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corte de Berl\u00edn, la decisi\u00f3n del pr\u00edncipe", "probability": 0.0159759521484375 }, { "start_logit": -3.212890625, "end_logit": -2.52734375, "text": "la antibrit\u00e1nica", "probability": 0.0142059326171875 } ], "1ec95d772c4d42c1bc13ef5747956f6c5e1354c6": [ { "start_logit": 1.4345703125, "end_logit": 4.79296875, "text": "no ten\u00eda ni siquiera una ba\u00f1era", "probability": 0.24609375 }, { "start_logit": 0.7041015625, "end_logit": 4.79296875, "text": "ten\u00eda ni siquiera una ba\u00f1era", "probability": 0.11859130859375 }, { "start_logit": 0.65283203125, "end_logit": 4.79296875, "text": "ni siquiera una ba\u00f1era", "probability": 0.1126708984375 }, { "start_logit": 0.572265625, "end_logit": 4.79296875, "text": "una ba\u00f1era", "probability": 0.10418701171875 }, { "start_logit": 0.328857421875, "end_logit": 4.79296875, "text": "siquiera una ba\u00f1era", "probability": 0.08148193359375 }, { "start_logit": 1.4345703125, "end_logit": 3.26953125, "text": "no 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0.010101318359375 }, { "start_logit": -2.2109375, "end_logit": -0.990234375, "text": "fermentaci\u00f3n, hac\u00eda a la mincemeat m\u00e1s", "probability": 0.00925445556640625 } ], "56941840f059841bb7a2ba129e70e868eccea0ea": [ { "start_logit": 2.6484375, "end_logit": 4.51953125, "text": "Serbia", "probability": 0.1318359375 }, { "start_logit": 2.5, "end_logit": 4.51953125, "text": "Rep\u00fablica de Serbia", "probability": 0.1136474609375 }, { "start_logit": 2.138671875, "end_logit": 4.734375, "text": "alban\u00e9s", "probability": 0.098388671875 }, { "start_logit": 1.8232421875, "end_logit": 4.734375, "text": "Rep\u00fablica de Kosovo junto al alban\u00e9s", "probability": 0.0716552734375 }, { "start_logit": 1.736328125, "end_logit": 4.734375, "text": "Montenegro y de Bosnia-Herzegovina, siendo cooficial en la autoproclamada Rep\u00fablica de Kosovo junto al alban\u00e9s", "probability": 0.0655517578125 }, { "start_logit": 2.6484375, "end_logit": 3.78515625, "text": "Serbia, de 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"text": "Serbia, de Montenegro y de Bosnia-Herzegovina, siendo cooficial en la autoproclamada Rep\u00fablica de Kosovo", "probability": 0.036773681640625 }, { "start_logit": 0.93798828125, "end_logit": 4.734375, "text": "al alban\u00e9s", "probability": 0.029541015625 }, { "start_logit": 0.85546875, "end_logit": 4.734375, "text": "junto al alban\u00e9s", "probability": 0.0272216796875 }, { "start_logit": 1.736328125, "end_logit": 3.78515625, "text": "Montenegro y de Bosnia-Herzegovina", "probability": 0.0254669189453125 }, { "start_logit": 1.5712890625, "end_logit": 3.78515625, "text": "la Rep\u00fablica de Serbia, de Montenegro y de Bosnia-Herzegovina", "probability": 0.0215301513671875 }, { "start_logit": 1.736328125, "end_logit": 3.443359375, "text": "Montenegro", "probability": 0.01806640625 }, { "start_logit": 0.386962890625, "end_logit": 4.734375, "text": "\u00e9s", "probability": 0.01702880859375 }, { "start_logit": 2.138671875, "end_logit": 2.935546875, "text": "alban", 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En los ojos tiene un pico de dos puntas", "probability": 0.25830078125 }, { "start_logit": 0.8798828125, "end_logit": 3.53515625, "text": "barbillas alrededor de la boca. En los ojos tiene un pico de dos puntas", "probability": 0.138916015625 }, { "start_logit": 0.56787109375, "end_logit": 3.53515625, "text": "pico de dos puntas", "probability": 0.1015625 }, { "start_logit": 1.5009765625, "end_logit": 2.556640625, "text": "6 barbillas", "probability": 0.0972900390625 }, { "start_logit": 0.03179931640625, "end_logit": 3.53515625, "text": "Presente 6 barbillas alrededor de la boca. 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En los ojos tiene un pico de dos puntas, con", "probability": 0.01983642578125 }, { "start_logit": -1.1337890625, "end_logit": 3.53515625, "text": "puntas", "probability": 0.0185699462890625 }, { "start_logit": -1.158203125, "end_logit": 3.53515625, "text": "billas alrededor de la boca. En los ojos tiene un pico de dos puntas", "probability": 0.018096923828125 }, { "start_logit": 0.8798828125, "end_logit": 1.33984375, "text": "barbillas alrededor de la boca. En los ojos tiene un pico de dos puntas, con el que puede infligir una dolorosa picadura", "probability": 0.01544952392578125 }, { "start_logit": 1.5009765625, "end_logit": 0.6884765625, "text": "6 barbillas alrededor de la boca", "probability": 0.01500701904296875 }, { "start_logit": 1.5009765625, "end_logit": 0.65380859375, "text": "6 bar", "probability": 0.01448822021484375 }, { "start_logit": 1.5009765625, "end_logit": 0.48876953125, "text": "6 barbillas alrededor de la boca. En los ojos tiene un pico de dos", "probability": 0.012298583984375 }, { "start_logit": 1.5009765625, "end_logit": 0.483642578125, "text": "6 barbillas alrededor", "probability": 0.01222991943359375 }, { "start_logit": 1.5009765625, "end_logit": 0.46435546875, "text": "6 barbillas alrededor de la boca. En los ojos tiene un pico de dos puntas, con el que puede infligir una dolorosa", "probability": 0.011993408203125 }, { "start_logit": 1.5009765625, "end_logit": 0.41796875, "text": "6", "probability": 0.01143646240234375 } ], "569666f4dc3983dab5624e989212c1d9d0cd1798": [ { "start_logit": -2.845703125, "end_logit": -1.1826171875, "text": "per\u00edodo de ventana (desde 48 horas antes de la aparici\u00f3n de la fiebre hasta 24 horas despu\u00e9s) y queda infectada de por vida", "probability": 0.16455078125 }, { "start_logit": -2.845703125, "end_logit": -1.251953125, "text": "per\u00edodo de ventana", "probability": 0.1533203125 }, { "start_logit": -3.265625, "end_logit": -1.1826171875, "text": "24 horas despu\u00e9s) y queda infectada de por vida", "probability": 0.10791015625 }, { "start_logit": -2.845703125, "end_logit": -1.771484375, "text": "per\u00edodo de ventana (desde 48 horas antes de la aparici\u00f3n de la fiebre hasta 24 horas despu\u00e9s", "probability": 0.0911865234375 }, { "start_logit": -2.845703125, "end_logit": -2.10546875, "text": "per\u00edodo de ventana (desde 48 horas antes de la aparici\u00f3n de la fiebre hasta 24 horas", "probability": 0.065185546875 }, { "start_logit": -3.265625, "end_logit": -1.771484375, "text": "24 horas despu\u00e9s", "probability": 0.059814453125 }, { "start_logit": -3.265625, "end_logit": -2.10546875, "text": "24 horas", "probability": 0.042938232421875 }, { "start_logit": -4.203125, "end_logit": -1.1826171875, "text": "48 horas antes de la aparici\u00f3n de la fiebre hasta 24 horas despu\u00e9s) y queda infectada de por vida", "probability": 0.042266845703125 }, { "start_logit": -4.24609375, "end_logit": -1.1826171875, "text": "por vida", "probability": 0.04046630859375 }, { "start_logit": -4.3671875, "end_logit": -1.1826171875, "text": "hasta 24 horas despu\u00e9s) y queda infectada de por vida", "probability": 0.035858154296875 }, { "start_logit": -4.203125, "end_logit": -1.771484375, "text": "48 horas antes de la 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"de ventana (desde 48 horas antes de la aparici\u00f3n de la fiebre hasta 24 horas despu\u00e9s) y queda infectada de por vida", "probability": 0.0189056396484375 }, { "start_logit": -5.05859375, "end_logit": -1.1826171875, "text": "ventana (desde 48 horas antes de la aparici\u00f3n de la fiebre hasta 24 horas despu\u00e9s) y queda infectada de por vida", "probability": 0.0179595947265625 }, { "start_logit": -5.0078125, "end_logit": -1.251953125, "text": "de ventana", "probability": 0.0176849365234375 }, { "start_logit": -5.08203125, "end_logit": -1.1826171875, "text": "en per\u00edodo de ventana (desde 48 horas antes de la aparici\u00f3n de la fiebre hasta 24 horas despu\u00e9s) y queda infectada de por vida", "probability": 0.017547607421875 } ], "561971f7978f678c3d1ba2a946036cdc131c4d49": [ { "start_logit": -0.51904296875, "end_logit": 1.95703125, "text": "las hojas", "probability": 0.30615234375 }, { "start_logit": -1.212890625, "end_logit": 1.95703125, "text": "hojas", "probability": 0.153076171875 }, { "start_logit": -1.6240234375, "end_logit": 1.95703125, "text": "xilema y el floema en sus haces vasculares, las hojas", "probability": 0.1014404296875 }, { "start_logit": -1.8779296875, "end_logit": 1.95703125, "text": "del xilema y el floema en sus haces vasculares, las hojas", "probability": 0.0787353515625 }, { "start_logit": -2.48828125, "end_logit": 1.95703125, "text": "floema en sus haces vasculares, las hojas", "probability": 0.042755126953125 }, { "start_logit": -1.6240234375, "end_logit": 0.84814453125, "text": "xilema y el floema", "probability": 0.033477783203125 }, { "start_logit": -0.51904296875, "end_logit": -0.288330078125, "text": "las hojas se componen principalmente de c\u00e9lulas del par\u00e9nquima", "probability": 0.03240966796875 }, { "start_logit": -2.87890625, "end_logit": 1.95703125, "text": "Aparte del