1.8623046875, + "text": "de aproximadamente", + "probability": 0.024627685546875 + }, + { + "start_logit": 3.84765625, + "end_logit": 1.8271484375, + "text": "de aproximadamente 20%.", + "probability": 0.023773193359375 + }, + { + "start_logit": 3.466796875, + "end_logit": 2.078125, + "text": "20%. La", + "probability": 0.020904541015625 + }, + { + "start_logit": 3.466796875, + "end_logit": 1.8681640625, + "text": "20%. La neuro", + "probability": 0.0169219970703125 + }, + { + "start_logit": 3.466796875, + "end_logit": 1.8271484375, + "text": "20%.", + "probability": 0.0162200927734375 + }, + { + "start_logit": 1.2119140625, + "end_logit": 3.99609375, + "text": "es de aproximadamente 20%", + "probability": 0.01488494873046875 + }, + { + "start_logit": 3.9453125, + "end_logit": 0.88330078125, + "text": "aproximadamente 20%. La neuropat\u00eda", + "probability": 0.01019287109375 + }, + { + "start_logit": 3.84765625, + "end_logit": 0.88330078125, + "text": "de aproximadamente 20%. La neuropat\u00eda", + "probability": 0.00923919677734375 + } + ], + "c4088f20982b7f50f6328ebca7baae00a507f426": [ + { + "start_logit": 3.158203125, + "end_logit": 4.37890625, + "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", + "probability": 0.393310546875 + }, + { + "start_logit": 1.7451171875, + "end_logit": 4.37890625, + "text": "implica un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", + "probability": 0.09564208984375 + }, + { + "start_logit": 1.3623046875, + "end_logit": 4.37890625, + "text": "un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", + "probability": 0.065185546875 + }, + { + "start_logit": 3.158203125, + "end_logit": 2.5234375, + "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El", + "probability": 0.061248779296875 + }, + { + "start_logit": 3.158203125, + "end_logit": 2.4296875, + "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores.", + "probability": 0.0557861328125 + }, + { + "start_logit": 2.494140625, + "end_logit": 2.892578125, + "text": "morbilidad y mortalidad", + "probability": 0.045684814453125 + }, + { + "start_logit": 0.822265625, + "end_logit": 4.37890625, + "text": "de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", + "probability": 0.038055419921875 + }, + { + "start_logit": 3.158203125, + "end_logit": 2.009765625, + "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades", + "probability": 0.036712646484375 + }, + { + "start_logit": 3.158203125, + "end_logit": 1.87890625, + "text": "amputaci\u00f3n no-traum\u00e1tica", + "probability": 0.03228759765625 + }, + { + "start_logit": 3.158203125, + "end_logit": 1.8720703125, + "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor", + "probability": 0.032012939453125 + }, + { + "start_logit": 3.158203125, + "end_logit": 1.849609375, + "text": "amputaci\u00f3n no-traum\u00e1tica de extremi", + "probability": 0.03131103515625 + }, + { + "start_logit": -0.09765625, + "end_logit": 4.37890625, + "text": "50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", + "probability": 0.01513671875 + }, + { + "start_logit": 1.7451171875, + "end_logit": 2.5234375, + "text": "implica un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El", + "probability": 0.01495361328125 + }, + { + "start_logit": 3.158203125, + "end_logit": 1.017578125, + "text": "amputaci\u00f3n no-traum\u00e1tica de", + "probability": 0.01361083984375 + }, + { + "start_logit": 1.7451171875, + "end_logit": 2.4296875, + "text": "implica un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores.", + "probability": 0.01361083984375 + }, + { + "start_logit": 3.158203125, + "end_logit": 0.998046875, + "text": "amputaci\u00f3n no-traum", + "probability": 0.01335906982421875 + }, + { + "start_logit": 3.158203125, + "end_logit": 0.8525390625, + "text": "amputaci\u00f3n", + "probability": 0.01155853271484375 + }, + { + "start_logit": -0.47705078125, + "end_logit": 4.37890625, + "text": "utaci\u00f3n no-traum\u00e1tica de extremidades inferiores", + "probability": 0.01035308837890625 + }, + { + "start_logit": 1.3623046875, + "end_logit": 2.5234375, + "text": "un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El", + "probability": 0.01019287109375 + }, + { + "start_logit": 3.158203125, + "end_logit": 0.70703125, + "text": "amputaci\u00f3n no-tra", + "probability": 0.009979248046875 + } + ], + "409a74080395dbce8e072ebae61fb5acae62a74e": [ + { + "start_logit": 7.3671875, + "end_logit": 8.3671875, + "text": "Vasos sangu\u00edneos", + "probability": 0.888671875 + }, + { + "start_logit": 7.3671875, + "end_logit": 5.3359375, + "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo", + "probability": 0.042877197265625 + }, + { + "start_logit": 7.3671875, + "end_logit": 4.94921875, + "text": "Vasos sangu\u00edneo", + "probability": 0.029022216796875 + }, + { + "start_logit": 3.462890625, + "end_logit": 8.3671875, + "text": "Los Vasos sangu\u00edneos", + "probability": 0.01788330078125 + }, + { + "start_logit": 7.3671875, + "end_logit": 3.51953125, + "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo.", + "probability": 0.0070037841796875 + }, + { + "start_logit": 7.3671875, + "end_logit": 3.3828125, + "text": "Vasos sangu\u00edneos dependen", + "probability": 0.006084442138671875 + }, + { + "start_logit": 4.05078125, + "end_logit": 5.3359375, + "text": "flujo sangu\u00edneo", + "probability": 0.0015621185302734375 + }, + { + "start_logit": 3.98046875, + "end_logit": 5.3359375, + "text": "adecuado flujo sangu\u00edneo", + "probability": 0.001445770263671875 + }, + { + "start_logit": 3.462890625, + "end_logit": 5.3359375, + "text": "Los Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo", + "probability": 0.0008630752563476562 + }, + { + "start_logit": 0.1756591796875, + "end_logit": 8.3671875, + "text": "os sangu\u00edneos", + "probability": 0.0006666183471679688 + }, + { + "start_logit": 3.115234375, + "end_logit": 5.3359375, + "text": "del adecuado flujo sangu\u00edneo", + "probability": 0.0006122589111328125 + }, + { + "start_logit": 3.462890625, + "end_logit": 4.94921875, + "text": "Los Vasos sangu\u00edneo", + "probability": 0.0005884170532226562 + }, + { + "start_logit": -0.023529052734375, + "end_logit": 8.3671875, + "text": "sangu\u00edneos", + "probability": 0.0005483627319335938 + }, + { + "start_logit": 7.3671875, + "end_logit": 0.82373046875, + "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo", + "probability": 0.000469207763671875 + }, + { + "start_logit": 2.65234375, + "end_logit": 5.3359375, + "text": "dependen del adecuado flujo sangu\u00edneo", + "probability": 0.00038433074951171875 + }, + { + "start_logit": 7.3671875, + "end_logit": 0.50732421875, + "text": "Vasos", + "probability": 0.00034308433532714844 + }, + { + "start_logit": 7.3671875, + "end_logit": 0.49365234375, + "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado", + "probability": 0.00033783912658691406 + }, + { + "start_logit": 4.05078125, + "end_logit": 3.51953125, + "text": "flujo sangu\u00edneo.", + "probability": 0.0002529621124267578 + }, + { + "start_logit": 3.98046875, + "end_logit": 3.51953125, + "text": "adecuado flujo sangu\u00edneo.", + "probability": 0.0002359151840209961 + }, + { + "start_logit": -0.8837890625, + "end_logit": 8.3671875, + "text": ". 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Este", + "probability": 0.01174163818359375 + }, + { + "start_logit": 3.654296875, + "end_logit": 1.6025390625, + "text": "reordenaci\u00f3n de sus cualidades", + "probability": 0.0102386474609375 + }, + { + "start_logit": 3.44921875, + "end_logit": 1.6025390625, + "text": "la reordenaci\u00f3n de sus cualidades", + "probability": 0.00832366943359375 + }, + { + "start_logit": -0.065185546875, + "end_logit": 4.98046875, + "text": "ordenaci\u00f3n de sus cualidades b\u00e1sicas", + "probability": 0.007259368896484375 + }, + { + "start_logit": -0.1248779296875, + "end_logit": 4.98046875, + "text": "la transmutaci\u00f3n de un metal en otro podr\u00eda verse afectada por la reordenaci\u00f3n de sus cualidades b\u00e1sicas", + "probability": 0.006847381591796875 + }, + { + "start_logit": -0.388916015625, + "end_logit": 4.98046875, + "text": "cualidades b\u00e1sicas", + "probability": 0.005252838134765625 + }, + { + "start_logit": 3.654296875, + "end_logit": 0.9296875, + "text": "reordenaci\u00f3n de sus cualidades b\u00e1sicas. 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0.0175628662109375 + }, + { + "start_logit": 6.0859375, + "end_logit": 2.703125, + "text": "1914-1918), ya", + "probability": 0.01549530029296875 + }, + { + "start_logit": 2.701171875, + "end_logit": 6.06640625, + "text": "en 1939", + "probability": 0.01513671875 + }, + { + "start_logit": 6.0859375, + "end_logit": 2.517578125, + "text": "1914", + "probability": 0.012847900390625 + }, + { + "start_logit": 6.0859375, + "end_logit": 2.357421875, + "text": "1914-1918)", + "probability": 0.010986328125 + }, + { + "start_logit": 2.341796875, + "end_logit": 6.06640625, + "text": "estall\u00f3 en 1939", + "probability": 0.0105743408203125 + }, + { + "start_logit": 6.0859375, + "end_logit": 2.015625, + "text": "1914-1918),", + "probability": 0.00778961181640625 + }, + { + "start_logit": 5.99609375, + "end_logit": 1.703125, + "text": "1939 y la", + "probability": 0.00521087646484375 + }, + { + "start_logit": 1.3984375, + "end_logit": 6.06640625, + "text": "la Segunda Guerra Mundial estall\u00f3 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"text": "-1918", + "probability": 0.0017528533935546875 + }, + { + "start_logit": 0.401123046875, + "end_logit": 6.06640625, + "text": "Mundial estall\u00f3 en 1939", + "probability": 0.0015230178833007812 + }, + { + "start_logit": 6.0859375, + "end_logit": 0.31103515625, + "text": "1914-1918), ya que", + "probability": 0.0014190673828125 + } + ], + "d5abfae84b80bc016a6d11fe5c6de724d7de95e9": [ + { + "start_logit": 4.1640625, + "end_logit": 3.787109375, + "text": "130.000", + "probability": 0.4580078125 + }, + { + "start_logit": 4.1640625, + "end_logit": 2.193359375, + "text": "130.000 tropas indias, australianas, y brit\u00e1nicas", + "probability": 0.093017578125 + }, + { + "start_logit": 2.46875, + "end_logit": 3.787109375, + "text": "Alrededor de 130.000", + "probability": 0.0841064453125 + }, + { + "start_logit": 4.1640625, + "end_logit": 1.9150390625, + "text": "130.000 tropas", + "probability": 0.0701904296875 + }, + { + "start_logit": 4.1640625, + "end_logit": 1.3310546875, + "text": "130.000 tropas indias, australianas, y brit\u00e1nicas se", + "probability": 0.03924560546875 + }, + { + "start_logit": 4.1640625, + "end_logit": 1.322265625, + "text": "130.000 tropas indias, australianas, y brit\u00e1nicas se convirtieron", + "probability": 0.038787841796875 + }, + { + "start_logit": 3.107421875, + "end_logit": 2.193359375, + "text": "tropas indias, australianas, y brit\u00e1nicas", + "probability": 0.03228759765625 + }, + { + "start_logit": 1.5126953125, + "end_logit": 3.787109375, + "text": "de 130.000", + "probability": 0.03228759765625 + }, + { + "start_logit": 1.326171875, + "end_logit": 3.787109375, + "text": "000", + "probability": 0.026763916015625 + }, + { + "start_logit": 3.107421875, + "end_logit": 1.9150390625, + "text": "tropas", + "probability": 0.0244598388671875 + }, + { + "start_logit": 2.46875, + "end_logit": 2.193359375, + "text": "Alrededor de 130.000 tropas indias, australianas, y brit\u00e1nicas", + "probability": 0.0170745849609375 + }, + { + "start_logit": 3.107421875, + "end_logit": 1.3310546875, + "text": "tropas indias, australianas, y brit\u00e1nicas se", + "probability": 0.01361083984375 + }, + { + "start_logit": 3.107421875, + "end_logit": 1.322265625, + "text": "tropas indias, australianas, y brit\u00e1nicas se convirtieron", + "probability": 0.0135040283203125 + }, + { + "start_logit": 2.46875, + "end_logit": 1.9150390625, + "text": "Alrededor de 130.000 tropas", + "probability": 0.0128936767578125 + }, + { + "start_logit": 4.1640625, + "end_logit": -0.155029296875, + "text": "130.000 tropas india", + "probability": 0.00885772705078125 + }, + { + "start_logit": 0.05914306640625, + "end_logit": 3.787109375, + "text": ". 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El", + "probability": 0.0005946159362792969 + }, + { + "start_logit": -0.80078125, + "end_logit": 6.48828125, + "text": "y Singapur", + "probability": 0.00045609474182128906 + }, + { + "start_logit": -0.98583984375, + "end_logit": 6.48828125, + "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur", + "probability": 0.0003795623779296875 + }, + { + "start_logit": 3.314453125, + "end_logit": 2.09375, + "text": "en Malaya y Singapur. El resto", + "probability": 0.00034427642822265625 + }, + { + "start_logit": -1.099609375, + "end_logit": 6.48828125, + "text": "llevaron entre 25.000 y 50.000 vidas en Malaya y Singapur", + "probability": 0.0003387928009033203 + } + ], + "067319de2cc98a6dcb18d30bbcd195e08749035f": [ + { + "start_logit": 6.44140625, + "end_logit": 7.13671875, + "text": "\"independencia", + "probability": 0.2431640625 + }, + { + "start_logit": 6.09375, + "end_logit": 7.13671875, + "text": "independencia", + "probability": 0.17236328125 + }, + { + "start_logit": 6.44140625, + "end_logit": 6.4375, + "text": "\"independencia\". Los", + "probability": 0.120361328125 + }, + { + "start_logit": 6.09375, + "end_logit": 6.4375, + "text": "independencia\". Los", + "probability": 0.0853271484375 + }, + { + "start_logit": 6.44140625, + "end_logit": 5.8984375, + "text": "\"independencia\"", + "probability": 0.07073974609375 + }, + { + "start_logit": 5.07421875, + "end_logit": 7.13671875, + "text": "significa \"independencia", + "probability": 0.06195068359375 + }, + { + "start_logit": 6.09375, + "end_logit": 5.8984375, + "text": "independencia\"", + "probability": 0.049774169921875 + }, + { + "start_logit": 6.44140625, + "end_logit": 5.5390625, + "text": "\"independencia\".", + "probability": 0.04937744140625 + }, + { + "start_logit": 6.09375, + "end_logit": 5.5390625, + "text": "independencia\".", + "probability": 0.034759521484375 + }, + { + "start_logit": 5.07421875, + "end_logit": 6.4375, + "text": "significa \"independencia\". Los", + "probability": 0.0308990478515625 + }, + { + "start_logit": 6.44140625, + "end_logit": 4.75, + "text": "\"independencia\". Los brit\u00e1nicos", + "probability": 0.0222625732421875 + }, + { + "start_logit": 5.07421875, + "end_logit": 5.8984375, + "text": "significa \"independencia\"", + "probability": 0.0178985595703125 + }, + { + "start_logit": 6.09375, + "end_logit": 4.75, + "text": "independencia\". Los brit\u00e1nicos", + "probability": 0.0157928466796875 + }, + { + "start_logit": 5.07421875, + "end_logit": 5.5390625, + "text": "significa \"independencia\".", + "probability": 0.01248931884765625 + }, + { + "start_logit": 5.07421875, + "end_logit": 4.75, + "text": "significa \"independencia\". Los brit\u00e1nicos", + "probability": 0.005718231201171875 + }, + { + "start_logit": 6.44140625, + "end_logit": 2.248046875, + "text": "\"", + "probability": 0.001827239990234375 + }, + { + "start_logit": 1.533203125, + "end_logit": 7.13671875, + "text": "malayo significa \"independencia", + "probability": 0.0017995834350585938 + }, + { + "start_logit": 1.3779296875, + "end_logit": 7.13671875, + "text": "yo significa \"independencia", + "probability": 0.0015382766723632812 + }, + { + "start_logit": 0.990234375, + "end_logit": 7.13671875, + "text": "que en malayo significa \"independencia", + "probability": 0.001041412353515625 + }, + { + "start_logit": 0.9814453125, + "end_logit": 7.13671875, + "text": "en malayo significa \"independencia", + "probability": 0.0010328292846679688 + } + ], + "816898488e3dcda82719eb5cdbdc6a205b800b6e": [ + { + "start_logit": 4.51953125, + "end_logit": 4.73828125, + "text": "300.000 participantes", + "probability": 0.2376708984375 + }, + { + "start_logit": 4.51953125, + "end_logit": 4.625, + "text": "300.000", + "probability": 0.21142578125 + }, + { + "start_logit": 3.462890625, + "end_logit": 4.73828125, + "text": "participantes", + "probability": 0.08282470703125 + }, + { + "start_logit": 4.51953125, + "end_logit": 3.583984375, + "text": "300.000 participantes. El", + "probability": 0.0748291015625 + }, + { + "start_logit": 3.052734375, + "end_logit": 4.73828125, + "text": "los 300.000 participantes", + "probability": 0.054718017578125 + }, + { + "start_logit": 3.052734375, + "end_logit": 4.625, + "text": "los 300.000", + "probability": 0.049072265625 + }, + { + "start_logit": 2.771484375, + "end_logit": 4.73828125, + "text": "000 participantes", + "probability": 0.04132080078125 + }, + { + "start_logit": 2.771484375, + "end_logit": 4.625, + "text": "000", + "probability": 0.037017822265625 + }, + { + "start_logit": 4.51953125, + "end_logit": 2.654296875, + "text": "300.000 participantes. El SP", + "probability": 0.0295257568359375 + }, + { + "start_logit": 4.51953125, + "end_logit": 2.546875, + "text": "300.000 participantes.", + "probability": 0.0265655517578125 + }, + { + "start_logit": 3.462890625, + "end_logit": 3.583984375, + "text": "participantes. El", + "probability": 0.02606201171875 + }, + { + "start_logit": 2.251953125, + "end_logit": 4.73828125, + "text": "sobre los 300.000 participantes", + "probability": 0.024658203125 + }, + { + "start_logit": 2.251953125, + "end_logit": 4.625, + "text": "sobre los 300.000", + "probability": 0.021942138671875 + }, + { + "start_logit": 3.052734375, + "end_logit": 3.583984375, + "text": "los 300.000 participantes. El", + "probability": 0.01727294921875 + }, + { + "start_logit": 4.51953125, + "end_logit": 2.060546875, + "text": "300", + "probability": 0.0163116455078125 + }, + { + "start_logit": 2.771484375, + "end_logit": 3.583984375, + "text": "000 participantes. El", + "probability": 0.0130462646484375 + }, + { + "start_logit": 3.462890625, + "end_logit": 2.654296875, + "text": "participantes. El SP", + "probability": 0.01027679443359375 + }, + { + "start_logit": 3.462890625, + "end_logit": 2.546875, + "text": "participantes.", + "probability": 0.00921630859375 + }, + { + "start_logit": 4.51953125, + "end_logit": 1.3701171875, + "text": "300.", + "probability": 0.0081939697265625 + }, + { + "start_logit": 2.251953125, + "end_logit": 3.583984375, + "text": "sobre los 300.000 participantes. El", + "probability": 0.007762908935546875 + } + ], + "80b953e8189d56162fb6156022049a80e958b915": [ + { + "start_logit": 6.1484375, + "end_logit": 5.859375, + "text": "1956", + "probability": 0.7666015625 + }, + { + "start_logit": 6.1484375, + "end_logit": 3.732421875, + "text": "1956 estall", + "probability": 0.091552734375 + }, + { + "start_logit": 6.1484375, + "end_logit": 3.2421875, + "text": "1956 estalla", + "probability": 0.055938720703125 + }, + { + "start_logit": 2.990234375, + "end_logit": 5.859375, + "text": "En 1956", + "probability": 0.032623291015625 + }, + { + "start_logit": 6.1484375, + "end_logit": 2.234375, + "text": "1956 estalla la", + "probability": 0.020416259765625 + }, + { + "start_logit": 6.1484375, + "end_logit": 0.93408203125, + "text": "1956 estalla la revuelta", + "probability": 0.00556182861328125 + }, + { + "start_logit": 6.1484375, + "end_logit": 0.88427734375, + "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus estudiantes", + "probability": 0.00528717041015625 + }, + { + "start_logit": 2.990234375, + "end_logit": 3.732421875, + "text": "En 1956 estall", + "probability": 0.00388336181640625 + }, + { + "start_logit": 6.1484375, + "end_logit": 0.11724853515625, + "text": "1956 estalla la revuelta de la Escuela Secundaria China", + "probability": 0.0024585723876953125 + }, + { + "start_logit": 0.404541015625, + "end_logit": 5.859375, + "text": "29]\u200b En 1956", + "probability": 0.0024585723876953125 + }, + { + "start_logit": 2.990234375, + "end_logit": 3.2421875, + "text": "En 1956 estalla", + "probability": 0.0023822784423828125 + }, + { + "start_logit": 2.484375, + "end_logit": 3.732421875, + "text": "estall", + "probability": 0.002346038818359375 + }, + { + "start_logit": 0.053070068359375, + "end_logit": 5.859375, + "text": "[29]\u200b En 1956", + "probability": 0.0017290115356445312 + }, + { + "start_logit": -0.00757598876953125, + "end_logit": 5.859375, + "text": "]\u200b En 1956", + "probability": 0.0016260147094726562 + }, + { + "start_logit": 2.484375, + "end_logit": 3.2421875, + "text": "estalla", + "probability": 0.001434326171875 + }, + { + "start_logit": 6.1484375, + "end_logit": -0.50830078125, + "text": "1956 estalla la revuelta de la Escuela Secundaria China entre", + "probability": 0.001316070556640625 + }, + { + "start_logit": 6.1484375, + "end_logit": -0.8955078125, + "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus", + "probability": 0.0008940696716308594 + }, + { + "start_logit": 2.990234375, + "end_logit": 2.234375, + "text": "En 1956 estalla la", + "probability": 0.0008697509765625 + }, + { + "start_logit": 6.1484375, + "end_logit": -1.318359375, + "text": "1956 estalla la revuelta de la", + "probability": 0.0005841255187988281 + }, + { + "start_logit": 2.484375, + "end_logit": 2.234375, + "text": "estalla la", + "probability": 0.0005235671997070312 + } + ], + "4c263aa7b3d9fb66ce642390cc14e6471460058f": [ + { + "start_logit": 4.5078125, + "end_logit": 5.4609375, + "text": "lacrimoso", + "probability": 0.429443359375 + }, + { + "start_logit": 3.658203125, + "end_logit": 5.4609375, + "text": "un lacrimoso", + "probability": 0.183349609375 + }, + { + "start_logit": 2.982421875, + "end_logit": 5.4609375, + "text": "rimoso", + "probability": 0.0936279296875 + }, + { + "start_logit": 4.5078125, + "end_logit": 3.6171875, + "text": "lacrimoso Lee", + "probability": 0.06793212890625 + }, + { + "start_logit": 2.443359375, + "end_logit": 5.4609375, + "text": "moso", + "probability": 0.054595947265625 + }, + { + "start_logit": 3.658203125, + "end_logit": 3.6171875, + "text": "un lacrimoso Lee", + "probability": 0.02899169921875 + }, + { + "start_logit": 1.6552734375, + "end_logit": 5.4609375, + "text": "o", + "probability": 0.0247955322265625 + }, + { + "start_logit": 4.5078125, + "end_logit": 2.255859375, + "text": "lacrimos", + "probability": 0.0174560546875 + }, + { + "start_logit": 2.982421875, + "end_logit": 3.6171875, + "text": "rimoso Lee", + "probability": 0.01480865478515625 + }, + { + "start_logit": 2.435546875, + "end_logit": 3.78515625, + "text": "Lee Kuan Yew anunci\u00f3 en una conferencia de prensa televisada que Singapur era una naci\u00f3n soberana e independiente. La conferencia fue tambi\u00e9n muy emotiva", + "probability": 0.010101318359375 + }, + { + "start_logit": 0.7158203125, + "end_logit": 5.4609375, + "text": ", un lacrimoso", + "probability": 0.009674072265625 + }, + { + "start_logit": 2.443359375, + "end_logit": 3.6171875, + "text": "moso Lee", + "probability": 0.008636474609375 + }, + { + "start_logit": 2.435546875, + "end_logit": 3.6171875, + "text": "Lee", + "probability": 0.008575439453125 + }, + { + "start_logit": 2.205078125, + "end_logit": 3.78515625, + "text": "muy emotiva", + "probability": 0.008056640625 + }, + { + "start_logit": 3.658203125, + "end_logit": 2.255859375, + "text": "un lacrimos", + "probability": 0.0074462890625 + }, + { + "start_logit": 2.205078125, + "end_logit": 3.705078125, + "text": "muy emotiva por momentos, citando textualmente:Para m\u00ed, \u00e9ste es un momento de angustia", + "probability": 0.007419586181640625 + }, + { + "start_logit": 2.052734375, + "end_logit": 3.78515625, + "text": "emotiva", + "probability": 0.00688934326171875 + }, + { + "start_logit": 2.052734375, + "end_logit": 3.705078125, + "text": "emotiva por momentos, citando textualmente:Para m\u00ed, \u00e9ste es un momento de angustia", + "probability": 0.00637054443359375 + }, + { + "start_logit": 4.5078125, + "end_logit": 1.1943359375, + "text": "lacrimoso Lee Kuan Yew anunci\u00f3 en una conferencia de prensa televisada que Singapur era una naci\u00f3n soberana e independiente", + "probability": 0.00603485107421875 + }, + { + "start_logit": 4.5078125, + "end_logit": 1.1298828125, + "text": "lacri", + "probability": 0.005641937255859375 + } + ], + "1b11017bfb138016f719f78262add3ffe691c79a": [ + { + "start_logit": 6.30078125, + "end_logit": 7.62890625, + "text": "que Singapur era una naci\u00f3n soberana e independiente", + "probability": 0.34521484375 + }, + { + "start_logit": 6.015625, + "end_logit": 7.62890625, + "text": "Singapur era una naci\u00f3n soberana e independiente", + "probability": 0.258544921875 + }, + { + "start_logit": 6.30078125, + "end_logit": 6.1015625, + "text": "que Singapur era una naci\u00f3n soberana e independiente. La", + "probability": 0.07525634765625 + }, + { + "start_logit": 6.30078125, + "end_logit": 6.0390625, + "text": "que Singapur era una naci\u00f3n