xilema y el floema en sus haces vasculares, las hojas", "probability": 0.0289306640625 }, { "start_logit": -1.8779296875, "end_logit": 0.84814453125, "text": "del xilema y el floema", "probability": 0.0259857177734375 }, { "start_logit": -3.048828125, "end_logit": 1.95703125, "text": "el floema en sus haces vasculares, las hojas", "probability": 0.0244140625 }, { "start_logit": -3.111328125, "end_logit": 1.95703125, "text": "haces vasculares, las hojas", "probability": 0.0229339599609375 }, { "start_logit": -0.51904296875, "end_logit": -0.705078125, "text": "las hojas se componen", "probability": 0.0213775634765625 }, { "start_logit": -0.51904296875, "end_logit": -0.75244140625, "text": "las hojas se", "probability": 0.0203857421875 }, { "start_logit": -1.6240234375, "end_logit": 0.19873046875, "text": "xilema y el floema en sus haces vasculares", "probability": 0.0174713134765625 }, { "start_logit": -3.42578125, "end_logit": 1.95703125, "text": "ilema y el floema en sus haces vasculares, las hojas", "probability": 0.0167388916015625 }, { "start_logit": -1.212890625, "end_logit": -0.288330078125, "text": "hojas se componen principalmente de c\u00e9lulas del par\u00e9nquima", "probability": 0.0162353515625 }, { "start_logit": -0.51904296875, "end_logit": -1.0048828125, "text": "las", "probability": 0.0158538818359375 }, { "start_logit": -2.48828125, "end_logit": 0.84814453125, "text": "floema", "probability": 0.01409912109375 }, { "start_logit": -3.6171875, "end_logit": 1.95703125, "text": "culares, las hojas", "probability": 0.01383209228515625 }, { "start_logit": -1.8779296875, "end_logit": 0.19873046875, "text": "del xilema y el floema en sus haces vasculares", "probability": 0.01355743408203125 } ], "60ee75c50c8472be7cce1a24ee2cd7409ee4dd52": [ { "start_logit": 4.09375, "end_logit": 5.2109375, "text": "col\u00e9nquima", "probability": 0.52685546875 }, { "start_logit": 2.396484375, "end_logit": 5.2109375, "text": "son col\u00e9nquima", "probability": 0.0966796875 }, { "start_logit": 1.98046875, "end_logit": 5.2109375, "text": "apio son col\u00e9nquima", "probability": 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Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.049468994140625 }, { "start_logit": 0.52685546875, "end_logit": 1.7978515625, "text": "subt\u00edtulos y c\u00f3digo de tiempo de intervalo vertical", "probability": 0.038665771484375 }, { "start_logit": 0.52685546875, "end_logit": 1.681640625, "text": "subt\u00edtulos y c\u00f3digo de tiempo de intervalo vertical (VITC", "probability": 0.034454345703125 }, { "start_logit": 1.0986328125, "end_logit": 0.9951171875, "text": "para dejar en blanco el CRT de los primeros receptores", "probability": 0.03070068359375 }, { "start_logit": -0.59033203125, "end_logit": 2.677734375, "text": "dise\u00f1ado originalmente para dejar en blanco", "probability": 0.030517578125 }, { "start_logit": -0.107177734375, "end_logit": 2.09765625, "text": "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": 0.0276947021484375 }, { "start_logit": 0.95166015625, "end_logit": 0.9951171875, "text": "dejar en blanco el CRT de los primeros receptores", "probability": 0.026519775390625 }, { "start_logit": -0.107177734375, "end_logit": 2.033203125, "text": "sincronizaci\u00f3n y el retorno vertical", "probability": 0.0259552001953125 }, { "start_logit": -0.8056640625, "end_logit": 2.677734375, "text": "blanco", "probability": 0.0246124267578125 }, { "start_logit": -0.96630859375, "end_logit": 2.677734375, "text": "la sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.02093505859375 }, { "start_logit": 0.52685546875, "end_logit": 1.0341796875, "text": "subt\u00edtulos y c\u00f3digo de tiempo de intervalo vertical (VIT", "probability": 0.0180206298828125 }, { "start_logit": -0.59033203125, "end_logit": 2.09765625, "text": "dise\u00f1ado originalmente para dejar en blanco el CRT de los primeros receptores de televisi\u00f3n", "probability": 0.01708984375 }, { "start_logit": 0.501953125, "end_logit": 0.9951171875, "text": "originalmente para dejar en blanco el CRT de los primeros receptores", "probability": 0.0168914794921875 }, { "start_logit": 0.52685546875, "end_logit": 0.9267578125, "text": "subt\u00edtulos y c\u00f3digo de tiempo de intervalo vertical (VITC). En", "probability": 0.01617431640625 } ], "04203425260fcd4cfddf76f0d7370073f8490912": [ { "start_logit": -6.82421875, "end_logit": -3.70703125, "text": "30 cuadros por segundo, necesita un ancho de banda de 6 MHz", "probability": 0.1343994140625 }, { "start_logit": -6.87109375, "end_logit": -3.70703125, "text": "ancho de banda de 6 MHz", "probability": 0.1282958984375 }, { "start_logit": -7.19921875, "end_logit": -3.70703125, "text": "6 MHz", "probability": 0.0924072265625 }, { "start_logit": -7.2421875, "end_logit": -3.70703125, "text": "525 l\u00edneas y 30 cuadros por segundo, necesita un ancho de banda de 6 MHz", "probability": 0.08819580078125 }, { "start_logit": -7.33984375, "end_logit": -3.70703125, "text": "un ancho de banda de 6 MHz", "probability": 0.08026123046875 }, { "start_logit": -7.4765625, "end_logit": -3.70703125, "text": "cuadros por segundo, necesita un ancho de banda de 6 MHz", "probability": 0.0697021484375 }, { "start_logit": -7.578125, "end_logit": -3.70703125, "text": "Una se\u00f1al de video de 525 l\u00edneas y 30 cuadros por segundo, necesita un ancho de banda de 6 MHz", "probability": 0.06353759765625 }, { "start_logit": -6.58203125, "end_logit": -4.86328125, "text": "60 Hz). Esta frecuencia entonces se comparaba con la frecuencia de la l\u00ednea el\u00e9ctrica de 60 Hz", "probability": 0.05389404296875 }, { "start_logit": -6.58203125, "end_logit": -5.2109375, "text": "60 Hz", "probability": 0.03790283203125 }, { "start_logit": -6.58203125, "end_logit": -5.453125, "text": "60 Hz). Esta", "probability": 0.029998779296875 }, { "start_logit": -6.82421875, "end_logit": -5.3125, "text": "30 cuadros por segundo", "probability": 0.0269012451171875 }, { "start_logit": -6.82421875, "end_logit": -5.3125, "text": "30 cuadros", "probability": 0.0269012451171875 }, { "start_logit": -7.41015625, "end_logit": -4.86328125, "text": "525) para obtener la frecuencia de campo (60 Hz). Esta frecuencia entonces se comparaba con la frecuencia de la l\u00ednea el\u00e9ctrica de 60 Hz", "probability": 0.0235595703125 }, { "start_logit": -6.58203125, "end_logit": -5.73046875, "text": "60 Hz)", "probability": 0.02264404296875 }, { "start_logit": -7.46875, "end_logit": -4.86328125, "text": "para obtener la frecuencia de campo (60 Hz). Esta frecuencia entonces se comparaba con la frecuencia de la l\u00ednea el\u00e9ctrica de 60 Hz", "probability": 0.0222930908203125 }, { "start_logit": -6.82421875, "end_logit": -5.57421875, "text": "30 cuadros por segundo, necesita un ancho de banda de 6 MHz. En", "probability": 0.020782470703125 }, { "start_logit": -7.55078125, "end_logit": -4.86328125, "text": "60 Hz", "probability": 0.0204620361328125 }, { "start_logit": -6.87109375, "end_logit": -5.57421875, "text": "ancho de banda de 6 MHz. En", "probability": 0.0198211669921875 }, { "start_logit": -6.94921875, "end_logit": -5.53125, "text": "Norma CCIR", "probability": 0.019073486328125 }, { "start_logit": -6.82421875, "end_logit": -5.67578125, "text": "30 cuadros por segundo, necesita un ancho de banda de 6 MHz.", "probability": 0.0187835693359375 } ], "adc328c0301ed7c78c5ae83964d4cb109a3ad7a8": [ { "start_logit": 0.198974609375, "end_logit": -0.0975341796875, "text": "59,94 campos por segundo", "probability": 0.125 }, { "start_logit": -0.0457763671875, "end_logit": 0.05169677734375, "text": "262,5 l\u00edneas", "probability": 0.11358642578125 }, { "start_logit": -0.0457763671875, "end_logit": -0.0975341796875, "text": "262,5 l\u00edneas por campo se obtiene aproximadamente 59,94 campos por segundo", "probability": 0.09783935546875 }, { "start_logit": 0.198974609375, "end_logit": -0.387451171875, "text": "59,94 campos", "probability": 0.093505859375 }, { "start_logit": 0.198974609375, "end_logit": -0.56884765625, "text": "59,94", "probability": 0.0780029296875 }, { "start_logit": -0.0457763671875, "end_logit": -0.387451171875, "text": "262,5 l\u00edneas por campo se obtiene aproximadamente 59,94 campos", "probability": 0.0732421875 }, { "start_logit": -0.0457763671875, "end_logit": -0.56884765625, "text": "262,5 l\u00edneas por campo se obtiene aproximadamente 59,94", "probability": 0.061065673828125 }, { "start_logit": -0.0457763671875, "end_logit": -0.8408203125, "text": "262,5 l\u00edneas por campo", "probability": 0.046539306640625 }, { "start_logit": -1.376953125, "end_logit": 0.294921875, "text": "15.734 l\u00edneas", "probability": 0.03826904296875 }, { "start_logit": -1.05078125, "end_logit": -0.0975341796875, "text": "aproximadamente 59,94 campos por segundo", "probability": 0.03582763671875 }, { "start_logit": -1.376953125, "end_logit": 0.05169677734375, "text": "15.734 l\u00edneas por segundo por 262,5 l\u00edneas", "probability": 