soberana e independiente. La conferencia", + "probability": 0.0706787109375 + }, + { + "start_logit": 6.015625, + "end_logit": 6.1015625, + "text": "Singapur era una naci\u00f3n soberana e independiente. La", + "probability": 0.05633544921875 + }, + { + "start_logit": 6.015625, + "end_logit": 6.0390625, + "text": "Singapur era una naci\u00f3n soberana e independiente. La conferencia", + "probability": 0.052947998046875 + }, + { + "start_logit": 6.30078125, + "end_logit": 5.39453125, + "text": "que Singapur era una naci\u00f3n soberana e independiente.", + "probability": 0.036956787109375 + }, + { + "start_logit": 6.015625, + "end_logit": 5.39453125, + "text": "Singapur era una naci\u00f3n soberana e independiente.", + "probability": 0.0276947021484375 + }, + { + "start_logit": 3.080078125, + "end_logit": 7.62890625, + "text": "ada que Singapur era una naci\u00f3n soberana e independiente", + "probability": 0.0138092041015625 + }, + { + "start_logit": 2.939453125, + "end_logit": 7.62890625, + "text": "era una naci\u00f3n soberana e independiente", + "probability": 0.01200103759765625 + }, + { + "start_logit": 2.8671875, + "end_logit": 7.62890625, + "text": "anunci\u00f3 en una conferencia de prensa televisada que Singapur era una naci\u00f3n soberana e independiente", + "probability": 0.01119232177734375 + }, + { + "start_logit": 2.75, + "end_logit": 7.62890625, + "text": "una naci\u00f3n soberana e independiente", + "probability": 0.0098724365234375 + }, + { + "start_logit": 2.525390625, + "end_logit": 7.62890625, + "text": "naci\u00f3n soberana e independiente", + "probability": 0.0079345703125 + }, + { + "start_logit": 6.30078125, + "end_logit": 3.173828125, + "text": "que Singapur era una naci\u00f3n soberana e independiente. La conferencia fue tambi\u00e9n", + "probability": 0.00402069091796875 + }, + { + "start_logit": 6.015625, + "end_logit": 3.173828125, + "text": "Singapur era una naci\u00f3n soberana e independiente. La conferencia fue tambi\u00e9n", + "probability": 0.003009796142578125 + }, + { + "start_logit": 3.080078125, + "end_logit": 6.1015625, + "text": "ada que Singapur era una naci\u00f3n soberana e independiente. La", + "probability": 0.002986907958984375 + }, + { + "start_logit": 1.54296875, + "end_logit": 7.62890625, + "text": "en una conferencia de prensa televisada que Singapur era una naci\u00f3n soberana e independiente", + "probability": 0.002964019775390625 + }, + { + "start_logit": 3.080078125, + "end_logit": 6.0390625, + "text": "ada que Singapur era una naci\u00f3n soberana e independiente. 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La", + "probability": 0.002593994140625 + } + ], + "8f2759ec4aea7fe9f32e94f5779de15896169f5f": [ + { + "start_logit": 7.12890625, + "end_logit": 8.2421875, + "text": "Yusof bin Ishak", + "probability": 0.96142578125 + }, + { + "start_logit": 7.12890625, + "end_logit": 3.76953125, + "text": "Yusof bin Ishak fue", + "probability": 0.0109405517578125 + }, + { + "start_logit": 7.12890625, + "end_logit": 3.58203125, + "text": "Yusof bin Isha", + "probability": 0.009063720703125 + }, + { + "start_logit": 7.12890625, + "end_logit": 2.81640625, + "text": "Yusof bin Is", + "probability": 0.004215240478515625 + }, + { + "start_logit": 1.6806640625, + "end_logit": 8.2421875, + "text": "sof bin Ishak", + "probability": 0.004119873046875 + }, + { + "start_logit": 1.384765625, + "end_logit": 8.2421875, + "text": "y Yusof bin Ishak", + "probability": 0.0030612945556640625 + }, + { + "start_logit": 7.12890625, + "end_logit": 2.119140625, + "text": "Yusof bin", + "probability": 0.0021038055419921875 + }, + { + "start_logit": 7.12890625, + "end_logit": 1.376953125, + "text": "Yusof bin Ishak fue designado", + "probability": 0.0010013580322265625 + }, + { + "start_logit": 0.265869140625, + "end_logit": 8.2421875, + "text": "f bin Ishak", + "probability": 0.0010013580322265625 + }, + { + "start_logit": -0.054351806640625, + "end_logit": 8.2421875, + "text": "bin Ishak", + "probability": 0.0007266998291015625 + }, + { + "start_logit": 7.12890625, + "end_logit": 1.029296875, + "text": "Yusof", + "probability": 0.0007047653198242188 + }, + { + "start_logit": 7.12890625, + "end_logit": 0.87939453125, + "text": "Yusof bin Ishak fue designado el primer presidente", + "probability": 0.0006074905395507812 + }, + { + "start_logit": -0.91845703125, + "end_logit": 8.2421875, + "text": "k", + "probability": 0.0003077983856201172 + }, + { + "start_logit": -1.138671875, + "end_logit": 8.2421875, + "text": "Ishak", + "probability": 0.0002453327178955078 + }, + { + "start_logit": 7.12890625, + 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"start_logit": -0.2822265625, + "end_logit": 6.67578125, + "text": "Robert Menzies, en 1949", + "probability": 0.0015001296997070312 + }, + { + "start_logit": -0.32470703125, + "end_logit": 6.67578125, + "text": "s, en 1949", + "probability": 0.0014371871948242188 + }, + { + "start_logit": -0.34375, + "end_logit": 6.67578125, + "text": "zies, en 1949", + "probability": 0.0014095306396484375 + }, + { + "start_logit": 6.140625, + "end_logit": -0.1512451171875, + "text": "1949 al entonces presidente del Partido Laborista, Ben Chifley, quien ya hab\u00eda ocupado el cargo de Primer Ministro desde 1945", + "probability": 0.00099945068359375 + }, + { + "start_logit": -0.77685546875, + "end_logit": 6.67578125, + "text": "Menzies, en 1949", + "probability": 0.0009136199951171875 + }, + { + "start_logit": 2.625, + "end_logit": 3.130859375, + "text": "en 1949 al", + "probability": 0.0007939338684082031 + }, + { + "start_logit": -1.126953125, + "end_logit": 6.67578125, + "text": "venciendo su 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"ladr\u00f3n", + "probability": 0.77978515625 + }, + { + "start_logit": 2.78125, + "end_logit": 5.265625, + "text": "un ladr\u00f3n", + "probability": 0.1292724609375 + }, + { + "start_logit": 4.57421875, + "end_logit": 2.455078125, + "text": "ladr\u00f3n que", + "probability": 0.046844482421875 + }, + { + "start_logit": 0.1162109375, + "end_logit": 5.265625, + "text": "fue un ladr\u00f3n", + "probability": 0.00901031494140625 + }, + { + "start_logit": 2.78125, + "end_logit": 2.455078125, + "text": "un ladr\u00f3n que", + "probability": 0.0077667236328125 + }, + { + "start_logit": 4.57421875, + "end_logit": 0.61279296875, + "text": "ladr\u00f3n que se convirti\u00f3 en Ant-Man despu\u00e9s de robar el traje de Ant-Man", + "probability": 0.00740814208984375 + }, + { + "start_logit": 4.57421875, + "end_logit": 0.0200042724609375, + "text": "ladr\u00f3n que se", + "probability": 0.004093170166015625 + }, + { + "start_logit": -0.8837890625, + "end_logit": 5.265625, + "text": "Scott Lang 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-1.4638671875, + "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", + "probability": 0.0009274482727050781 + }, + { + "start_logit": 4.57421875, + "end_logit": -1.505859375, + "text": "ladr\u00f3n que se convirti\u00f3 en Ant-Man despu\u00e9s de robar el traje de Ant", + "probability": 0.0008916854858398438 + }, + { + "start_logit": 4.57421875, + "end_logit": -1.638671875, + "text": "ladr\u00f3n que se convirti\u00f3 en Ant-Man despu\u00e9s de robar el traje de Ant-Man para", + "probability": 0.0007810592651367188 + }, + { + "start_logit": 4.57421875, + "end_logit": -1.7216796875, + "text": "ladr\u00f3n que se convirti\u00f3 en Ant-Man despu\u00e9s de robar el traje de Ant-Man para salvar a su hija Cass", + "probability": 0.0007166862487792969 + }, + { + "start_logit": 2.78125, + "end_logit": 0.0200042724609375, + "text": "un ladr\u00f3n que se", + "probability": 0.0006814002990722656 + }, + { + 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"start_logit": 4.53515625, + "end_logit": 0.372314453125, + "text": "Shink", + "probability": 0.0030517578125 + }, + { + "start_logit": 0.289306640625, + "end_logit": 4.52734375, + "text": "la L\u00ednea Yamanote", + "probability": 0.002788543701171875 + }, + { + "start_logit": 4.53515625, + "end_logit": 0.1932373046875, + "text": "Shinkansen (trenes de alta velocidad) de", + "probability": 0.0025501251220703125 + }, + { + "start_logit": -1.044921875, + "end_logit": 5.7109375, + "text": "ocho l\u00edneas Shinkansen", + "probability": 0.0023937225341796875 + }, + { + "start_logit": 4.72265625, + "end_logit": -0.06201171875, + "text": "L\u00ednea Yamanote,", + "probability": 0.0023860931396484375 + }, + { + "start_logit": -1.3623046875, + "end_logit": 5.7109375, + "text": "las ocho l\u00edneas Shinkansen", + "probability": 0.0017452239990234375 + }, + { + "start_logit": 4.53515625, + "end_logit": -0.2415771484375, + "text": "Shinkansen (trenes de alta", + "probability": 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En cualquier caso, Agatoclea fue de las primeras mujeres", + "probability": 0.1668701171875 + }, + { + "start_logit": -1.8408203125, + "end_logit": 0.2279052734375, + "text": "viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", + "probability": 0.128173828125 + }, + { + "start_logit": -2.6796875, + "end_logit": 0.2279052734375, + "text": "primeras mujeres", + "probability": 0.05548095703125 + }, + { + "start_logit": -1.5771484375, + "end_logit": -1.208984375, + "text": "la viuda", + "probability": 0.039764404296875 + }, + { + "start_logit": -3.263671875, + "end_logit": 0.2279052734375, + "text": "Agatoclea fue de las primeras mujeres", + "probability": 0.0309600830078125 + }, + { + "start_logit": -1.8408203125, + "end_logit": -1.208984375, + "text": "viuda", + "probability": 0.0304718017578125 + }, + { + "start_logit": -0.85205078125, + "end_logit": -2.298828125, + "text": "mujeres en", + "probability": 0.0275421142578125 + }, + { + "start_logit": -3.455078125, + "end_logit": 0.2279052734375, + "text": "sido la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", + "probability": 0.02557373046875 + }, + { + "start_logit": -0.85205078125, + "end_logit": -2.4453125, + "text": "mujeres en gobernar", + "probability": 0.0238494873046875 + }, + { + "start_logit": -3.79296875, + "end_logit": 0.2279052734375, + "text": "las primeras mujeres", + "probability": 0.0182037353515625 + }, + { + "start_logit": -3.845703125, + "end_logit": 0.2279052734375, + "text": "de las primeras mujeres", + "probability": 0.017303466796875 + }, + { + "start_logit": -1.5771484375, + "end_logit": -2.1171875, + "text": "la viuda de otro rey", + "probability": 0.0160064697265625 + }, + { + "start_logit": -1.5771484375, + "end_logit": -2.298828125, + "text": "la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres en", + "probability": 0.01337432861328125 + }, + { + "start_logit": -1.8408203125, + "end_logit": -2.1171875, + "text": "viuda de otro rey", + "probability": 0.0123138427734375 + }, + { + "start_logit": -1.5771484375, + "end_logit": -2.4453125, + "text": "la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres en gobernar", + "probability": 0.0115203857421875 + }, + { + "start_logit": -4.3125, + "end_logit": 0.2279052734375, + "text": "fue de las primeras mujeres", + "probability": 0.01082611083984375 + }, + { + "start_logit": -1.8408203125, + "end_logit": -2.298828125, + "text": "viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres en", + "probability": 0.01024627685546875 + }, + { + "start_logit": -1.8408203125, + "end_logit": -2.4453125, + "text": "viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres en gobernar", + "probability": 0.00887298583984375 + }, + { + "start_logit": -4.59375, + "end_logit": 0.2279052734375, + "text": "haber sido la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea fue de las primeras mujeres", + "probability": 0.00817108154296875 + } + ], + "0f81a8c6a29a57c4ec33d1396648c59e5401c6e4": [ + { + "start_logit": 5.01953125, + "end_logit": 6.4140625, + "text": "Agatoclea", + "probability": 0.732421875 + }, + { + "start_logit": 4.28125, + "end_logit": 5.55078125, + "text": "Agatoclea", + "probability": 0.1466064453125 + }, + { + "start_logit": 2.107421875, + "end_logit": 6.4140625, + "text": "que Agatoclea", + "probability": 0.03973388671875 + }, + { + "start_logit": 2.630859375, + "end_logit": 5.55078125, + "text": "Agatoclea probablemente pudo haber sido la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea", + "probability": 0.0281829833984375 + }, + { + "start_logit": 0.64697265625, + "end_logit": 6.4140625, + "text": "sugiere que Agatoclea", + "probability": 0.00922393798828125 + }, + { + "start_logit": 0.52001953125, + "end_logit": 6.4140625, + "text": "toclea", + "probability": 0.0081024169921875 + }, + { + "start_logit": 2.630859375, + "end_logit": 4.1484375, + "text": "Agatoclea", + "probability": 0.0069580078125 + }, + { + "start_logit": 1.0341796875, + "end_logit": 5.55078125, + "text": ", Agatoclea", + "probability": 0.0057220458984375 + }, + { + "start_logit": 5.01953125, + "end_logit": 1.3251953125, + "text": "Agatoclea fue", + "probability": 0.00449371337890625 + }, + { + "start_logit": 5.01953125, + "end_logit": 1.01953125, + "text": "Agatoc", + "probability": 0.0033130645751953125 + }, + { + "start_logit": 0.4521484375, + "end_logit": 5.55078125, + "text": "caso, Agatoclea", + "probability": 0.0031986236572265625 + }, + { + "start_logit": -0.5263671875, + "end_logit": 6.4140625, + "text": "lea", + "probability": 0.00284576416015625 + }, + { + "start_logit": 0.29736328125, + "end_logit": 5.55078125, + "text": "toclea", + "probability": 0.0027370452880859375 + }, + { + "start_logit": -0.31103515625, + "end_logit": 5.55078125, + "text": "lea", + "probability": 0.00148773193359375 + }, + { + "start_logit": 4.28125, + "end_logit": 0.640625, + "text": "Agatoc", + "probability": 0.0010843276977539062 + }, + { + "start_logit": 4.28125, + "end_logit": 0.56103515625, + "text": "Agatoclea fue", + "probability": 0.0010023117065429688 + }, + { + "start_logit": 4.28125, + "end_logit": 0.513671875, + "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico", + "probability": 0.0009570121765136719 + }, + { + "start_logit": -1.171875, + "end_logit": 5.55078125, + "text": "toclea probablemente pudo haber sido la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea", + "probability": 0.0006299018859863281 + }, + { + "start_logit": -1.357421875, + "end_logit": 5.55078125, + "text": ", Agatoclea probablemente pudo haber sido la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea", + "probability": 0.0005240440368652344 + }, + { + "start_logit": 5.01953125, + "end_logit": -0.8291015625, + "text": "Aga", + "probability": 0.0005221366882324219 + } + ], + "870de9555bdde4c0cf7b57f623c23542a8a80be2": [ + { + "start_logit": 3.9609375, + "end_logit": 4.7265625, + "text": "canina", + "probability": 0.453857421875 + }, + { + "start_logit": 3.056640625, + "end_logit": 4.7265625, + "text": "raza canina", + "probability": 0.183349609375 + }, + { + "start_logit": 2.15234375, + "end_logit": 4.7265625, + "text": "una raza canina", + "probability": 0.07440185546875 + }, + { + "start_logit": 1.9423828125, + "end_logit": 4.7265625, + "text": "ina", + "probability": 0.06024169921875 + }, + { + "start_logit": 3.9609375, + "end_logit": 2.130859375, + "text": "can", + "probability": 0.033935546875 + }, + { + "start_logit": 3.9609375, + "end_logit": 2.126953125, + "text": "canina de", + "probability": 0.033660888671875 + }, + { + "start_logit": 1.169921875, + "end_logit": 4.7265625, + "text": "Lul\u00fa de Pomerania\u2014 es una raza canina", + "probability": 0.0279083251953125 + }, + { + "start_logit": 3.9609375, + "end_logit": 1.7841796875, + "text": "canina de la", + "probability": 0.023956298828125 + }, + { + "start_logit": 3.9609375, + "end_logit": 1.4326171875, + "text": "canina de la familia", + "probability": 0.0168609619140625 + }, + { + "start_logit": 3.056640625, + "end_logit": 2.130859375, + "text": "raza can", + "probability": 0.01371002197265625 + }, + { + "start_logit": 3.9609375, + "end_logit": 1.2216796875, + "text": "canina de la familia Spitz", + "probability": 0.01364898681640625 + }, + { + "start_logit": 3.056640625, + "end_logit": 2.126953125, + "text": "raza canina de", + "probability": 0.01364898681640625 + }, + { + "start_logit": 3.056640625, + "end_logit": 1.7841796875, + "text": "raza canina de la", + "probability": 0.00968170166015625 + }, + { + "start_logit": 3.9609375, + "end_logit": 0.5712890625, + "text": "canina de la familia Spitz, que", + "probability": 0.007114410400390625 + }, + { + "start_logit": 3.056640625, + "end_logit": 1.4326171875, + "text": "raza canina de la familia", + "probability": 0.00681304931640625 + }, + { + "start_logit": 3.9609375, + "end_logit": 0.4345703125, + "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": 0.00620269775390625 + }, + { + "start_logit": 2.15234375, + "end_logit": 2.130859375, + "text": "una raza can", + "probability": 0.0055389404296875 + }, + { + "start_logit": 2.15234375, + "end_logit": 2.126953125, + "text": "una raza canina de", + "probability": 0.0055389404296875 + }, + { + "start_logit": 3.056640625, + "end_logit": 1.2216796875, + "text": "raza canina de la familia Spitz", + "probability": 0.00551605224609375 + }, + { + "start_logit": 3.056640625, + "end_logit": 1.06640625, + "text": "raza", + "probability": 0.00473785400390625 + } + ], + "7e30c453ed3fb010b519036711e71e78014f0c4c": [ + { + "start_logit": 4.9140625, + "end_logit": 4.90234375, + "text": "Spitz Alem\u00e1n", + "probability": 0.435791015625 + }, + { + "start_logit": 4.9140625, + "end_logit": 4.05859375, + "text": "Spitz Alem\u00e1n y un Spitz Volpino", + "probability": 0.1875 + }, + { + "start_logit": 3.3671875, + "end_logit": 4.90234375, + "text": "un Spitz Alem\u00e1n", + "probability": 0.0927734375 + }, + { + "start_logit": 3.3671875, + "end_logit": 4.05859375, + "text": "un Spitz Alem\u00e1n y un Spitz Volpino", + "probability": 0.0400390625 + }, + { + "start_logit": 2.38671875, + "end_logit": 4.90234375, + "text": "probablemente un Spitz Alem\u00e1n", + "probability": 0.034942626953125 + }, + { + "start_logit": 4.9140625, + "end_logit": 2.294921875, + "text": "Spitz", + "probability": 0.032318115234375 + }, + { + "start_logit": 4.9140625, + "end_logit": 1.97265625, + "text": "Spitz Alem\u00e1n y un Spitz Volpino. Lo", + "probability": 0.0233612060546875 + }, + { + "start_logit": 1.8251953125, + "end_logit": 4.90234375, + "text": "m\u00e1s grandes, probablemente un Spitz Alem\u00e1n", + "probability": 0.0199127197265625 + }, + { + "start_logit": 2.470703125, + "end_logit": 4.05859375, + "text": "Spitz Volpino", + "probability": 0.0163726806640625 + }, + { + "start_logit": 4.9140625, + "end_logit": 1.5576171875, + "text": "Spitz Alem\u00e1n y un Spitz Vol", + "probability": 0.01544189453125 + }, + { + "start_logit": 2.38671875, + "end_logit": 4.05859375, + "text": "probablemente un Spitz Alem\u00e1n y un Spitz Volpino", + "probability": 0.0150299072265625 + }, + { + "start_logit": 4.9140625, + "end_logit": 1.3974609375, + "text": "Spitz Alem\u00e1n y un Spitz Volpino. Lo mismo", + "probability": 0.01316070556640625 + }, + { + "start_logit": 4.9140625, + "end_logit": 1.19921875, + "text": "Spitz Alem\u00e1n y", + "probability": 0.0107879638671875 + }, + { + "start_logit": 4.9140625, + "end_logit": 1.185546875, + "text": "Spitz Alem\u00e1n y un", + "probability": 0.01065826416015625 + }, + { + "start_logit": 4.9140625, + "end_logit": 1.138671875, + "text": "Spitz Alem\u00e1n y un Spitz Volpino.", + "probability": 0.01016998291015625 + }, + { + "start_logit": 4.9140625, + "end_logit": 1.0693359375, + "text": "Spitz Alem\u00e1n y un Spitz", + "probability": 0.0094757080078125 + }, + { + "start_logit": 1.0263671875, + "end_logit": 4.90234375, + "text": "grandes, probablemente un Spitz Alem\u00e1n", + "probability": 0.00897979736328125 + }, + { + "start_logit": 1.8251953125, + "end_logit": 4.05859375, + "text": "m\u00e1s grandes, probablemente un Spitz Alem\u00e1n y un Spitz Volpino", + "probability": 0.0085601806640625 + }, + { + "start_logit": 0.88671875, + "end_logit": 4.90234375, + "text": "mucho m\u00e1s grandes, probablemente un Spitz Alem\u00e1n", + "probability": 0.007801055908203125 + }, + { + "start_logit": 3.3671875, + "end_logit": 2.294921875, + "text": "un Spitz", + "probability": 0.0068817138671875 + } + ], + "deb4b5192648e178fe6095a14eab8d22e83cf03c": [ + { + "start_logit": 6.12890625, + "end_logit": 6.78125, + "text": "larga, lacia y m\u00e1s \u00e1spera", + "probability": 0.29150390625 + }, + { + "start_logit": 5.47265625, + "end_logit": 6.78125, + "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", + "probability": 0.151123046875 + }, + { + "start_logit": 5.47265625, + "end_logit": 6.1484375, + "text": "densa y suave", + "probability": 0.08087158203125 + }, + { + "start_logit": 4.51953125, + "end_logit": 6.78125, + "text": ", larga, lacia y m\u00e1s \u00e1spera", + "probability": 0.05828857421875 + }, + { + "start_logit": 6.12890625, + "end_logit": 5.05859375, + "text": "larga, lacia y m\u00e1s \u00e1s", + "probability": 0.05224609375 + }, + { + "start_logit": 4.38671875, + "end_logit": 6.78125, + "text": "lacia y m\u00e1s \u00e1spera", + "probability": 0.051422119140625 + }, + { + "start_logit": 4.27734375, + "end_logit": 6.78125, + "text": "exterior, larga, lacia y m\u00e1s \u00e1spera", + "probability": 0.046112060546875 + }, + { + "start_logit": 4.015625, + "end_logit": 6.78125, + "text": "interior, densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", + "probability": 0.035369873046875 + }, + { + "start_logit": 5.47265625, + "end_logit": 5.05859375, + "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1s", + "probability": 0.027099609375 + }, + { + "start_logit": 6.12890625, + "end_logit": 4.38671875, + "text": "larga, lacia y m\u00e1s \u00e1spera. Los", + "probability": 0.02667236328125 + }, + { + "start_logit": 3.736328125, + "end_logit": 6.78125, + "text": "la interior, densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", + "probability": 0.02667236328125 + }, + { + "start_logit": 6.12890625, + "end_logit": 4.31640625, + "text": "larga, lacia y m\u00e1s \u00e1spera.", + "probability": 0.024871826171875 + }, + { + "start_logit": 3.4609375, + "end_logit": 6.78125, + "text": ", densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", + "probability": 0.020294189453125 + }, + { + "start_logit": 3.392578125, + "end_logit": 6.78125, + "text": ", lacia y m\u00e1s \u00e1spera", + "probability": 0.0189208984375 + }, + { + "start_logit": 4.015625, + "end_logit": 6.1484375, + "text": "interior, densa y suave", + "probability": 0.0187835693359375 + }, + { + "start_logit": 6.12890625, + "end_logit": 3.7890625, + "text": "larga, lacia y m\u00e1s", + "probability": 0.01473236083984375 + }, + { + "start_logit": 3.736328125, + "end_logit": 6.1484375, + "text": "la interior, densa y suave", + "probability": 0.0141754150390625 + }, + { + "start_logit": 3.091796875, + "end_logit": 6.78125, + "text": "la exterior, larga, lacia y m\u00e1s \u00e1spera", + "probability": 0.01406097412109375 + }, + { + "start_logit": 5.47265625, + "end_logit": 4.38671875, + "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera. Los", + "probability": 0.01384735107421875 + }, + { + "start_logit": 5.47265625, + "end_logit": 4.31640625, + "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera.", + "probability": 0.01290130615234375 + } + ], + "c5ff21a90df0dfde910a10136446caf437780b20": [ + { + "start_logit": 5.7890625, + "end_logit": 6.71875, + "text": "cascadas", + "probability": 0.76318359375 + }, + { + "start_logit": 4.22265625, + "end_logit": 6.71875, + "text": "las cascadas", + "probability": 0.15869140625 + }, + { + "start_logit": 5.7890625, + "end_logit": 2.671875, + "text": "cascadas que existen", + "probability": 0.01332855224609375 + }, + { + "start_logit": 5.7890625, + "end_logit": 2.455078125, + "text": "cascadas que", + "probability": 0.01071929931640625 + }, + { + "start_logit": 1.4990234375, + "end_logit": 6.71875, + "text": "cadas", + "probability": 0.010467529296875 + }, + { + "start_logit": 5.7890625, + "end_logit": 2.0546875, + "text": "cas", + "probability": 0.00719451904296875 + }, + { + "start_logit": 5.7890625, + "end_logit": 1.9697265625, + "text": "cascadas que existen en el complejo, las", + "probability": 0.006603240966796875 + }, + { + "start_logit": 0.84912109375, + "end_logit": 6.71875, + "text": "de las cascadas", + "probability": 0.005451202392578125 + }, + { + "start_logit": 5.7890625, + "end_logit": 1.76953125, + "text": "cascadas que existen en el complejo, las cuales bajan de las colinas cercanas", + "probability": 0.00540924072265625 + }, + { + "start_logit": 5.7890625, + "end_logit": 1.328125, + "text": "cascadas que existen en el complejo, las cuales", + "probability": 0.00347900390625 + }, + { + "start_logit": 4.22265625, + "end_logit": 