0.0300140380859375 }, { "start_logit": -1.05078125, "end_logit": -0.387451171875, "text": "aproximadamente 59,94 campos", "probability": 0.02679443359375 }, { "start_logit": -1.376953125, "end_logit": -0.0975341796875, "text": "15.734 l\u00edneas por segundo por 262,5 l\u00edneas por campo se obtiene aproximadamente 59,94 campos por segundo", "probability": 0.025848388671875 }, { "start_logit": -0.0457763671875, "end_logit": -1.45703125, "text": "262,5", "probability": 0.0251312255859375 }, { "start_logit": 0.198974609375, "end_logit": -1.712890625, "text": "59", "probability": 0.0248565673828125 }, { "start_logit": -1.833984375, "end_logit": 0.294921875, "text": "disminuir la velocidad de la l\u00ednea inferior debe producir una menor velocidad de campo. Dividiendo 15.734 l\u00edneas", "probability": 0.02423095703125 }, { "start_logit": -1.05078125, "end_logit": -0.56884765625, "text": "aproximadamente 59,94", "probability": 0.022369384765625 }, { "start_logit": -0.0457763671875, "end_logit": -1.712890625, "text": "262,5 l\u00edneas por campo se obtiene aproximadamente 59", "probability": 0.0194549560546875 }, { "start_logit": -0.0457763671875, "end_logit": -1.71484375, "text": "262,5 l\u00edneas por", "probability": 0.0194091796875 }, { "start_logit": -1.376953125, "end_logit": -0.387451171875, "text": "15.734 l\u00edneas por segundo por 262,5 l\u00edneas por campo se obtiene aproximadamente 59,94 campos", "probability": 0.0193328857421875 } ], "2ddedf0063f403a5c9782b7ec075a1ea3f2919e1": [ { "start_logit": 3.13671875, "end_logit": 4.18359375, "text": "aproximadamente 20%", "probability": 0.269287109375 }, { "start_logit": 2.82421875, "end_logit": 4.18359375, "text": "20%", "probability": 0.1968994140625 }, { "start_logit": 3.13671875, "end_logit": 3.42578125, "text": "aproximadamente 20", "probability": 0.126220703125 }, { "start_logit": 2.82421875, "end_logit": 3.42578125, "text": "20", "probability": 0.09234619140625 }, { "start_logit": 1.9716796875, "end_logit": 4.18359375, "text": "de aproximadamente 20%", "probability": 0.08404541015625 }, { "start_logit": 1.9716796875, "end_logit": 3.42578125, "text": "de aproximadamente 20", "probability": 0.039398193359375 }, { "start_logit": 3.13671875, "end_logit": 1.966796875, "text": "aproximadamente", "probability": 0.0292816162109375 }, { "start_logit": 3.13671875, "end_logit": 1.74609375, "text": "aproximadamente 20%.", "probability": 0.023529052734375 }, { "start_logit": 3.13671875, "end_logit": 1.5107421875, "text": "aproximadamente 20%. La neuropat\u00eda diab\u00e9tica implica un 50-75%", "probability": 0.01861572265625 }, { "start_logit": 0.466796875, "end_logit": 4.18359375, "text": "%", "probability": 0.01861572265625 }, { "start_logit": 2.82421875, "end_logit": 1.74609375, "text": "20%.", "probability": 0.0171966552734375 }, { "start_logit": 2.82421875, "end_logit": 1.5107421875, "text": "20%. La neuropat\u00eda diab\u00e9tica implica un 50-75%", "probability": 0.01361083984375 }, { "start_logit": 3.13671875, "end_logit": 1.126953125, "text": "aproximadamente 20%. La neuropat\u00eda diab\u00e9tica implica un 50-75", "probability": 0.0126953125 }, { "start_logit": 3.13671875, "end_logit": 0.97802734375, "text": "aproximadamente 20%. La", "probability": 0.010894775390625 }, { "start_logit": 2.82421875, "end_logit": 1.126953125, "text": "20%. La neuropat\u00eda diab\u00e9tica implica un 50-75", "probability": 0.00926971435546875 }, { "start_logit": 1.9716796875, "end_logit": 1.966796875, "text": "de aproximadamente", "probability": 0.0091400146484375 }, { "start_logit": 2.82421875, "end_logit": 0.97802734375, "text": "20%. La", "probability": 0.00798797607421875 }, { "start_logit": 1.9716796875, "end_logit": 1.74609375, "text": "de aproximadamente 20%.", "probability": 0.007343292236328125 }, { "start_logit": -0.47509765625, "end_logit": 4.18359375, "text": "es de aproximadamente 20%", "probability": 0.007274627685546875 }, { "start_logit": 3.13671875, "end_logit": 0.48974609375, "text": "aproximadamente 20%. La neuropat\u00eda diab\u00e9tica implica un 50", "probability": 0.0066986083984375 } ], "c4088f20982b7f50f6328ebca7baae00a507f426": [ { "start_logit": 1.404296875, "end_logit": 2.56640625, "text": "hiperglucemia", "probability": 0.7666015625 }, { "start_logit": 1.404296875, "end_logit": 0.08642578125, "text": "hiperglucemia.", "probability": 0.06414794921875 }, { "start_logit": -1.3798828125, "end_logit": 2.56640625, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.04730224609375 }, { "start_logit": 1.404296875, "end_logit": -1.0322265625, "text": "hipergl", "probability": 0.02099609375 }, { "start_logit": -2.51171875, "end_logit": 2.56640625, "text": "es hiperglucemia", "probability": 0.0152587890625 }, { "start_logit": 1.404296875, "end_logit": -1.359375, "text": "hiper", "probability": 0.0151214599609375 }, { "start_logit": -2.736328125, "end_logit": 2.56640625, "text": "glucemia", "probability": 0.01219940185546875 }, { "start_logit": -1.2939453125, "end_logit": 0.83642578125, "text": "un 50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.00913238525390625 }, { "start_logit": -1.3798828125, "end_logit": 0.83642578125, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.00838470458984375 }, { "start_logit": -3.314453125, "end_logit": 2.56640625, "text": "de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.00684356689453125 }, { "start_logit": -3.421875, "end_logit": 2.56640625, "text": "ucemia", "probability": 0.006134033203125 }, { "start_logit": -1.3798828125, "end_logit": 0.08642578125, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia.", "probability": 0.00395965576171875 }, { "start_logit": -3.94140625, "end_logit": 2.56640625, "text": "extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.0036640167236328125 }, { "start_logit": -4.01953125, "end_logit": 2.56640625, "text": "no-traum\u00e1tica de extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.0033855438232421875 }, { "start_logit": -4.0234375, "end_logit": 2.56640625, "text": "% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.0033588409423828125 }, { "start_logit": -4.046875, "end_logit": 2.56640625, "text": "\u00e9tica es hiperglucemia", "probability": 0.0032825469970703125 }, { "start_logit": -2.388671875, "end_logit": 0.83642578125, "text": "50-75% de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores", "probability": 0.0030612945556640625 }, { "start_logit": -4.25, "end_logit": 2.56640625, "text": "taci\u00f3n no-traum\u00e1tica de extremidades inferiores. El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.0026798248291015625 }, { "start_logit": -4.25390625, "end_logit": 2.56640625, "text": "El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.0026798248291015625 }, { "start_logit": -1.2939453125, "end_logit": -0.58837890625, "text": "un 50-75% de amputaci\u00f3n no-traum\u00e1tica", "probability": 0.00220489501953125 } ], "409a74080395dbce8e072ebae61fb5acae62a74e": [ { "start_logit": 3.46875, "end_logit": 5.484375, "text": "Vasos sangu\u00edneos", "probability": 0.3857421875 }, { "start_logit": 2.96484375, "end_logit": 5.484375, "text": "Los Vasos sangu\u00edneos", "probability": 0.2340087890625 }, { "start_logit": 3.46875, "end_logit": 4.1171875, "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo", "probability": 0.09832763671875 }, { "start_logit": 2.96484375, "end_logit": 4.1171875, "text": "Los Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo", "probability": 0.05938720703125 }, { "start_logit": 3.46875, "end_logit": 3.37890625, "text": "Vasos sangu\u00edneos dependen", "probability": 0.046966552734375 }, { "start_logit": 0.923828125, "end_logit": 5.484375, "text": "sangu\u00edneos", "probability": 0.03021240234375 }, { "start_logit": 2.96484375, "end_logit": 3.37890625, "text": "Los Vasos sangu\u00edneos dependen", "probability": 0.0283966064453125 }, { "start_logit": 1.8056640625, "end_logit": 4.1171875, "text": "adecuado flujo sangu\u00edneo", "probability": 0.01861572265625 }, { "start_logit": 0.345703125, "end_logit": 5.484375, "text": "enfermedades vasculares y de los nervios est\u00e1n estrechamente relacionadas. Los Vasos sangu\u00edneos", "probability": 0.0169525146484375 }, { "start_logit": 1.359375, "end_logit": 4.1171875, "text": "flujo sangu\u00edneo", "probability": 0.01192474365234375 }, { "start_logit": -0.09600830078125, "end_logit": 5.484375, "text": "Las enfermedades vasculares y de los nervios est\u00e1n estrechamente relacionadas. Los Vasos sangu\u00edneos", "probability": 0.01090240478515625 }, { "start_logit": 1.197265625, "end_logit": 4.1171875, "text": "dependen del adecuado flujo sangu\u00edneo", "probability": 0.0101165771484375 }, { "start_logit": 1.1923828125, "end_logit": 4.1171875, "text": "del adecuado flujo sangu\u00edneo", "probability": 0.0100860595703125 }, { "start_logit": 3.46875, "end_logit": 1.76953125, "text": "Vasos", "probability": 0.0093994140625 }, { "start_logit": 0.923828125, "end_logit": 4.1171875, "text": "sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo", "probability": 0.007701873779296875 }, { "start_logit": 2.96484375, "end_logit": 1.76953125, "text": "Los Vasos", "probability": 0.005680084228515625 }, { "start_logit": 3.46875, "end_logit": 0.99853515625, "text": "Vasos sangu\u00edneos dependen del funcionamiento normal de los nervios, los cuales dependen del adecuado flujo sangu\u00edneo.", "probability": 0.004352569580078125 }, { "start_logit": 0.345703125, "end_logit": 4.1171875, "text": "enfermedades vasculares y de los nervios est\u00e1n estrechamente relacionadas. 