2.671875, + "text": "las cascadas que existen", + "probability": 0.00278472900390625 + }, + { + "start_logit": 4.22265625, + "end_logit": 2.455078125, + "text": "las cascadas que", + "probability": 0.0022449493408203125 + }, + { + "start_logit": 5.7890625, + "end_logit": 0.84228515625, + "text": "cascadas que existen en el complejo", + "probability": 0.00214385986328125 + }, + { + "start_logit": 4.22265625, + "end_logit": 2.0546875, + "text": "las cas", + "probability": 0.0015020370483398438 + }, + { + "start_logit": 4.22265625, + "end_logit": 1.9697265625, + "text": "las cascadas que existen en el complejo, las", + "probability": 0.0013780593872070312 + }, + { + "start_logit": 5.7890625, + "end_logit": 0.2308349609375, + "text": "cascadas que existen en el complejo, las cuales bajan de las colinas cercanas. K", + "probability": 0.0011606216430664062 + }, + { + "start_logit": 5.7890625, + "end_logit": 0.2265625, + "text": "cascadas que existen en el complejo, las cuales bajan de las colinas cercanas. Kiyomizu", + "probability": 0.001155853271484375 + }, + { + "start_logit": 5.7890625, + "end_logit": 0.2105712890625, + "text": "cascadas que existen en el complejo, las cuales bajan de las colinas cercanas. Kiy", + "probability": 0.0011377334594726562 + }, + { + "start_logit": 4.22265625, + "end_logit": 1.76953125, + "text": "las cascadas que existen en el complejo, las cuales bajan de las colinas cercanas", + "probability": 0.001129150390625 + }, + { + "start_logit": 4.22265625, + "end_logit": 1.328125, + "text": "las cascadas que existen en el complejo, las cuales", + "probability": 0.0007262229919433594 + } + ], + "9f771f56f4a66af2ef9523d2b07e0d31569ab78d": [ + { + "start_logit": 8.046875, + "end_logit": 7.984375, + "text": "1965", + "probability": 0.8232421875 + }, + { + "start_logit": 8.046875, + "end_logit": 5.21875, + "text": "1965 se", + "probability": 0.051788330078125 + }, + { + "start_logit": 8.046875, + "end_logit": 5.19921875, + "text": "1965 se rompi\u00f3", + "probability": 0.050994873046875 + }, + { + "start_logit": 5.08984375, + "end_logit": 7.984375, + "text": "en 1965", + "probability": 0.04296875 + }, + { + "start_logit": 8.046875, + "end_logit": 3.70703125, + "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n", + "probability": 0.011383056640625 + }, + { + "start_logit": 3.07421875, + "end_logit": 7.984375, + "text": ", en 1965", + "probability": 0.0057220458984375 + }, + { + "start_logit": 5.08984375, + "end_logit": 5.21875, + "text": "en 1965 se", + "probability": 0.0027027130126953125 + }, + { + "start_logit": 5.08984375, + "end_logit": 5.19921875, + "text": "en 1965 se rompi\u00f3", + "probability": 0.0026416778564453125 + }, + { + "start_logit": 8.046875, + "end_logit": 2.1328125, + "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n y sus", + "probability": 0.0023670196533203125 + }, + { + "start_logit": 8.046875, + "end_logit": 1.5517578125, + "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n y", + "probability": 0.0013275146484375 + }, + { + "start_logit": 8.046875, + "end_logit": 1.3740234375, + "text": "1965 se rompi\u00f3 esa", + "probability": 0.0011091232299804688 + }, + { + "start_logit": 3.697265625, + "end_logit": 5.21875, + "text": "se", + "probability": 0.000667572021484375 + }, + { + "start_logit": 3.697265625, + "end_logit": 5.19921875, + "text": "se rompi\u00f3", + "probability": 0.0006575584411621094 + }, + { + "start_logit": 5.08984375, + "end_logit": 3.70703125, + "text": "en 1965 se rompi\u00f3 esa afiliaci\u00f3n", + "probability": 0.0005936622619628906 + }, + { + "start_logit": 0.56005859375, + "end_logit": 7.984375, + "text": "embargo, en 1965", + "probability": 0.0004622936248779297 + }, + { + "start_logit": 3.333984375, + "end_logit": 5.19921875, + "text": "rompi\u00f3", + "probability": 0.0004553794860839844 + }, + { + "start_logit": 3.07421875, + "end_logit": 5.21875, + "text": ", en 1965 se", + "probability": 0.0003600120544433594 + }, + { + "start_logit": 3.07421875, + "end_logit": 5.19921875, + "text": ", en 1965 se rompi\u00f3", + "probability": 0.00035190582275390625 + }, + { + "start_logit": 8.046875, + "end_logit": 0.11041259765625, + "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n y sus custo", + "probability": 0.00031280517578125 + }, + { + "start_logit": 0.0269012451171875, + "end_logit": 7.984375, + "text": "Sin embargo, en 1965", + "probability": 0.0002696514129638672 + } + ], + "1c9b177910676de950fa49c18a47036390f06ed1": [ + { + "start_logit": -0.69482421875, + "end_logit": -1.166015625, + "text": "m\u00e1s de 2100", + "probability": 0.13525390625 + }, + { + "start_logit": -0.69482421875, + "end_logit": -1.1923828125, + "text": "m\u00e1s de 2100 personas (alrededor de 300 familias", + "probability": 0.1319580078125 + }, + { + "start_logit": -1.1494140625, + "end_logit": -1.166015625, + "text": "2100", + "probability": 0.0858154296875 + }, + { + "start_logit": -1.1494140625, + "end_logit": -1.1923828125, + "text": "2100 personas (alrededor de 300 familias", + "probability": 0.08367919921875 + }, + { + "start_logit": -0.69482421875, + "end_logit": -1.9345703125, + "text": "m\u00e1s de 2100 personas", + "probability": 0.06280517578125 + }, + { + "start_logit": -0.69482421875, + "end_logit": -1.9853515625, + "text": "m\u00e1s de 2100 personas (alrededor de 300 familias) muertas", + "probability": 0.0596923828125 + }, + { + "start_logit": -1.5546875, + "end_logit": -1.1923828125, + "text": "alrededor de 300 familias", + "probability": 0.05584716796875 + }, + { + "start_logit": -0.69482421875, + "end_logit": -2.115234375, + "text": "m\u00e1s de 2100 personas (alrededor de 300", + "probability": 0.0523681640625 + }, + { + "start_logit": -1.1494140625, + "end_logit": -1.9345703125, + "text": "2100 personas", + "probability": 0.039825439453125 + }, + { + "start_logit": -1.1494140625, + "end_logit": -1.9853515625, + "text": "2100 personas (alrededor de 300 familias) muertas", + "probability": 0.037841796875 + }, + { + "start_logit": -0.69482421875, + "end_logit": -2.490234375, + "text": "m\u00e1s de 210", + "probability": 0.0360107421875 + }, + { + "start_logit": -1.1494140625, + "end_logit": -2.115234375, + "text": "2100 personas (alrededor de 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Debido", + "probability": 0.01058197021484375 + }, + { + "start_logit": 0.2362060546875, + "end_logit": 0.19677734375, + "text": "YP-38, el Cuerpo A\u00e9reo del Ej\u00e9rcito estadounidense (USAAC) orden\u00f3 la producci\u00f3n inicial de 66 P-38 Lightning", + "probability": 0.0103759765625 + }, + { + "start_logit": 1.9599609375, + "end_logit": -1.560546875, + "text": "P-38D. Como resultado, nunca hubo P-38B", + "probability": 0.01001739501953125 + }, + { + "start_logit": 1.1376953125, + "end_logit": -1.26953125, + "text": "XP-38A.", + "probability": 0.005889892578125 + }, + { + "start_logit": 1.1376953125, + "end_logit": -1.3271484375, + "text": "XP-38A. Debido a los informes que el USAAC enviaba de Europa, los 36 P-38", + "probability": 0.00557708740234375 + }, + { + "start_logit": -2.8046875, + "end_logit": 2.603515625, + "text": "-38D", + "probability": 0.00548553466796875 + }, + { + "start_logit": -1.4609375, + "end_logit": 1.0478515625, + "text": "P-38A", + "probability": 0.004444122314453125 + }, + { + "start_logit": 1.9599609375, + "end_logit": -2.3828125, + "text": "P-38D. Como resultado, nunca hubo P-38B o P-38C. 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Orni", + "probability": 0.00037360191345214844 + } + ], + "1ee238b98fb7b58e1314a75a7a3b75fb9411f13b": [ + { + "start_logit": 6.33203125, + "end_logit": 6.61328125, + "text": "Yes or Yes", + "probability": 0.78955078125 + }, + { + "start_logit": 6.33203125, + "end_logit": 3.693359375, + "text": "Yes or Yes se", + "probability": 0.042510986328125 + }, + { + "start_logit": 6.33203125, + "end_logit": 3.63671875, + "text": "Yes or Ye", + "probability": 0.04022216796875 + }, + { + "start_logit": 3.30078125, + "end_logit": 6.61328125, + "text": "noviembre. Yes or Yes", + "probability": 0.0380859375 + }, + { + "start_logit": 3.07421875, + "end_logit": 6.61328125, + "text": ". Yes or Yes", + "probability": 0.0303802490234375 + }, + { + "start_logit": 6.33203125, + "end_logit": 2.3359375, + "text": "Yes or", + "probability": 0.0110015869140625 + }, + { + "start_logit": 1.8251953125, + "end_logit": 6.61328125, + "text": "de noviembre. 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Yes or Ye", + "probability": 0.0015478134155273438 + }, + { + "start_logit": 6.33203125, + "end_logit": 0.32373046875, + "text": "Ye", + "probability": 0.0014657974243164062 + } + ], + "38784ec96818fc28a9752297dc01086c635b12ea": [ + { + "start_logit": 6.05078125, + "end_logit": 7.3828125, + "text": "f\u00edsica matem\u00e1tica", + "probability": 0.52978515625 + }, + { + "start_logit": 4.54296875, + "end_logit": 7.3828125, + "text": "la f\u00edsica matem\u00e1tica", + "probability": 0.116455078125 + }, + { + "start_logit": 6.05078125, + "end_logit": 5.3671875, + "text": "f\u00edsica matem\u00e1tica. Su", + "probability": 0.07061767578125 + }, + { + "start_logit": 4.04296875, + "end_logit": 7.3828125, + "text": "campo de la f\u00edsica matem\u00e1tica", + "probability": 0.07061767578125 + }, + { + "start_logit": 3.744140625, + "end_logit": 7.3828125, + "text": "el campo de la f\u00edsica matem\u00e1tica", + "probability": 0.052459716796875 + }, + { + "start_logit": 6.05078125, + "end_logit": 4.640625, + "text": "f\u00edsica matem\u00e1tica. Su mayor", + "probability": 0.03387451171875 + }, + { + "start_logit": 6.05078125, + "end_logit": 4.29296875, + "text": "f\u00edsica matem\u00e1tica.", + "probability": 0.024017333984375 + }, + { + "start_logit": 2.587890625, + "end_logit": 7.3828125, + "text": "de la f\u00edsica matem\u00e1tica", + "probability": 0.016510009765625 + }, + { + "start_logit": 4.54296875, + "end_logit": 5.3671875, + "text": "la f\u00edsica matem\u00e1tica. 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Las", + "probability": 0.01009368896484375 + }, + { + "start_logit": 1.810546875, + "end_logit": 7.41015625, + "text": "especialmente los que est\u00e1n debajo de la c\u00fapula son originales", + "probability": 0.005405426025390625 + }, + { + "start_logit": 1.740234375, + "end_logit": 7.41015625, + "text": ", especialmente los que est\u00e1n debajo de la c\u00fapula son originales", + "probability": 0.005039215087890625 + }, + { + "start_logit": 6.74609375, + "end_logit": 2.28515625, + "text": "originales y el resto de los azulejos mantienen el estilo original de", + "probability": 0.004482269287109375 + }, + { + "start_logit": 6.74609375, + "end_logit": 2.125, + "text": "originales y el", + "probability": 0.0038318634033203125 + }, + { + "start_logit": 1.4365234375, + "end_logit": 7.41015625, + "text": "s, especialmente los que est\u00e1n debajo de la c\u00fapula son originales", + "probability": 0.0037136077880859375 + }, + { + "start_logit": 1.361328125, + "end_logit": 7.41015625, + "text": "azulejos, especialmente los que est\u00e1n debajo de la c\u00fapula son originales", + "probability": 0.0034637451171875 + }, + { + "start_logit": 4.609375, + "end_logit": 4.15234375, + "text": "son originales y", + "probability": 0.0034351348876953125 + }, + { + "start_logit": 1.3173828125, + "end_logit": 7.41015625, + "text": "ejos, especialmente los que est\u00e1n debajo de la c\u00fapula son originales", + "probability": 0.00330352783203125 + }, + { + "start_logit": 1.1376953125, + "end_logit": 7.41015625, + "text": ". Muchos de los azulejos, especialmente los que est\u00e1n debajo de la c\u00fapula son originales", + "probability": 0.0027599334716796875 + }, + { + "start_logit": 6.74609375, + "end_logit": 1.7001953125, + "text": "originales y el resto de los azulejos mantienen el estilo original de estos.", + "probability": 0.0024929046630859375 + }, + { + "start_logit": 0.94384765625, + "end_logit": 7.41015625, + "text": "los azulejos, especialmente los que est\u00e1n debajo de la c\u00fapula son originales", + "probability": 0.0022716522216796875 + }, + { + "start_logit": 6.74609375, + "end_logit": 1.4990234375, + "text": "originales y el resto de los azulejos mantienen el estilo original de estos. 