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Este", "probability": 0.05633544921875 }, { "start_logit": -0.78955078125, "end_logit": 1.6962890625, "text": "metal", "probability": 0.05560302734375 }, { "start_logit": -0.95703125, "end_logit": 1.78515625, "text": "reordenaci\u00f3n de sus cualidades b\u00e1sicas", "probability": 0.05145263671875 }, { "start_logit": -1.1044921875, "end_logit": 1.78515625, "text": "que la transmutaci\u00f3n de un metal en otro podr\u00eda verse afectada por la reordenaci\u00f3n de sus cualidades b\u00e1sicas", "probability": 0.04437255859375 }, { "start_logit": -1.1044921875, "end_logit": 1.6962890625, "text": "que la transmutaci\u00f3n de un metal", "probability": 0.04058837890625 }, { "start_logit": -1.3193359375, "end_logit": 1.78515625, "text": "mutaci\u00f3n de un metal en otro podr\u00eda verse afectada por la reordenaci\u00f3n de sus cualidades b\u00e1sicas", "probability": 0.035797119140625 }, { "start_logit": -1.3193359375, "end_logit": 1.6962890625, "text": "mutaci\u00f3n de un metal", "probability": 0.032745361328125 }, { "start_logit": -1.53125, "end_logit": 1.78515625, "text": "se razon\u00f3 que la transmutaci\u00f3n de un metal en otro podr\u00eda verse afectada por la reordenaci\u00f3n de sus cualidades b\u00e1sicas", "probability": 0.028961181640625 }, { "start_logit": -1.6025390625, "end_logit": 1.78515625, "text": "la reordenaci\u00f3n de sus cualidades b\u00e1sicas", "probability": 0.0269622802734375 }, { "start_logit": -1.53125, "end_logit": 1.6962890625, "text": "se razon\u00f3 que la transmutaci\u00f3n de un metal", "probability": 0.0264892578125 }, { "start_logit": 0.140869140625, "end_logit": -0.00665283203125, "text": "transmutaci\u00f3n", "probability": 0.02569580078125 }, { "start_logit": 0.140869140625, "end_logit": -0.0184478759765625, "text": "transmutaci\u00f3n de un metal en otro podr\u00eda verse afectada por la reordenaci\u00f3n de sus cualidades b\u00e1sicas. 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Los centros de los agujeros est\u00e1n en las coordenadas 21 mm, 70 mm y separados por 21 mm", "probability": 0.08843994140625 }, { "start_logit": -3.21875, "end_logit": 0.215576171875, "text": "llamado trioh\u00e5lning", "probability": 0.05731201171875 }, { "start_logit": -3.31640625, "end_logit": 0.215576171875, "text": "casi exclusivamente un est\u00e1ndar de cuatro agujeros llamado trioh\u00e5lning", "probability": 0.051971435546875 }, { "start_logit": -3.384765625, "end_logit": 0.215576171875, "text": "exclusivamente un est\u00e1ndar de cuatro agujeros llamado trioh\u00e5lning", "probability": 0.04852294921875 }, { "start_logit": -1.0927734375, "end_logit": -2.224609375, "text": "trioh\u00e5lning. Los", "probability": 0.04193115234375 }, { "start_logit": -3.673828125, "end_logit": 0.215576171875, "text": "Suecia se emplea casi exclusivamente un est\u00e1ndar de cuatro agujeros llamado trioh\u00e5lning", "probability": 0.036346435546875 }, { "start_logit": -1.0927734375, "end_logit": -2.65625, "text": "trioh\u00e5lning.", "probability": 0.0271759033203125 }, { "start_logit": -4.1640625, "end_logit": 0.215576171875, "text": "un est\u00e1ndar de cuatro agujeros llamado trioh\u00e5lning", "probability": 0.02227783203125 }, { "start_logit": -1.0927734375, "end_logit": -2.869140625, "text": "trioh\u00e5l", "probability": 0.022003173828125 }, { "start_logit": -1.0927734375, "end_logit": -3.1171875, "text": "trioh\u00e5lning. Los centros de los agujeros est\u00e1n en las coordenadas 21 mm, 70 mm y separados por 21 mm.", "probability": 0.0171356201171875 }, { "start_logit": -1.0927734375, "end_logit": -3.173828125, "text": "trioh\u00e5lning. Los centros de los agujeros est\u00e1n en las coordenadas 21 mm, 70 mm", "probability": 0.0162200927734375 }, { "start_logit": -1.0927734375, "end_logit": -3.3203125, "text": "trioh\u00e5lning. Los centros de los agujeros est\u00e1n en las coordenadas 21 mm, 70 mm y separados", "probability": 0.0139923095703125 }, { "start_logit": -1.0927734375, "end_logit": -3.421875, "text": "trioh\u00e5lning. Los centros", "probability": 0.01264190673828125 }, { "start_logit": -1.0927734375, "end_logit": -3.52734375, "text": "trioh\u00e5lning. Los centros de los agujeros est\u00e1n en las coordenadas 21 mm, 70 mm y separados por 21", "probability": 0.0113677978515625 }, { "start_logit": -4.89453125, "end_logit": 0.215576171875, "text": "emplea casi exclusivamente un est\u00e1ndar de cuatro agujeros llamado trioh\u00e5lning", "probability": 0.0107269287109375 }, { "start_logit": -1.0927734375, "end_logit": -3.595703125, "text": "trio", "probability": 0.01064300537109375 }, { "start_logit": -3.21875, "end_logit": -1.4765625, "text": "llamado trioh\u00e5lning. Los centros de los agujeros est\u00e1n en las coordenadas 21 mm, 70 mm y separados por 21 mm", "probability": 0.01055908203125 }, { "start_logit": -4.9609375, "end_logit": 0.215576171875, "text": "se emplea casi exclusivamente un est\u00e1ndar de cuatro agujeros llamado trioh\u00e5lning", "probability": 0.01003265380859375 }, { "start_logit": -5.015625, "end_logit": 0.215576171875, "text": "ning", "probability": 0.00949859619140625 } ], "f886466046a3c718efb0bfe9d25af4a3077fc10c": [ { "start_logit": 6.5234375, "end_logit": 8.4921875, "text": "5,000 d\u00f3lares", "probability": 0.4580078125 }, { "start_logit": 5.48828125, "end_logit": 8.4921875, "text": "10 a\u00f1os de prisi\u00f3n y multado con 5,000 d\u00f3lares", "probability": 0.1632080078125 }, { "start_logit": 4.9921875, "end_logit": 8.4921875, "text": "con 5,000 d\u00f3lares", "probability": 0.09906005859375 }, { "start_logit": 6.5234375, "end_logit": 6.02734375, "text": "5,000 d\u00f3lares.", "probability": 0.038787841796875 }, { "start_logit": 6.5234375, "end_logit": 5.90234375, "text": "5,000", "probability": 0.03424072265625 }, { "start_logit": 3.740234375, "end_logit": 8.4921875, "text": "d\u00f3lares", "probability": 0.0283660888671875 }, { "start_logit": 5.48828125, "end_logit": 6.6015625, "text": "10 a\u00f1os de prisi\u00f3n", "probability": 0.024658203125 }, { "start_logit": 3.443359375, "end_logit": 8.4921875, "text": "000 d\u00f3lares", "probability": 0.021087646484375 }, { "start_logit": 3.396484375, "end_logit": 8.4921875, "text": "multado con 5,000 d\u00f3lares", "probability": 0.0201263427734375 }, { "start_logit": 5.48828125, "end_logit": 6.02734375, "text": "10 a\u00f1os de prisi\u00f3n y multado con 5,000 d\u00f3lares.", "probability": 0.01383209228515625 }, { "start_logit": 2.984375, "end_logit": 8.4921875, "text": "tado con 5,000 d\u00f3lares", "probability": 0.01329803466796875 }, { "start_logit": 2.92578125, "end_logit": 8.4921875, "text": "a 10 a\u00f1os de prisi\u00f3n y multado con 5,000 d\u00f3lares", "probability": 0.0125885009765625 }, { "start_logit": 5.48828125, "end_logit": 5.90234375, "text": "10 a\u00f1os de prisi\u00f3n y multado con 5,000", "probability": 0.01219940185546875 }, { "start_logit": 2.76171875, "end_logit": 8.4921875, "text": ",000 d\u00f3lares", "probability": 0.01059722900390625 }, { "start_logit": 2.7421875, "end_logit": 8.4921875, "text": "condenado a 10 a\u00f1os de prisi\u00f3n y multado con 5,000 d\u00f3lares", "probability": 0.01043701171875 }, { "start_logit": 5.48828125, "end_logit": 5.5703125, "text": "10 a\u00f1os", "probability": 0.0087890625 }, { "start_logit": 2.564453125, "end_logit": 8.4921875, "text": "prisi\u00f3n y multado con 5,000 d\u00f3lares", "probability": 0.00872039794921875 }, { "start_logit": 4.9921875, "end_logit": 6.02734375, "text": "con 5,000 d\u00f3lares.", "probability": 0.00838470458984375 }, { "start_logit": 4.9921875, "end_logit": 5.90234375, "text": "con 5,000", "probability": 0.0074005126953125 }, { "start_logit": 2.271484375, "end_logit": 8.4921875, "text": "a\u00f1os de prisi\u00f3n y multado con 5,000 d\u00f3lares", "probability": 0.006534576416015625 } ], "08ae2dcfe6fff36b6f0614591249b0bd6a742503": [ { "start_logit": 3.640625, "end_logit": 5.2421875, "text": "1951 y 1958", "probability": 0.438720703125 }, { "start_logit": 3.640625, "end_logit": 3.9140625, "text": "1951 y 1958, la primera a 100:1 y la segunda a 1000:1", "probability": 0.1162109375 }, { "start_logit": 2.10546875, "end_logit": 5.2421875, "text": "1958", "probability": 0.09454345703125 }, { "start_logit": 3.640625, "end_logit": 3.681640625, "text": "1951", "probability": 0.09197998046875 }, { "start_logit": 1.546875, "end_logit": 5.2421875, "text": "en 1951 y 1958", "probability": 0.0540771484375 }, { "start_logit": 3.640625, "end_logit": 2.443359375, "text": "1951 y 1958, la primera a 100:1", "probability": 0.026763916015625 }, { "start_logit": 2.10546875, "end_logit": 3.9140625, "text": "1958, la primera a 100:1 y la segunda a 1000:1", "probability": 0.0250396728515625 }, { "start_logit": 0.75341796875, "end_logit": 5.2421875, "text": "y 1958", "probability": 0.0244598388671875 }, { "start_logit": 1.611328125, "end_logit": 3.9140625, "text": "la primera a 100:1 y la segunda a 1000:1", "probability": 0.01525115966796875 }, { "start_logit": 3.640625, "end_logit": 1.8779296875, "text": "1951 y 1958, la primera a 100:1 y la segunda a 1000", "probability": 0.0151824951171875 }, { "start_logit": 1.546875, "end_logit": 3.9140625, "text": "en 1951 y 1958, la primera a 100:1 y la segunda a 1000:1", "probability": 0.0143280029296875 }, { "start_logit": 1.505859375, "end_logit": 3.9140625, "text": "primera a 100:1 y la segunda a 1000:1", "probability": 0.0137786865234375 }, { "start_logit": 3.640625, "end_logit": 1.734375, "text": "1951 y 1958, la", "probability": 0.01314544677734375 }, { "start_logit": 3.640625, "end_logit": 1.5849609375, "text": "1951 y", "probability": 0.0113372802734375 }, { "start_logit": 1.546875, "end_logit": 3.681640625, "text": "en 1951", "probability": 0.0113372802734375 }, { "start_logit": 3.640625, "end_logit": 1.337890625, "text": "1951 y 1958, la primera", "probability": 0.008819580078125 }, { "start_logit": 0.84033203125, "end_logit": 3.9140625, "text": "100:1 y la segunda a 1000:1", "probability": 0.007061004638671875 }, { "start_logit": 0.75341796875, "end_logit": 3.9140625, "text": "y 1958, la primera a 100:1 y la segunda a 1000:1", "probability": 0.0064849853515625 }, { "start_logit": -0.63427734375, "end_logit": 5.2421875, "text": ", en 1951 y 1958", "probability": 0.00611114501953125 }, { "start_logit": 2.10546875, "end_logit": 2.443359375, "text": "1958, la primera a 100:1", "probability": 0.00574493408203125 } ], "92d9f0ad696d1f2da1beb1d3bd3105190eea5252": [ { "start_logit": -0.7451171875, "end_logit": 1.21875, "text": "500:1", "probability": 0.1885986328125 }, { "start_logit": -1.0869140625, "end_logit": 1.21875, "text": "cambio de 500:1", "probability": 0.134033203125 }, { "start_logit": -1.228515625, "end_logit": 1.21875, "text": "de 500:1", "probability": 0.1163330078125 }, { "start_logit": -1.306640625, "end_logit": 1.21875, "text": "nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.10760498046875 }, { "start_logit": -1.306640625, "end_logit": 0.3623046875, "text": "nuevo \u0111\u1ed3ng", "probability": 0.045684814453125 }, { "start_logit": -2.189453125, "end_logit": 1.21875, "text": "un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.044525146484375 }, { "start_logit": -2.30859375, "end_logit": 1.21875, "text": "ca\u00edda de Saig\u00f3n, la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.03948974609375 }, { "start_logit": -2.310546875, "end_logit": 1.21875, "text": "tasa de cambio de 500:1", "probability": 0.0394287109375 }, { "start_logit": -0.7451171875, "end_logit": -0.427978515625, "text": "500", "probability": 0.036376953125 }, { "start_logit": -2.470703125, "end_logit": 1.21875, "text": "Saig\u00f3n, la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.033599853515625 }, { "start_logit": -2.666015625, "end_logit": 1.21875, "text": "moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.0276336669921875 }, { "start_logit": -2.693359375, "end_logit": 1.21875, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.0269012451171875 }, { "start_logit": -1.0869140625, "end_logit": -0.427978515625, "text": "cambio de 500", "probability": 0.0258331298828125 }, { "start_logit": -2.841796875, "end_logit": 1.21875, "text": "una tasa de cambio de 500:1", "probability": 0.023162841796875 }, { "start_logit": -1.228515625, "end_logit": -0.427978515625, "text": "de 500", "probability": 0.0224456787109375 }, { "start_logit": -1.306640625, "end_logit": -0.427978515625, "text": "nuevo \u0111\u1ed3ng con una tasa de cambio de 500", "probability": 0.0207672119140625 }, { "start_logit": -2.189453125, "end_logit": 0.3623046875, "text": "un nuevo \u0111\u1ed3ng", "probability": 0.018890380859375 }, { "start_logit": -2.30859375, "end_logit": 0.3623046875, "text": "ca\u00edda de Saig\u00f3n, la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng", "probability": 0.0167694091796875 }, { "start_logit": -0.7451171875, "end_logit": -1.2353515625, "text": "500:", "probability": 0.0162200927734375 }, { "start_logit": -3.25390625, "end_logit": 1.21875, "text": "1", "probability": 0.01535797119140625 } ], "74cb25955b06ba0075996202af60e003e4b816f5": [ { "start_logit": -3.298828125, "end_logit": -1.865234375, "text": "22 de septiembre de 1975", "probability": 0.1627197265625 }, { "start_logit": -3.955078125, "end_logit": -1.865234375, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975", "probability": 0.08441162109375 }, { "start_logit": -3.955078125, "end_logit": -1.9560546875, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng", "probability": 0.0771484375 }, { "start_logit": -3.298828125, "end_logit": -2.6953125, "text": "22 de septiembre de 1975 tras la ca\u00edda de Saig\u00f3n", "probability": 0.07110595703125 }, { "start_logit": -4.25, "end_logit": -1.865234375, "text": "piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975", "probability": 0.062744140625 }, { "start_logit": -3.298828125, "end_logit": -2.869140625, "text": "22 de septiembre de 1975 tras la ca\u00edda de Saig\u00f3n, la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng", "probability": 0.05963134765625 }, { "start_logit": -4.25, "end_logit": -1.9560546875, "text": "piastras como en \u0111\u1ed3ng", "probability": 0.057342529296875 }, { "start_logit": -4.58203125, "end_logit": -1.865234375, "text": "En 1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975", "probability": 0.045166015625 }, { "start_logit": -4.58203125, "end_logit": -1.9560546875, "text": "En 1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng", "probability": 0.041168212890625 }, { "start_logit": -3.955078125, "end_logit": -2.595703125, "text": "1953 se emitieron billetes denominados tanto en piastras", "probability": 0.040679931640625 }, { "start_logit": -4.71875, "end_logit": -1.865234375, "text": "de septiembre de 1975", "probability": 0.03924560546875 }, { "start_logit": -3.955078125, "end_logit": -2.6953125, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975 tras la ca\u00edda de Saig\u00f3n", "probability": 0.036895751953125 }, { "start_logit": -4.86328125, "end_logit": -1.865234375, "text": "billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975", "probability": 0.03411865234375 }, { "start_logit": -3.298828125, "end_logit": -3.505859375, "text": "22 de septiembre de 1975 tras la ca\u00edda de Saig\u00f3n, la moneda de Vietnam del Sur", "probability": 0.03155517578125 }, { "start_logit": -4.86328125, "end_logit": -1.9560546875, "text": "billetes denominados tanto en piastras como en \u0111\u1ed3ng", "probability": 0.0310516357421875 }, { "start_logit": -4.25, "end_logit": -2.595703125, "text": "piastras", "probability": 0.03033447265625 }, { "start_logit": -4.25, "end_logit": -2.6953125, "text": "piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975 tras la ca\u00edda de Saig\u00f3n", "probability": 0.0274200439453125 }, { "start_logit": -3.955078125, "end_logit": -3.16796875, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El", "probability": 0.0229034423828125 }, { "start_logit": -4.95703125, "end_logit": -2.166015625, "text": "500:1", "probability": 0.0229034423828125 }, { "start_logit": -4.58203125, "end_logit": -2.595703125, "text": "En 1953 se emitieron billetes denominados tanto en piastras", "probability": 0.02166748046875 } ], "b8bf93b04462c540cb397ea26c0c5a09a4ce0bb1": [ { "start_logit": 3.4921875, "end_logit": 3.150390625, "text": "14 de septiembre de 1985", "probability": 0.47021484375 }, { "start_logit": 3.4921875, "end_logit": 2.01171875, "text": "14 de septiembre", "probability": 0.15087890625 }, { "start_logit": 3.4921875, "end_logit": 1.326171875, "text": "14", "probability": 0.076171875 }, { "start_logit": 3.4921875, "end_logit": 1.203125, "text": "14 de septiembre de 1985 el dong se revalu\u00f3, valiendo 10 dong antiguos", "probability": 0.06719970703125 }, { "start_logit": 3.4921875, "end_logit": 0.50244140625, "text": "14 de septiembre de", "probability": 0.033355712890625 }, { "start_logit": 3.4921875, "end_logit": 0.399169921875, "text": "14 de septiembre de 1985 el", "probability": 0.0300445556640625 }, { "start_logit": 0.72509765625, "end_logit": 3.150390625, "text": "El 14 de septiembre de 1985", "probability": 0.0295867919921875 }, { "start_logit": 3.4921875, "end_logit": 0.125, "text": "14 de septiembre de 1985 el dong", "probability": 0.0228729248046875 }, { "start_logit": 3.4921875, "end_logit": -0.4453125, "text": "14 de septiembre de 1985 el dong se revalu\u00f3", "probability": 0.0129241943359375 }, { "start_logit": 3.4921875, "end_logit": -0.4716796875, "text": "14 de", "probability": 0.0125732421875 }, { "start_logit": -0.1744384765625, "end_logit": 3.150390625, "text": "de septiembre de 1985", "probability": 0.012054443359375 }, { "start_logit": 3.4921875, "end_logit": -0.55078125, "text": "14 de septiembre de 1985 el don", "probability": 0.01163482666015625 }, { "start_logit": 3.4921875, "end_logit": -0.66357421875, "text": "14 de septiembre de 1985 el dong se revalu\u00f3, valiendo 10 dong", "probability": 0.0103912353515625 }, { "start_logit": 3.4921875, "end_logit": -0.6865234375, "text": "14 de septiembre de 1985 el dong se revalu\u00f3, valiendo 10 don", "probability": 0.0101470947265625 }, { "start_logit": 0.72509765625, "end_logit": 2.01171875, "text": "El 14 de septiembre", "probability": 0.0094757080078125 }, { "start_logit": 3.4921875, "end_logit": -0.78125, "text": "14 de septiembre de 1985 el dong se revalu\u00f3, valiendo 10 dong antiguos. Con", "probability": 0.00923919677734375 }, { "start_logit": 3.4921875, "end_logit": -0.90087890625, "text": "14 de septiembre de 1985 el dong se revalu\u00f3, valiendo 10", "probability": 0.00821685791015625 }, { "start_logit": 3.4921875, "end_logit": -0.93798828125, "text": "14 de septiembre de 1985 el dong se", "probability": 0.00789642333984375 }, { "start_logit": 3.4921875, "end_logit": -0.95947265625, "text": "14 de septiembre de 1985 el dong se revalu\u00f3, valiendo 10 dong antiguos.", "probability": 0.007720947265625 }, { "start_logit": 3.4921875, "end_logit": -1.0458984375, "text": "14 de septiembre de 1985 el dong se rev", "probability": 0.007083892822265625 } ], "c7d78142da87546dc101149ee735157857d46363": [ { "start_logit": 0.91162109375, "end_logit": 3.029296875, "text": "nunca han estado en circulaci\u00f3n", "probability": 0.435791015625 }, { "start_logit": -0.36328125, "end_logit": 3.029296875, "text": "han estado en circulaci\u00f3n", "probability": 0.1217041015625 }, { "start_logit": -0.72607421875, "end_logit": 3.029296875, "text": "estado en circulaci\u00f3n", "probability": 0.08465576171875 }, { "start_logit": 0.91162109375, "end_logit": 0.90283203125, "text": "nunca han estado en circulaci\u00f3n.", "probability": 0.05194091796875 }, { "start_logit": -1.2939453125, "end_logit": 3.029296875, "text": "sin embargo nunca han estado en circulaci\u00f3n", "probability": 0.047943115234375 }, { "start_logit": 0.91162109375, "end_logit": 0.666015625, "text": "nunca", "probability": 0.041015625 }, { "start_logit": 0.91162109375, "end_logit": 0.64404296875, "text": "nunca han estado", "probability": 0.0400390625 }, { "start_logit": 0.91162109375, "end_logit": 0.4111328125, "text": "nunca han", "probability": 0.031768798828125 }, { "start_logit": -2.109375, "end_logit": 3.029296875, "text": "embargo nunca han estado en circulaci\u00f3n", "probability": 0.021240234375 }, { "start_logit": 0.91162109375, "end_logit": -0.0859375, "text": "nunca han estado en", "probability": 0.0193328857421875 }, { "start_logit": -2.240234375, "end_logit": 3.029296875, "text": "circulaci\u00f3n", "probability": 0.0186309814453125 }, { "start_logit": -0.36328125, "end_logit": 0.90283203125, "text": "han estado en circulaci\u00f3n.", "probability": 0.0145111083984375 }, { "start_logit": -2.658203125, "end_logit": 3.029296875, "text": "en circulaci\u00f3n", "probability": 0.01226806640625 }, { "start_logit": -0.36328125, "end_logit": 0.64404296875, "text": "han estado", "probability": 0.01120758056640625 }, { "start_logit": -0.72607421875, "end_logit": 0.90283203125, "text": "estado en circulaci\u00f3n.", "probability": 0.0100860595703125 }, { "start_logit": -0.36328125, "end_logit": 0.4111328125, "text": "han", "probability": 0.00887298583984375 }, { "start_logit": -2.998046875, "end_logit": 3.029296875, "text": ", sin embargo nunca han estado en circulaci\u00f3n", "probability": 0.00872802734375 }, { "start_logit": -0.72607421875, "end_logit": 0.64404296875, "text": "estado", "probability": 0.007801055908203125 }, { "start_logit": -3.3046875, "end_logit": 3.029296875, "text": "oro, sin embargo nunca han estado en circulaci\u00f3n", "probability": 0.006412506103515625 }, { "start_logit": -1.2939453125, "end_logit": 0.90283203125, "text": "sin embargo nunca han estado en circulaci\u00f3n.", "probability": 0.005725860595703125 } ], "8a8d705f1e7fc52a4c90ee3b7d2ab9ca27cee233": [ { "start_logit": -1.123046875, "end_logit": 1.240234375, "text": "cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.1982421875 }, { "start_logit": -1.552734375, "end_logit": 1.240234375, "text": "monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.1290283203125 }, { "start_logit": -2.13671875, "end_logit": 1.240234375, "text": "1986 se acu\u00f1an monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.07196044921875 }, { "start_logit": -1.123046875, "end_logit": 0.1724853515625, "text": "cobre, lat\u00f3n, cupron\u00edquel, plata y oro, sin embargo nunca han estado en circulaci\u00f3n", "probability": 0.068115234375 }, { "start_logit": -2.59765625, "end_logit": 1.240234375, "text": "conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.045379638671875 }, { "start_logit": -1.552734375, "end_logit": 0.1724853515625, "text": "monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro, sin embargo nunca han estado en circulaci\u00f3n", "probability": 0.04437255859375 }, { "start_logit": -2.64453125, "end_logit": 1.240234375, "text": "oro", "probability": 0.043304443359375 }, { "start_logit": -2.650390625, "end_logit": 1.240234375, "text": "se acu\u00f1an monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.043060302734375 }, { "start_logit": -2.658203125, "end_logit": 1.240234375, "text": "Desde 1986 se acu\u00f1an monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.042724609375 }, { "start_logit": -1.7119140625, "end_logit": 0.1724853515625, "text": "nunca han estado en circulaci\u00f3n", "probability": 0.037841796875 }, { "start_logit": -2.837890625, "end_logit": 1.240234375, "text": "lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.035675048828125 }, { "start_logit": -1.123046875, "end_logit": -0.57861328125, "text": "cobre, lat\u00f3n", "probability": 0.03216552734375 }, { "start_logit": -1.123046875, "end_logit": -0.5869140625, "text": "cobre", "probability": 0.031890869140625 }, { "start_logit": -3.048828125, "end_logit": 1.240234375, "text": "acu\u00f1an monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.028900146484375 }, { "start_logit": -1.552734375, "end_logit": -0.302001953125, "text": "monedas conmemorativas", "probability": 0.027618408203125 }, { "start_logit": -3.185546875, "end_logit": 1.240234375, "text": "plata y oro", "probability": 0.0251922607421875 }, { "start_logit": -2.13671875, "end_logit": 0.1724853515625, "text": "1986 se acu\u00f1an monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro, sin embargo nunca han estado en circulaci\u00f3n", "probability": 0.02471923828125 }, { "start_logit": -3.23046875, "end_logit": 1.240234375, "text": "\u00f1an monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.0240936279296875 }, { "start_logit": -1.123046875, "end_logit": -0.87548828125, "text": "cobre, lat\u00f3n, cupron\u00edquel, plata y oro, sin", "probability": 0.0239105224609375 }, { "start_logit": -2.34765625, "end_logit": 0.2607421875, "text": "monedas de aluminio", "probability": 0.02191162109375 } ], "daacc3e97ae047444b2cd209761b24ad7d0ef1b1": [ { "start_logit": -1.583984375, "end_logit": 0.68896484375, "text": "1976", "probability": 0.184814453125 }, { "start_logit": -1.583984375, "end_logit": 0.19873046875, "text": "1976. En 1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos de los de 30 y 100 \u0111\u1ed3ng en 1981", "probability": 0.11328125 }, { "start_logit": -2.044921875, "end_logit": 0.19873046875, "text": "1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos de los de 30 y 100 \u0111\u1ed3ng en 1981", "probability": 0.0714111328125 }, { "start_logit": -2.048828125, "end_logit": 0.19873046875, "text": "1981", "probability": 0.0711669921875 }, { "start_logit": -2.60546875, "end_logit": 0.68896484375, "text": "fechados en 1976", "probability": 0.06658935546875 }, { "start_logit": -2.279296875, "end_logit": 0.19873046875, "text": "30 y 100 \u0111\u1ed3ng en 1981", "probability": 0.056488037109375 }, { "start_logit": -2.95703125, "end_logit": 0.68896484375, "text": "en 1976", "probability": 0.046844482421875 }, { "start_logit": -1.583984375, "end_logit": -0.73681640625, "text": "1976. En 1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos de los de 30 y 100 \u0111\u1ed3ng", "probability": 0.04443359375 }, { "start_logit": -3.01953125, "end_logit": 0.68896484375, "text": "5 hao, 1, 5, 10, 20 y 50 \u0111\u1ed3ng fechados en 1976", "probability": 0.04400634765625 }, { "start_logit": -1.583984375, "end_logit": -0.875, "text": "1976. En 1980", "probability": 0.038665771484375 }, { "start_logit": -3.26953125, "end_logit": 0.68896484375, "text": "1, 5, 10, 20 y 50 \u0111\u1ed3ng fechados en 1976", "probability": 0.03424072265625 }, { "start_logit": -2.908203125, "end_logit": 0.19873046875, "text": "En 1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos de los de 30 y 100 \u0111\u1ed3ng en 1981", "probability": 0.030120849609375 }, { "start_logit": -3.43359375, "end_logit": 0.68896484375, "text": "ados en 1976", "probability": 0.029083251953125 }, { "start_logit": -2.95703125, "end_logit": 0.19873046875, "text": "en 1976. En 1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos de los de 30 y 100 \u0111\u1ed3ng en 1981", "probability": 0.0286712646484375 }, { "start_logit": -2.044921875, "end_logit": -0.73681640625, "text": "1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos de los de 30 y 100 \u0111\u1ed3ng", "probability": 0.0280303955078125 }, { "start_logit": -3.59375, "end_logit": 0.68896484375, "text": "50 \u0111\u1ed3ng fechados en 1976", "probability": 0.0247802734375 }, { "start_logit": -2.044921875, "end_logit": -0.875, "text": "1980", "probability": 0.024383544921875 }, { "start_logit": -2.279296875, "end_logit": -0.73681640625, "text": "30 y 100 \u0111\u1ed3ng", "probability": 0.02215576171875 }, { "start_logit": -1.583984375, "end_logit": -1.4345703125, "text": "1976. En", "probability": 0.0220794677734375 }, { "start_logit": -1.583984375, "end_logit": -1.6064453125, "text": "1976.", "probability": 0.018585205078125 } ], "980a791abf3daeb005f6c75aeeaf4d9d5997f951": [ { "start_logit": 9.15625, "end_logit": 10.8046875, "text": "1985", "probability": 0.896484375 }, { "start_logit": 9.15625, "end_logit": 7.78515625, "text": "1985 se", "probability": 0.04327392578125 }, { "start_logit": 9.15625, "end_logit": 7.21484375, "text": "1985 se introdu", "probability": 0.024658203125 }, { "start_logit": 5.43359375, "end_logit": 10.8046875, "text": "En 1985", "probability": 0.02142333984375 }, { "start_logit": 9.15625, "end_logit": 6.44140625, "text": "1985 se introdujeron", "probability": 0.01129150390625 }, { "start_logit": 5.43359375, "end_logit": 7.78515625, "text": "En 1985 se", "probability": 0.0010499954223632812 }, { "start_logit": 5.43359375, "end_logit": 7.21484375, "text": "En 1985 se introdu", "probability": 0.0005936622619628906 }, { "start_logit": 5.43359375, "end_logit": 6.44140625, "text": "En 1985 se introdujeron", "probability": 0.0002739429473876953 }, { "start_logit": 9.15625, "end_logit": 2.48828125, "text": "1985 se introdujeron nuevos", "probability": 0.0002167224884033203 }, { "start_logit": 3.73828125, "end_logit": 7.78515625, "text": "se", "probability": 0.00019276142120361328 }, { "start_logit": 9.15625, "end_logit": 2.255859375, "text": "1985 se introdujeron nuevos billetes de 5", "probability": 0.00017273426055908203 }, { "start_logit": 3.73828125, "end_logit": 7.21484375, "text": "se introdu", "probability": 0.00010889768600463867 }, { "start_logit": 9.15625, "end_logit": 1.453125, "text": "1985 se introdujeron nuevos billetes de 5 ha", "probability": 7.724761962890625e-05 }, { "start_logit": 9.15625, "end_logit": 1.1962890625, "text": "1985 se introdujeron nuevos billetes", "probability": 5.9723854064941406e-05 }, { "start_logit": 9.15625, "end_logit": 1.17578125, "text": "1985 se introdujeron nuevos billetes de", "probability": 5.829334259033203e-05 }, { "start_logit": 2.982421875, "end_logit": 7.21484375, "text": "introdu", "probability": 5.1021575927734375e-05 }, { "start_logit": 3.73828125, "end_logit": 6.44140625, "text": "se introdujeron", "probability": 5.030632019042969e-05 }, { "start_logit": 5.43359375, "end_logit": 4.0546875, "text": "En", "probability": 2.5093555450439453e-05 }, { "start_logit": 2.982421875, "end_logit": 6.44140625, "text": "introdujeron", "probability": 2.3543834686279297e-05 }, { "start_logit": 2.17578125, "end_logit": 6.44140625, "text": "jeron", "probability": 1.055002212524414e-05 } ], "2dbe839c7b3fb6d8336f7163cd7715f374ffa002": [ { "start_logit": -2.3125, "end_logit": 0.50537109375, "text": "todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.26123046875 }, { "start_logit": -2.671875, "end_logit": 0.50537109375, "text": "dise\u00f1o unificado", "probability": 0.182373046875 }, { "start_logit": -3.294921875, "end_logit": 0.50537109375, "text": "no ten\u00edan un dise\u00f1o unificado", "probability": 0.09783935546875 }, { "start_logit": -3.90625, "end_logit": 0.50537109375, "text": "un dise\u00f1o unificado", "probability": 0.053070068359375 }, { "start_logit": -2.3125, "end_logit": -1.310546875, "text": "todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unif", "probability": 0.04248046875 }, { "start_logit": -4.21484375, "end_logit": 0.50537109375, "text": "entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.038970947265625 }, { "start_logit": -4.234375, "end_logit": 0.50537109375, "text": "unificado", "probability": 0.038238525390625 }, { "start_logit": -4.39453125, "end_logit": 0.50537109375, "text": "ten\u00edan un dise\u00f1o unificado", "probability": 0.032562255859375 }, { "start_logit": -4.46875, "end_logit": 0.50537109375, "text": "series actuales de 2003, todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.030242919921875 }, { "start_logit": -2.671875, "end_logit": -1.310546875, "text": "dise\u00f1o unif", "probability": 0.0296630859375 }, { "start_logit": -4.57421875, "end_logit": 0.50537109375, "text": "s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.0271453857421875 }, { "start_logit": -4.60546875, "end_logit": 0.50537109375, "text": "icado", "probability": 0.0263214111328125 }, { "start_logit": -4.60546875, "end_logit": 0.50537109375, "text": "confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.0263214111328125 }, { "start_logit": -4.91796875, "end_logit": 0.50537109375, "text": "2003, todas las series anteriores se confund\u00edan entre s\u00ed y no ten\u00edan un dise\u00f1o unificado", "probability": 0.019256591796875 }, { "start_logit": -5.02734375, "end_logit": 0.50537109375, "text": "actuales de 2003, todas las series anteriores 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[11]\u200b Entre ellos, el 75 por ciento", "probability": 0.03179931640625 }, { "start_logit": -1.0458984375, "end_logit": -0.4970703125, "text": "75 por", "probability": 0.0257415771484375 }, { "start_logit": -1.0458984375, "end_logit": -0.626953125, "text": "75 por ciento eran jud\u00edos de cualquier origen. [11]\u200b Entre ellos, el 75 por ciento", "probability": 0.0226287841796875 }, { "start_logit": -3.248046875, "end_logit": 1.5361328125, "text": ", el 75 por ciento", "probability": 0.021759033203125 }, { "start_logit": -0.7041015625, "end_logit": -1.3232421875, "text": "el 75 por ciento eran", "probability": 0.0158538818359375 }, { "start_logit": -3.6796875, "end_logit": 1.5361328125, "text": "por ciento", "probability": 0.01410675048828125 }, { "start_logit": -0.7041015625, "end_logit": -1.443359375, "text": "el 75 por ciento eran jud\u00edos de cualquier origen. [11]\u200b Entre ellos, el 75", "probability": 0.0140533447265625 }, { "start_logit": -3.771484375, "end_logit": 1.5361328125, "text": "8.68 millones de personas que viv\u00edan en Israel, el 75 por ciento", "probability": 0.0128936767578125 }, { "start_logit": -0.7041015625, "end_logit": -1.66015625, "text": "el 75 por ciento eran jud\u00edos de cualquier origen. [11]\u200b Entre ellos, el 75 por ciento eran Sabras", "probability": 0.0113372802734375 }, { "start_logit": -1.0458984375, "end_logit": -1.3232421875, "text": "75 por ciento eran", "probability": 0.01126861572265625 }, { "start_logit": -3.955078125, "end_logit": 1.5361328125, "text": "los 8.68 millones de personas que viv\u00edan en Israel, el 75 por ciento", "probability": 0.01073455810546875 }, { "start_logit": -1.0458984375, "end_logit": -1.443359375, "text": "75 por ciento eran jud\u00edos de cualquier origen. [11]\u200b Entre ellos, el 75", "probability": 0.01000213623046875 }, { "start_logit": -3.248046875, "end_logit": 0.71826171875, "text": ", el 75", "probability": 0.00960540771484375 }, { "start_logit": -1.0458984375, "end_logit": -1.66015625, "text": "75 por ciento eran jud\u00edos de cualquier origen. 