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"start_logit": 0.998046875, + "end_logit": -1.12109375, + "text": "dos veces campe\u00f3n ol\u00edmpico en 1984", + "probability": 0.05816650390625 + }, + { + "start_logit": 0.998046875, + "end_logit": -1.20703125, + "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988, entre otros importantes logros.[1]\u200b[2]\u200b[", + "probability": 0.053375244140625 + }, + { + "start_logit": 0.998046875, + "end_logit": -1.537109375, + "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988, entre otros importantes logros.[1]\u200b[", + "probability": 0.03839111328125 + }, + { + "start_logit": 0.998046875, + "end_logit": -1.7109375, + "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988, entre otros importantes logros.[1]\u200b[2", + "probability": 0.03228759765625 + }, + { + "start_logit": 0.998046875, + "end_logit": -1.744140625, + "text": "dos veces", + "probability": 0.031158447265625 + }, + { + "start_logit": 0.998046875, + "end_logit": -1.8720703125, + "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988, entre otros importantes logros.[1", + "probability": 0.0274505615234375 + }, + { + "start_logit": 0.998046875, + "end_logit": -2.37109375, + "text": "dos veces campe\u00f3n ol\u00edmpico en", + "probability": 0.0166778564453125 + }, + { + "start_logit": -1.1201171875, + "end_logit": -0.259033203125, + "text": "1984 y 1988", + "probability": 0.0165557861328125 + }, + { + "start_logit": -0.6162109375, + "end_logit": -0.7685546875, + "text": "1]\u200b[2]\u200b[3]", + "probability": 0.0164947509765625 + }, + { + "start_logit": -0.6162109375, + "end_logit": -0.82470703125, + "text": "1]\u200b[2]\u200b[3", + "probability": 0.0155487060546875 + }, + { + "start_logit": 0.998046875, + "end_logit": -2.55859375, + "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988, entre", + "probability": 0.013824462890625 + }, + { + "start_logit": 0.998046875, + "end_logit": -2.7109375, + "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988, entre otros importantes logros.[1]\u200b[2]", + "probability": 0.01187896728515625 + }, + { + "start_logit": 0.998046875, + "end_logit": -2.814453125, + "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y", + "probability": 0.01068878173828125 + }, + { + "start_logit": -0.6162109375, + "end_logit": -1.20703125, + "text": "1]\u200b[2]\u200b[", + "probability": 0.0106201171875 + }, + { + "start_logit": -1.1201171875, + "end_logit": -0.7685546875, + "text": "1984 y 1988, entre otros importantes logros.[1]\u200b[2]\u200b[3]", + "probability": 0.0099639892578125 + } + ], + "5379e4a03e39f4899eaa9d4460d1a8189a4035cd": [ + { + "start_logit": -1.4091796875, + "end_logit": -1.3642578125, + "text": "1987", + "probability": 0.313720703125 + }, + { + "start_logit": -1.4091796875, + "end_logit": -1.66796875, + "text": "198", + "probability": 0.2313232421875 + }, + { + "start_logit": -1.4091796875, + "end_logit": -3.064453125, + "text": "1987 gana el oro en suelo, tambi\u00e9n", + "probability": 0.057373046875 + }, + { + "start_logit": -1.4091796875, + "end_logit": -3.291015625, + "text": "1987 gana el oro en suelo", + "probability": 0.04571533203125 + }, + { + "start_logit": -1.4091796875, + "end_logit": -3.333984375, + "text": "1987 gana el oro en suelo, tambi\u00e9n el oro en salto", + "probability": 0.0438232421875 + }, + { + "start_logit": -1.4091796875, + "end_logit": -3.55078125, + "text": "1987 gana", + "probability": 0.035186767578125 + }, + { + "start_logit": -3.66015625, + "end_logit": -1.3642578125, + "text": "7", + "probability": 0.0330810546875 + }, + { + "start_logit": -1.4091796875, + "end_logit": -3.646484375, + "text": "1987 gana el oro en suelo, tambi\u00e9n el oro en salto, y la plata en equipos", + "probability": 0.03204345703125 + }, + { + "start_logit": -3.796875, + "end_logit": -1.3642578125, + "text": "Mundial de R\u00f3terdam 1987", + "probability": 0.028839111328125 + }, + { + "start_logit": -4.06640625, + "end_logit": -1.3642578125, + "text": "En el Mundial de R\u00f3terdam 1987", + "probability": 0.0220184326171875 + }, + { + "start_logit": -3.796875, + "end_logit": -1.66796875, + "text": "Mundial de R\u00f3terdam 198", + "probability": 0.021270751953125 + }, + { + "start_logit": -2.423828125, + "end_logit": -3.064453125, + "text": "gana el oro en suelo, tambi\u00e9n", + "probability": 0.020782470703125 + }, + { + "start_logit": -4.24609375, + "end_logit": -1.3642578125, + "text": "el Mundial de R\u00f3terdam 1987", + "probability": 0.018402099609375 + }, + { + "start_logit": -2.423828125, + "end_logit": -3.291015625, + "text": "gana el oro en suelo", + "probability": 0.0165557861328125 + }, + { + "start_logit": -4.06640625, + "end_logit": -1.66796875, + "text": "En el Mundial de R\u00f3terdam 198", + "probability": 0.0162353515625 + }, + { + "start_logit": -2.423828125, + "end_logit": -3.333984375, + "text": "gana el oro en suelo, tambi\u00e9n el oro en salto", + "probability": 0.015869140625 + }, + { + "start_logit": -4.24609375, + "end_logit": -1.66796875, + "text": "el Mundial de R\u00f3terdam 198", + "probability": 0.0135650634765625 + }, + { + "start_logit": -2.423828125, + "end_logit": -3.55078125, + "text": "gana", + "probability": 0.01275634765625 + }, + { + "start_logit": -2.423828125, + "end_logit": -3.646484375, + "text": "gana el oro en suelo, tambi\u00e9n el oro en salto, y la plata en equipos", + "probability": 0.01160430908203125 + }, + { + "start_logit": -4.8671875, + "end_logit": -1.3642578125, + "text": "dam 1987", + "probability": 0.0098876953125 + } + ], + "26745e8c60c0cc29e1d4070c4435ddc11daf9866": [ + { + "start_logit": 6.6953125, + "end_logit": 6.6875, + "text": "latinos", + "probability": 0.77099609375 + }, + { + "start_logit": 4.3515625, + "end_logit": 6.6875, + "text": "de latinos", + "probability": 0.073974609375 + }, + { + "start_logit": 6.6953125, + "end_logit": 4.125, + "text": "latinos siempre", + "probability": 0.0594482421875 + }, + { + "start_logit": 6.6953125, + 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3.482421875, + "text": "de latinos siempre fue peque\u00f1o", + "probability": 0.0030078887939453125 + }, + { + "start_logit": 6.6953125, + "end_logit": 0.90625, + "text": "latinos siempre fue peque\u00f1o,", + "probability": 0.0023784637451171875 + }, + { + "start_logit": 2.830078125, + "end_logit": 4.125, + "text": "el n\u00famero de latinos siempre", + "probability": 0.00124359130859375 + }, + { + "start_logit": 2.787109375, + "end_logit": 4.125, + "text": "n\u00famero de latinos siempre", + "probability": 0.0011968612670898438 + }, + { + "start_logit": 2.7734375, + "end_logit": 4.125, + "text": "siempre", + "probability": 0.0011777877807617188 + }, + { + "start_logit": 0.1419677734375, + "end_logit": 6.6875, + "text": ". Aunque el n\u00famero de latinos", + "probability": 0.0010976791381835938 + }, + { + "start_logit": 4.3515625, + "end_logit": 2.0859375, + "text": "de", + "probability": 0.0007429122924804688 + }, + { + "start_logit": -0.3720703125, + "end_logit": 6.6875, + "text": "sirios, cristianos sirio-jacobitas y ortodoxos armenios, con algunos griegos ortodoxos y musulmanes. Aunque el n\u00famero de latinos", + "probability": 0.0006575584411621094 + }, + { + "start_logit": 2.830078125, + "end_logit": 3.482421875, + "text": "el n\u00famero de latinos siempre fue peque\u00f1o", + "probability": 0.0006556510925292969 + }, + { + "start_logit": 2.787109375, + "end_logit": 3.482421875, + "text": "n\u00famero de latinos siempre fue peque\u00f1o", + "probability": 0.0006279945373535156 + } + ], + "c39b3a34f1b152f9b2008e756497b23cf548a8a5": [ + { + "start_logit": 5.9296875, + "end_logit": 5.30078125, + "text": "puertos, minas", + "probability": 0.2998046875 + }, + { + "start_logit": 5.9296875, + "end_logit": 5.0703125, + "text": "puertos, minas, y, particularmente", + "probability": 0.237060546875 + }, + { + "start_logit": 5.9296875, + "end_logit": 3.994140625, + "text": "puertos, minas, y", + "probability": 0.08062744140625 + }, + { + "start_logit": 4.21484375, + "end_logit": 5.30078125, + "text": "Las \u00e1reas de puertos, minas", + "probability": 0.053741455078125 + }, + { + "start_logit": 4.21484375, + "end_logit": 5.0703125, + "text": "Las \u00e1reas de puertos, minas, y, particularmente", + "probability": 0.042510986328125 + }, + { + "start_logit": 5.9296875, + "end_logit": 3.27734375, + "text": "puertos, minas, y,", + "probability": 0.039337158203125 + }, + { + "start_logit": 3.833984375, + "end_logit": 5.30078125, + "text": "\u00e1reas de puertos, minas", + "probability": 0.036651611328125 + }, + { + "start_logit": 3.736328125, + "end_logit": 5.30078125, + "text": "de puertos, minas", + "probability": 0.03338623046875 + }, + { + "start_logit": 3.833984375, + "end_logit": 5.0703125, + "text": "\u00e1reas de puertos, minas, y, particularmente", + "probability": 0.0292205810546875 + }, + { + "start_logit": 3.736328125, + "end_logit": 5.0703125, + "text": "de puertos, minas, y, particularmente", + "probability": 0.026397705078125 + }, + { + "start_logit": 5.9296875, + "end_logit": 2.73828125, + "text": "puertos, minas, y, particularmente, los", + "probability": 0.023101806640625 + }, + { + "start_logit": 5.9296875, + "end_logit": 2.5390625, + "text": "puertos, minas, y, particularmente, los edificio", + "probability": 0.01885986328125 + }, + { + "start_logit": 4.21484375, + "end_logit": 3.994140625, + "text": "Las \u00e1reas de puertos, minas, y", + "probability": 0.01457977294921875 + }, + { + "start_logit": 5.9296875, + "end_logit": 2.173828125, + "text": "puertos", + "probability": 0.01306915283203125 + }, + { + "start_logit": 5.9296875, + "end_logit": 2.029296875, + "text": "puertos, minas,", + "probability": 0.0113525390625 + }, + { + "start_logit": 3.833984375, + "end_logit": 3.994140625, + "text": "\u00e1reas de puertos, minas, y", + "probability": 0.00994110107421875 + }, + { + "start_logit": 3.736328125, + "end_logit": 3.994140625, + "text": "de puertos, minas, y", + "probability": 0.0090179443359375 + }, + { + "start_logit": 5.9296875, + "end_logit": 1.6494140625, + "text": "puertos, minas, y, particularmente,", + "probability": 0.00774383544921875 + }, + { + "start_logit": 4.21484375, + "end_logit": 3.27734375, + "text": "Las \u00e1reas de puertos, minas, y,", + "probability": 0.00710296630859375 + }, + { + "start_logit": 5.9296875, + "end_logit": 1.443359375, + "text": "puertos,", + "probability": 0.006320953369140625 + } + ], + "937cd14655dccd4a0ce9fd16e9c01baf30693cc7": [ + { + "start_logit": 1.701171875, + "end_logit": 2.865234375, + "text": "tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones", + "probability": 0.1212158203125 + }, + { + "start_logit": 1.6171875, + "end_logit": 2.865234375, + "text": "el tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones", + "probability": 0.1116943359375 + }, + { + "start_logit": 1.701171875, + "end_logit": 2.7109375, + "text": "tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones. Aunque", + "probability": 0.1041259765625 + }, + { + "start_logit": 1.6171875, + "end_logit": 2.7109375, + "text": "el tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones. Aunque", + "probability": 0.09552001953125 + }, + { + "start_logit": 1.060546875, + "end_logit": 2.671875, + "text": "el interfer\u00f3metro puede considerarse en reposo de acuerdo con el principio de la relatividad", + "probability": 0.052642822265625 + }, + { + "start_logit": 1.060546875, + "end_logit": 2.580078125, + "text": "el interfer\u00f3metro puede considerarse en reposo", + "probability": 0.04803466796875 + }, + { + "start_logit": 0.91845703125, + "end_logit": 2.671875, + "text": "en su marco inercial, el interfer\u00f3metro puede considerarse en reposo de acuerdo con el principio de la relatividad", + "probability": 0.045654296875 + }, + { + "start_logit": 0.91845703125, + "end_logit": 2.580078125, + "text": "en su marco inercial, el interfer\u00f3metro puede considerarse en reposo", + "probability": 0.0416259765625 + }, + { + "start_logit": 0.7900390625, + "end_logit": 2.671875, + "text": "marco inercial, el interfer\u00f3metro puede considerarse en reposo de acuerdo con el principio de la relatividad", + "probability": 0.040130615234375 + }, + { + "start_logit": 0.55859375, + "end_logit": 2.865234375, + "text": "que el tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones", + "probability": 0.038665771484375 + }, + { + "start_logit": 0.5078125, + "end_logit": 2.865234375, + "text": "en reposo de acuerdo con el principio de la relatividad, por lo que el tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones", + "probability": 0.0367431640625 + }, + { + "start_logit": 0.7900390625, + "end_logit": 2.580078125, + "text": "marco inercial, el interfer\u00f3metro puede considerarse en reposo", + "probability": 0.036651611328125 + }, + { + "start_logit": 0.55859375, + "end_logit": 2.7109375, + "text": "que el tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones. Aunque", + "probability": 0.03314208984375 + }, + { + "start_logit": 1.701171875, + "end_logit": 1.515625, + "text": "tiempo de propagaci\u00f3n de la luz", + "probability": 0.03143310546875 + }, + { + "start_logit": 0.5078125, + "end_logit": 2.671875, + "text": "en reposo de acuerdo con el principio de la relatividad", + "probability": 0.0302886962890625 + }, + { + "start_logit": 1.6171875, + "end_logit": 1.515625, + "text": "el tiempo de propagaci\u00f3n de la luz", + "probability": 0.028900146484375 + }, + { + "start_logit": 0.5078125, + "end_logit": 2.580078125, + "text": "en reposo", + "probability": 0.0276336669921875 + }, + { + "start_logit": 1.701171875, + "end_logit": 1.37890625, + "text": "tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones.", + "probability": 0.0274200439453125 + }, + { + "start_logit": 1.6171875, + "end_logit": 1.37890625, + "text": "el tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones.", + "probability": 0.02520751953125 + }, + { + "start_logit": 0.91845703125, + "end_logit": 2.01171875, + "text": "en su marco inercial", + "probability": 0.023590087890625 + } + ], + "878533eaf7e1ff208933ef4a810a8eac4cefe137": [ + { + "start_logit": 6.53125, + "end_logit": 7.80859375, + "text": "aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud", + "probability": 0.1844482421875 + }, + { + "start_logit": 6.34765625, + "end_logit": 7.80859375, + "text": "el aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud", + "probability": 0.1529541015625 + }, + { + "start_logit": 6.53125, + "end_logit": 7.5625, + "text": "aumento de la densidad de nucleones", + "probability": 0.1436767578125 + }, + { + "start_logit": 6.34765625, + "end_logit": 7.5625, + "text": "el aumento de la densidad de nucleones", + "probability": 0.11907958984375 + }, + { + "start_logit": 5.3984375, + "end_logit": 7.80859375, + "text": "considera el aumento de la densidad de nucleones 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"end_logit": 7.5625, + "text": "se considera el aumento de la densidad de nucleones", + "probability": 0.0291748046875 + }, + { + "start_logit": 4.87890625, + "end_logit": 7.5625, + "text": "cuando se considera el aumento de la densidad de nucleones", + "probability": 0.0274200439453125 + }, + { + "start_logit": 6.53125, + "end_logit": 5.359375, + "text": "aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud.", + "probability": 0.0158538818359375 + }, + { + "start_logit": 6.34765625, + "end_logit": 5.359375, + "text": "el aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud.", + "probability": 0.01314544677734375 + }, + { + "start_logit": 3.8828125, + "end_logit": 7.80859375, + "text": "densidad de nucleones debido a la contracci\u00f3n de la longitud", + "probability": 0.01294708251953125 + }, + { + "start_logit": 5.3984375, + "end_logit": 6.26171875, + "text": "considera el aumento de la densidad de nucle", + "probability": 0.01255035400390625 + }, + { + "start_logit": 6.53125, + "end_logit": 5.02734375, + "text": "aumento de la densidad de nucleones debido", + "probability": 0.0114288330078125 + }, + { + "start_logit": 3.8828125, + "end_logit": 7.5625, + "text": "densidad de nucleones", + "probability": 0.010162353515625 + }, + { + "start_logit": 6.34765625, + "end_logit": 5.02734375, + "text": "el aumento de la densidad de nucleones debido", + "probability": 0.0094757080078125 + }, + { + "start_logit": 4.94140625, + "end_logit": 6.26171875, + "text": "se considera el aumento de la densidad de nucle", + "probability": 0.00797271728515625 + } + ], + "67bf7da1a8afa7355e9325c1b62f32ba1b0ea969": [ + { + "start_logit": 5.765625, + "end_logit": 5.6953125, + "text": "hidroavi\u00f3n de ala alta tipo monoplano", + "probability": 0.264892578125 + }, + { + "start_logit": 5.765625, + "end_logit": 5.35546875, + "text": "hidroavi\u00f3n de ala alta", + "probability": 0.189453125 + }, + { + "start_logit": 5.3125, + "end_logit": 5.6953125, + "text": "un hidroavi\u00f3n de ala alta tipo monoplano", + "probability": 0.16845703125 + }, + { + "start_logit": 5.3125, + "end_logit": 5.35546875, + "text": "un hidroavi\u00f3n de ala alta", + "probability": 0.12042236328125 + }, + { + "start_logit": 5.765625, + "end_logit": 3.580078125, + "text": "hidroavi\u00f3n de ala alta tipo monoplano con", + "probability": 0.031890869140625 + }, + { + "start_logit": 5.765625, + "end_logit": 3.453125, + "text": "hidroavi\u00f3n de ala", + "probability": 0.02813720703125 + }, + { + "start_logit": 5.765625, + "end_logit": 3.3671875, + "text": "hidroavi\u00f3n", + "probability": 0.0258331298828125 + }, + { + "start_logit": 5.3125, + "end_logit": 3.580078125, + "text": "un hidroavi\u00f3n de ala alta tipo monoplano con", + "probability": 0.0202789306640625 + }, + { + "start_logit": 5.3125, + "end_logit": 3.453125, + "text": "un hidroavi\u00f3n de ala", + "probability": 0.01788330078125 + }, + { + "start_logit": 5.3125, + 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"1996", + "probability": 0.175537109375 + }, + { + "start_logit": 3.83203125, + "end_logit": 4.984375, + "text": "pel\u00edcula de 1996", + "probability": 0.1573486328125 + }, + { + "start_logit": 4.25, + "end_logit": 3.349609375, + "text": "de 1996. En", + "probability": 0.046875 + }, + { + "start_logit": 2.572265625, + "end_logit": 4.984375, + "text": "adaptaci\u00f3n en pel\u00edcula de 1996", + "probability": 0.044708251953125 + }, + { + "start_logit": 2.5703125, + "end_logit": 4.984375, + "text": "en pel\u00edcula de 1996", + "probability": 0.044708251953125 + }, + { + "start_logit": 4.25, + "end_logit": 3.251953125, + "text": "de", + "probability": 0.0423583984375 + }, + { + "start_logit": 3.9375, + "end_logit": 3.349609375, + "text": "1996. En", + "probability": 0.0343017578125 + }, + { + "start_logit": 3.83203125, + "end_logit": 3.349609375, + "text": "pel\u00edcula de 1996. En", + "probability": 0.0307464599609375 + }, + { + "start_logit": 3.83203125, + "end_logit": 3.251953125, + "text": "pel\u00edcula de", + "probability": 0.027984619140625 + }, + { + "start_logit": 1.9990234375, + "end_logit": 4.984375, + "text": "la adaptaci\u00f3n en pel\u00edcula de 1996", + "probability": 0.0252838134765625 + }, + { + "start_logit": 4.25, + "end_logit": 2.548828125, + "text": "de 1996.", + "probability": 0.020965576171875 + }, + { + "start_logit": 4.25, + "end_logit": 2.529296875, + "text": "de 1996. En el", + "probability": 0.0206298828125 + }, + { + "start_logit": 3.9375, + "end_logit": 2.548828125, + "text": "1996.", + "probability": 0.0153350830078125 + }, + { + "start_logit": 3.9375, + "end_logit": 2.529296875, + "text": "1996. En el", + "probability": 0.01509857177734375 + }, + { + "start_logit": 3.83203125, + "end_logit": 2.548828125, + "text": "pel\u00edcula de 1996.", + "probability": 0.01385498046875 + }, + { + "start_logit": 3.83203125, + "end_logit": 2.53515625, + "text": "pel\u00edcula", + "probability": 0.013641357421875 + }, + { + "start_logit": 3.83203125, + "end_logit": 2.529296875, + "text": "pel\u00edcula de 1996. En el", + "probability": 0.0135345458984375 + }, + { + "start_logit": 2.572265625, + "end_logit": 3.349609375, + "text": "adaptaci\u00f3n en pel\u00edcula de 1996. En", + "probability": 0.0087432861328125 + }, + { + "start_logit": 2.5703125, + "end_logit": 3.349609375, + "text": "en pel\u00edcula de 1996. En", + "probability": 0.0087432861328125 + } + ], + "b13edbb194b86f676d410a01715d80d7e612ddd8": [ + { + "start_logit": 3.88671875, + "end_logit": 4.91796875, + "text": "gravedad", + "probability": 0.50048828125 + }, + { + "start_logit": 3.275390625, + "end_logit": 4.91796875, + "text": "la gravedad", + "probability": 0.27197265625 + }, + { + "start_logit": 3.88671875, + "end_logit": 2.40625, + "text": "gravedad (es decir, es mucho m\u00e1s d\u00e9bil que la interacci\u00f3n electromagn\u00e9tica o la interacci\u00f3n nuclear fuerte", + "probability": 0.04058837890625 + }, + { + "start_logit": 1.2001953125, + "end_logit": 4.91796875, + "text": "que la gravedad", + "probability": 0.0340576171875 + }, + { + "start_logit": 3.88671875, + "end_logit": 1.8896484375, + "text": "gravedad (es decir, es mucho m\u00e1s d\u00e9bil que la interacci\u00f3n electromagn\u00e9tica", + "probability": 0.0242462158203125 + }, + { + "start_logit": 3.275390625, + "end_logit": 2.40625, + "text": "la gravedad (es decir, es mucho m\u00e1s d\u00e9bil que la interacci\u00f3n electromagn\u00e9tica o la interacci\u00f3n nuclear fuerte", + "probability": 0.0219879150390625 + }, + { + "start_logit": 0.73583984375, + "end_logit": 4.91796875, + "text": "interacciones fundamentales. 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"falta un equipo muy preciso para", + "probability": 0.003940582275390625 + }, + { + "start_logit": 2.837890625, + "end_logit": 2.978515625, + "text": "falta un equipo", + "probability": 0.003437042236328125 + }, + { + "start_logit": 2.453125, + "end_logit": 3.1171875, + "text": "muy preciso para", + "probability": 0.0026874542236328125 + } + ], + "9a376e789d10ecea2b7b469d38895ff2739a2551": [ + { + "start_logit": 8.2890625, + "end_logit": 9.15625, + "text": "Ptolomeo", + "probability": 0.755859375 + }, + { + "start_logit": 5.99609375, + "end_logit": 9.15625, + "text": "griego Ptolomeo", + "probability": 0.07720947265625 + }, + { + "start_logit": 8.2890625, + "end_logit": 6.3046875, + "text": "Ptolomeo registr\u00f3", + "probability": 0.043975830078125 + }, + { + "start_logit": 8.2890625, + "end_logit": 6.18359375, + "text": "Ptolome", + "probability": 0.038818359375 + }, + { + "start_logit": 4.578125, + "end_logit": 9.15625, + "text": "el astr\u00f3nomo griego Ptolomeo", + 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C., el astr\u00f3nomo griego Ptolomeo", + "probability": 0.0011730194091796875 + }, + { + "start_logit": 4.578125, + "end_logit": 6.3046875, + "text": "el astr\u00f3nomo griego Ptolomeo registr\u00f3", + "probability": 0.00107574462890625 + }, + { + "start_logit": 1.693359375, + "end_logit": 9.15625, + "text": "100 d. C., el astr\u00f3nomo griego Ptolomeo", + "probability": 0.0010433197021484375 + }, + { + "start_logit": 8.2890625, + "end_logit": 2.533203125, + "text": "P", + "probability": 0.001010894775390625 + } + ], + "3e28ad95f1f2bbf71b6fab08a90ad8ae1da1ee68": [ + { + "start_logit": 6.7421875, + "end_logit": 7.44921875, + "text": "T\u00e1cito", + "probability": 0.873046875 + }, + { + "start_logit": 6.7421875, + "end_logit": 4.40234375, + "text": "T\u00e1cito escribi\u00f3", + "probability": 0.041473388671875 + }, + { + "start_logit": 3.400390625, + "end_logit": 7.44921875, + "text": "\u00e1cito", + "probability": 0.03106689453125 + }, + { + "start_logit": 3.361328125, + "end_logit": 7.44921875, + "text": "imperio. T\u00e1cito", + "probability": 0.0298614501953125 + }, + { + "start_logit": 2.298828125, + "end_logit": 7.44921875, + "text": ". T\u00e1cito", + "probability": 0.01032257080078125 + }, + { + "start_logit": 1.5380859375, + "end_logit": 7.44921875, + "text": "del imperio. T\u00e1cito", + "probability": 0.004802703857421875 + }, + { + "start_logit": 0.51318359375, + "end_logit": 7.44921875, + "text": "formales del imperio. T\u00e1cito", + "probability": 0.0017251968383789062 + }, + { + "start_logit": 6.7421875, + "end_logit": 1.1474609375, + "text": "T", + "probability": 0.0016088485717773438 + }, + { + "start_logit": 3.400390625, + "end_logit": 4.40234375, + "text": "\u00e1cito escribi\u00f3", + "probability": 0.0014753341674804688 + }, + { + "start_logit": 3.361328125, + "end_logit": 4.40234375, + "text": "imperio. T\u00e1cito escribi\u00f3", + "probability": 0.0014190673828125 + }, + { + "start_logit": 6.7421875, + "end_logit": 0.48828125, + "text": "T\u00e1cito escribi\u00f3 que", + "probability": 0.0008306503295898438 + }, + { + "start_logit": -0.71142578125, + "end_logit": 7.44921875, + "text": "l\u00edmites formales del imperio. T\u00e1cito", + "probability": 0.0005078315734863281 + }, + { + "start_logit": 2.298828125, + "end_logit": 4.40234375, + "text": ". T\u00e1cito escribi\u00f3", + "probability": 0.0004901885986328125 + }, + { + "start_logit": -1.001953125, + "end_logit": 7.44921875, + "text": "romano, pero la influencia romana se expandi\u00f3 ampliamente fuera de los l\u00edmites formales del imperio. T\u00e1cito", + "probability": 0.0003790855407714844 + }, + { + "start_logit": -1.3564453125, + "end_logit": 7.44921875, + "text": "romana se expandi\u00f3 ampliamente fuera de los l\u00edmites formales del imperio. T\u00e1cito", + "probability": 0.0002665519714355469 + }, + { + "start_logit": 6.7421875, + "end_logit": -0.7548828125, + "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": 0.00023889541625976562 + }, + { + "start_logit": 1.5380859375, + "end_logit": 4.40234375, + "text": "del imperio. T\u00e1cito escribi\u00f3", + "probability": 0.0002281665802001953 + }, + { + "start_logit": -1.8515625, + "end_logit": 7.44921875, + "text": "tribus. Nunca fue parte formal del Imperio romano, pero la influencia romana se expandi\u00f3 ampliamente fuera de los l\u00edmites formales del imperio. T\u00e1cito", + "probability": 0.00016176700592041016 + }, + { + "start_logit": 0.51318359375, + "end_logit": 4.40234375, + "text": "formales del imperio. T\u00e1cito escribi\u00f3", + "probability": 8.195638656616211e-05 + }, + { + "start_logit": -2.791015625, + "end_logit": 7.44921875, + "text": "influencia romana se expandi\u00f3 ampliamente fuera de los l\u00edmites formales del imperio. T\u00e1cito", + "probability": 6.330013275146484e-05 + } + ], + "223e2db32044ac402fd1edafcbec4f7f40fa6a7c": [ + { + "start_logit": 6.140625, + "end_logit": 8.15625, + "text": "ignoradas", + "probability": 0.200439453125 + }, + { + "start_logit": 6.08984375, + "end_logit": 8.15625, + "text": "probablemente fueron ignoradas", + "probability": 0.1912841796875 + }, + { + "start_logit": 6.07421875, + "end_logit": 8.15625, + "text": "fueron ignoradas", + "probability": 0.1883544921875 + }, + { + "start_logit": 6.140625, + "end_logit": 6.78515625, + "text": "ignor", + "probability": 0.050689697265625 + }, + { + "start_logit": 6.08984375, + "end_logit": 6.78515625, + "text": "probablemente fueron ignor", + "probability": 0.048370361328125 + }, + { + "start_logit": 6.07421875, + "end_logit": 6.78515625, + "text": "fueron ignor", + "probability": 0.047607421875 + }, + { + "start_logit": 4.3671875, + "end_logit": 8.15625, + "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas", + "probability": 0.034027099609375 + }, + { + "start_logit": 6.140625, + "end_logit": 6.234375, + "text": "ignoradas.", + "probability": 0.0293426513671875 + }, + { + "start_logit": 6.08984375, + "end_logit": 6.234375, + "text": "probablemente fueron ignoradas.", + "probability": 0.0279998779296875 + }, + { + "start_logit": 6.07421875, + "end_logit": 6.234375, + "text": "fueron ignoradas.", + "probability": 0.027557373046875 + }, + { + "start_logit": 6.140625, + "end_logit": 6.1484375, + "text": "ignoradas. Hubo", + "probability": 0.02691650390625 + }, + { + "start_logit": 4.08984375, + "end_logit": 8.15625, + "text": "atenci\u00f3n probablemente fueron ignoradas", + "probability": 0.0258941650390625 + }, + { + "start_logit": 6.08984375, + "end_logit": 6.1484375, + "text": "probablemente fueron ignoradas. Hubo", + "probability": 0.025482177734375 + }, + { + "start_logit": 6.07421875, + "end_logit": 6.1484375, + "text": "fueron ignoradas. Hubo", + "probability": 0.02508544921875 + }, + { + "start_logit": 3.607421875, + "end_logit": 8.15625, + "text": "chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas", + "probability": 0.015960693359375 + }, + { + "start_logit": 4.3671875, + "end_logit": 6.78515625, + "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignor", + "probability": 0.0086669921875 + }, + { + "start_logit": 6.140625, + "end_logit": 4.78125, + "text": "ignoradas. Hubo poca", + "probability": 0.00685882568359375 + }, + { + "start_logit": 6.08984375, + "end_logit": 4.78125, + "text": "probablemente fueron ignoradas. Hubo poca", + "probability": 0.0065460205078125 + }, + { + "start_logit": 4.08984375, + "end_logit": 6.78515625, + "text": "atenci\u00f3n probablemente fueron ignor", + "probability": 0.0065460205078125 + }, + { + "start_logit": 6.07421875, + "end_logit": 4.78125, + "text": "fueron ignoradas. Hubo poca", + "probability": 0.006443023681640625 + } + ], + "442146a6017db07fb0fe5442d7956a620bb1bff5": [ + { + "start_logit": 5.29296875, + "end_logit": 6.015625, + "text": "diferencias de opini\u00f3n", + "probability": 0.417724609375 + }, + { + "start_logit": 4.74609375, + "end_logit": 6.015625, + "text": "Las diferencias de opini\u00f3n", + "probability": 0.24169921875 + }, + { + "start_logit": 5.29296875, + "end_logit": 4.2265625, + "text": "diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc", + "probability": 0.0692138671875 + }, + { + "start_logit": 2.99609375, + "end_logit": 6.015625, + "text": "que \u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno. Continu\u00f3 desempe\u00f1\u00e1ndose como primer ministro cuando Atat\u00fcrk muri\u00f3 e \u0130n\u00f6n\u00fc se convirti\u00f3 en presidente en 1938. Las diferencias de opini\u00f3n", + "probability": 0.0419921875 + }, + { + "start_logit": 4.74609375, + "end_logit": 4.2265625, + "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc", + "probability": 0.040069580078125 + }, + { + "start_logit": 5.29296875, + "end_logit": 3.62890625, + "text": "diferencias de opini\u00f3n con", + "probability": 0.038238525390625 + }, + { + "start_logit": 2.748046875, + "end_logit": 6.015625, + "text": "\u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno. Continu\u00f3 desempe\u00f1\u00e1ndose como primer ministro cuando Atat\u00fcrk muri\u00f3 e \u0130n\u00f6n\u00fc se convirti\u00f3 en presidente en 1938. Las diferencias de opini\u00f3n", + "probability": 0.03271484375 + }, + { + "start_logit": 4.74609375, + "end_logit": 3.62890625, + "text": "Las diferencias de opini\u00f3n con", + "probability": 0.0221405029296875 + }, + { + "start_logit": 2.99609375, + "end_logit": 4.91015625, + "text": "que \u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno", + "probability": 0.01385498046875 + }, + { + "start_logit": 1.7685546875, + "end_logit": 6.015625, + "text": "1938. Las diferencias de opini\u00f3n", + "probability": 0.01227569580078125 + }, + { + "start_logit": 5.29296875, + "end_logit": 2.4765625, + "text": "diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc le llevaron", + "probability": 0.0120849609375 + }, + { + "start_logit": 5.29296875, + "end_logit": 2.42578125, + "text": "diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc le", + "probability": 0.01148223876953125 + }, + { + "start_logit": 2.748046875, + "end_logit": 4.91015625, + "text": "\u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno", + "probability": 0.0107879638671875 + }, + { + "start_logit": 4.74609375, + "end_logit": 2.4765625, + "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc le llevaron", + "probability": 0.006992340087890625 + }, + { + "start_logit": 4.74609375, + "end_logit": 2.42578125, + "text": "Las diferencias de opini\u00f3n con \u0130n\u00f6n\u00fc le", + "probability": 0.00664520263671875 + }, + { + "start_logit": 1.044921875, + "end_logit": 6.015625, + "text": ". Las diferencias de opini\u00f3n", + "probability": 0.00595855712890625 + }, + { + "start_logit": 1.9814453125, + "end_logit": 4.91015625, + "text": "de que \u0130smet \u0130n\u00f6n\u00fc dej\u00f3 el gobierno", + "probability": 0.005016326904296875 + }, + { + "start_logit": 0.73388671875, + "end_logit": 6.015625, + "text": "Atat\u00fcrk muri\u00f3 e \u0130n\u00f6n\u00fc se convirti\u00f3 en presidente en 1938. Las diferencias de opini\u00f3n", + "probability": 0.004360198974609375 + }, + { + "start_logit": 5.29296875, + "end_logit": 1.265625, + "text": "diferencias de", + "probability": 0.00360107421875 + }, + { + "start_logit": 2.99609375, + "end_logit": 3.388671875, + "text": "que \u0130smet \u0130n\u00f6n\u00fc", + "probability": 0.0030193328857421875 + } + ], + "ea30cdd66f08f540f72b39a624e7a9e61df232e3": [ + { + "start_logit": 5.9765625, + "end_logit": 6.64453125, + "text": "1966", + "probability": 0.916015625 + }, + { + "start_logit": 2.673828125, + "end_logit": 6.64453125, + "text": "en 1966", + "probability": 0.03363037109375 + }, + { + "start_logit": 1.787109375, + "end_logit": 6.64453125, + "text": "tado en 1966", + "probability": 0.01380157470703125 + }, + { + "start_logit": 5.9765625, + "end_logit": 2.416015625, + "text": "1966.", + "probability": 0.01326751708984375 + }, + { + "start_logit": 5.9765625, + "end_logit": 2.27734375, + "text": "1966.[", + "probability": 0.01152801513671875 + }, + { + "start_logit": 0.85205078125, + "end_logit": 6.64453125, + "text": "indultado en 1966", + "probability": 0.00542449951171875 + }, + { + "start_logit": 5.9765625, + "end_logit": 0.66943359375, + "text": "1966.[1", + "probability": 0.002315521240234375 + }, + { + "start_logit": -0.83544921875, + "end_logit": 6.64453125, + "text": "fue indultado en 1966", + "probability": 0.001003265380859375 + }, + { + "start_logit": -1.1259765625, + "end_logit": 6.64453125, + "text": "Bayar fue indultado en 1966", + "probability": 0.000751495361328125 + }, + { + "start_logit": -1.5498046875, + "end_logit": 6.64453125, + "text": "ar fue indultado en 1966", + "probability": 0.0004906654357910156 + }, + { + "start_logit": 2.673828125, + "end_logit": 2.416015625, + "text": "en 1966.", + "probability": 0.0004892349243164062 + }, + { + "start_logit": 2.673828125, + "end_logit": 2.27734375, + "text": "en 1966.[", + "probability": 0.0004265308380126953 + }, + { + "start_logit": 5.9765625, + "end_logit": -1.6513671875, + "text": "1966.[1]\u200b Le fueron restaurados sus plenos derechos pol\u00edticos en 1974", + "probability": 0.00022840499877929688 + }, + { + "start_logit": 1.787109375, + "end_logit": 2.416015625, + "text": "tado en 1966.", + "probability": 0.0002015829086303711 + }, + { + "start_logit": 1.787109375, + "end_logit": 2.27734375, + "text": "tado en 1966.[", + "probability": 0.00017499923706054688 + }, + { + "start_logit": 5.9765625, + "end_logit": -1.9638671875, + "text": "1966.[1]\u200b Le", + "probability": 0.00016701221466064453 + }, + { + "start_logit": 1.59375, + "end_logit": 2.416015625, + "text": ".", + "probability": 0.00016570091247558594 + }, + { + "start_logit": 1.59375, + "end_logit": 2.27734375, + "text": ".[", + "probability": 0.00014507770538330078 + }, + { + "start_logit": 2.673828125, + "end_logit": 0.8125, + "text": "en", + "probability": 9.822845458984375e-05 + }, + { + "start_logit": 5.9765625, + "end_logit": -2.619140625, + "text": "1966.[1]\u200b Le fueron restaurados sus plenos derechos pol\u00edticos en 19", + "probability": 8.666515350341797e-05 + } + ], + "3a6f61347e39a7e850853a79ca4bf2572fdd9ca2": [ + { + "start_logit": 5.8515625, + "end_logit": 7.60546875, + "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico", + "probability": 0.341796875 + }, + { + "start_logit": 5.1171875, + "end_logit": 7.60546875, + "text": "la guarnici\u00f3n del Imperio Brit\u00e1nico", + "probability": 0.1639404296875 + }, + { + "start_logit": 4.57421875, + "end_logit": 7.60546875, + "text": "extranjero para la guarnici\u00f3n del Imperio Brit\u00e1nico", + "probability": 0.09564208984375 + }, + { + "start_logit": 5.8515625, + "end_logit": 5.828125, + "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico. (En", + "probability": 0.05804443359375 + }, + { + "start_logit": 5.8515625, + "end_logit": 5.81640625, + "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico. (", + "probability": 0.057586669921875 + }, + { + "start_logit": 3.9609375, + "end_logit": 7.60546875, + "text": "guarnici\u00f3n del Imperio Brit\u00e1nico", + "probability": 0.051605224609375 + }, + { + "start_logit": 5.1171875, + "end_logit": 5.828125, + "text": "la guarnici\u00f3n del Imperio Brit\u00e1nico. (En", + "probability": 0.02783203125 + }, + { + "start_logit": 5.1171875, + "end_logit": 5.81640625, + "text": "la guarnici\u00f3n del Imperio Brit\u00e1nico. (", + "probability": 0.027618408203125 + }, + { + "start_logit": 5.8515625, + "end_logit": 5.078125, + "text": "para la guarnici\u00f3n del Imperio Brit\u00e1nico. 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