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La prostituci\u00f3n, el juego, y el abuso de las drogas", "probability": 0.10260009765625 }, { "start_logit": -3.267578125, "end_logit": -0.5634765625, "text": "oficiales de polic\u00eda para una poblaci\u00f3n cercana a los 60 000 habitantes", "probability": 0.0860595703125 }, { "start_logit": -3.267578125, "end_logit": -0.681640625, "text": "oficiales de polic\u00eda para una poblaci\u00f3n cercana a los 60 000 habitantes. La prostituci\u00f3n, el juego, y el abuso de las drogas", "probability": 0.0765380859375 }, { "start_logit": -3.41796875, "end_logit": -0.681640625, "text": "abuso de las drogas", "probability": 0.06573486328125 }, { "start_logit": -2.974609375, "end_logit": -1.3037109375, "text": "12 oficiales de polic\u00eda", "probability": 0.05511474609375 }, { "start_logit": -3.787109375, "end_logit": -0.681640625, "text": "La prostituci\u00f3n, el juego, y el abuso de las drogas", "probability": 0.0455322265625 }, { "start_logit": -2.974609375, "end_logit": -1.5458984375, "text": "12 oficiales de polic\u00eda para una poblaci\u00f3n cercana a los 60 000", "probability": 0.04327392578125 }, { "start_logit": -3.9921875, "end_logit": -0.5634765625, "text": "60 000 habitantes", "probability": 0.041748046875 }, { "start_logit": -3.267578125, "end_logit": -1.3037109375, "text": "oficiales de polic\u00eda", "probability": 0.041107177734375 }, { "start_logit": -3.9921875, "end_logit": -0.681640625, "text": "60 000 habitantes. La prostituci\u00f3n, el juego, y el abuso de las drogas", "probability": 0.037139892578125 }, { "start_logit": -3.41796875, "end_logit": -1.2705078125, "text": "abuso de las drogas (concretamente opio", "probability": 0.03656005859375 }, { "start_logit": -4.1796875, "end_logit": -0.5634765625, "text": "los 60 000 habitantes", "probability": 0.034637451171875 }, { "start_logit": -4.2109375, "end_logit": -0.5634765625, "text": "habitantes", "probability": 0.0335693359375 }, { "start_logit": -4.1015625, "end_logit": -0.681640625, "text": "prostituci\u00f3n, el juego, y el abuso de las drogas", "probability": 0.033294677734375 }, { "start_logit": -3.267578125, "end_logit": -1.5458984375, "text": "oficiales de polic\u00eda para una poblaci\u00f3n cercana a los 60 000", "probability": 0.032257080078125 }, { "start_logit": -4.1640625, "end_logit": -0.681640625, "text": "drogas", "probability": 0.031280517578125 }, { "start_logit": -4.1796875, "end_logit": -0.681640625, "text": "los 60 000 habitantes. La prostituci\u00f3n, el juego, y el abuso de las drogas", "probability": 0.030792236328125 }, { "start_logit": -4.2109375, "end_logit": -0.681640625, "text": "habitantes. La prostituci\u00f3n, el juego, y el abuso de las drogas", "probability": 0.02984619140625 }, { "start_logit": -3.6875, "end_logit": -1.2705078125, "text": "opio", "probability": 0.027923583984375 } ], "321e13812cac0d3b34cf7a160197571c88790e6b": [ { "start_logit": 3.021484375, "end_logit": 2.5078125, "text": "ineficaz", "probability": 0.39013671875 }, { "start_logit": 3.021484375, "end_logit": 1.76953125, "text": "ineficaz, estaba desatendida", "probability": 0.185791015625 }, { "start_logit": 3.021484375, "end_logit": 1.107421875, "text": "ineficaz, estaba", "probability": 0.09600830078125 }, { "start_logit": 3.021484375, "end_logit": 0.859375, "text": "inefica", "probability": 0.074951171875 }, { "start_logit": 3.021484375, "end_logit": 0.4326171875, "text": "ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.048828125 }, { "start_logit": 0.49658203125, "end_logit": 2.5078125, "text": "la administraci\u00f3n de la isla era ineficaz", "probability": 0.0311737060546875 }, { "start_logit": 0.36474609375, "end_logit": 2.5078125, "text": "era ineficaz", "probability": 0.02734375 }, { "start_logit": 3.021484375, "end_logit": -0.28564453125, "text": "ineficaz, estaba desaten", "probability": 0.0238494873046875 }, { "start_logit": 3.021484375, "end_logit": -0.55908203125, "text": "ineficaz, estaba desa", "probability": 0.0181427001953125 }, { "start_logit": 0.49658203125, "end_logit": 1.76953125, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida", "probability": 0.01490020751953125 }, { "start_logit": -0.327880859375, "end_logit": 2.5078125, "text": "administraci\u00f3n de la isla era ineficaz", "probability": 0.013671875 }, { "start_logit": 0.36474609375, "end_logit": 1.76953125, "text": "era ineficaz, estaba desatendida", "probability": 0.0130615234375 }, { "start_logit": 3.021484375, "end_logit": -1.1279296875, "text": "ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los", "probability": 0.01027679443359375 }, { "start_logit": -0.8359375, "end_logit": 2.5078125, "text": "isla era ineficaz", "probability": 0.00823211669921875 }, { "start_logit": 3.021484375, "end_logit": -1.373046875, "text": "ineficaz, estaba desatendida, y", "probability": 0.0080413818359375 }, { "start_logit": 0.49658203125, "end_logit": 1.107421875, "text": "la administraci\u00f3n de la isla era ineficaz, estaba", "probability": 0.00768280029296875 }, { "start_logit": 3.021484375, "end_logit": -1.4482421875, "text": "ineficaz,", "probability": 0.0074615478515625 }, { "start_logit": -0.256591796875, "end_logit": 1.76953125, "text": "estaba desatendida", "probability": 0.007007598876953125 }, { "start_logit": 0.36474609375, "end_logit": 1.107421875, "text": "era ineficaz, estaba", "probability": 0.006740570068359375 }, { "start_logit": -0.327880859375, "end_logit": 1.76953125, "text": "administraci\u00f3n de la isla era ineficaz, estaba desatendida", "probability": 0.00653076171875 } ], "079a60c3083144048a4c2487252916b599e622f9": [ { "start_logit": 1.2978515625, "end_logit": 2.193359375, "text": "1939", "probability": 0.427734375 }, { "start_logit": 0.05572509765625, "end_logit": 2.611328125, "text": "1914-1918", "probability": 0.1875 }, { "start_logit": 1.2978515625, "end_logit": 1.10546875, "text": "1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla de Inglaterra", "probability": 0.143798828125 }, { "start_logit": -1.48828125, "end_logit": 2.611328125, "text": "1918", "probability": 0.040008544921875 }, { "start_logit": -1.384765625, "end_logit": 2.193359375, "text": "en 1939", "probability": 0.0292205810546875 }, { "start_logit": 0.05572509765625, "end_logit": 0.7158203125, "text": "1914", "probability": 0.028167724609375 }, { "start_logit": -1.6875, "end_logit": 2.193359375, "text": "estall\u00f3 en 1939", "probability": 0.0215911865234375 }, { "start_logit": -1.861328125, "end_logit": 2.193359375, "text": "la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.0181427001953125 }, { "start_logit": 1.2978515625, "end_logit": -1.048828125, "text": "1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla de Inglaterra.", "probability": 0.0167236328125 }, { "start_logit": 1.2978515625, "end_logit": -1.5361328125, "text": "1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla de Inglaterra.[", "probability": 0.01026153564453125 }, { "start_logit": -1.384765625, "end_logit": 1.10546875, "text": "en 1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla de Inglaterra", "probability": 0.0098419189453125 }, { "start_logit": -2.908203125, "end_logit": 2.611328125, "text": "14-1918", "probability": 0.009674072265625 }, { "start_logit": 1.2978515625, "end_logit": -1.740234375, "text": "1939 y", "probability": 0.0083770751953125 }, { "start_logit": -3.099609375, "end_logit": 2.611328125, "text": "-1918", "probability": 0.00798797607421875 }, { "start_logit": 1.2978515625, "end_logit": -1.8095703125, "text": "1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla", "probability": 0.00780487060546875 }, { "start_logit": 0.05572509765625, "end_logit": -0.6201171875, "text": "1914-1918), ya que el conflicto no se extendi\u00f3 por el Sudeste Asi\u00e1tico", "probability": 0.007415771484375 }, { "start_logit": -1.6875, "end_logit": 1.10546875, "text": "estall\u00f3 en 1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla de Inglaterra", "probability": 0.00727081298828125 }, { "start_logit": 0.05572509765625, "end_logit": -0.71728515625, "text": "1914-19", "probability": 0.0067291259765625 }, { "start_logit": -1.861328125, "end_logit": 1.10546875, "text": "la Segunda Guerra Mundial estall\u00f3 en 1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla de Inglaterra", "probability": 0.006103515625 }, { "start_logit": -3.455078125, "end_logit": 2.611328125, "text": "Primera Guerra Mundial (1914-1918", "probability": 0.0055999755859375 } ], "d5abfae84b80bc016a6d11fe5c6de724d7de95e9": [ { "start_logit": 4.4296875, "end_logit": 4.3359375, "text": "Alrededor de 130.000 tropas indias, australianas, y brit\u00e1nicas", "probability": 0.18408203125 }, { "start_logit": 4.4296875, "end_logit": 4.17578125, "text": "Alrededor de 130.000 tropas indias, australianas", "probability": 0.157470703125 }, { "start_logit": 4.4296875, "end_logit": 3.74609375, "text": "Alrededor de 130.000", "probability": 0.10162353515625 }, { "start_logit": 3.734375, "end_logit": 4.3359375, "text": "130.000 tropas indias, australianas, y brit\u00e1nicas", "probability": 0.09185791015625 }, { "start_logit": 4.4296875, "end_logit": 3.60546875, "text": "Alrededor de 130.000 tropas indias", "probability": 0.08831787109375 }, { "start_logit": 3.734375, "end_logit": 4.17578125, "text": "130.000 tropas indias, australianas", "probability": 0.0782470703125 }, { "start_logit": 3.734375, "end_logit": 3.74609375, "text": "130.000", "probability": 0.0509033203125 }, { "start_logit": 3.734375, "end_logit": 3.60546875, "text": "130.000 tropas indias", "probability": 0.04425048828125 }, { "start_logit": 4.4296875, "end_logit": 2.58203125, "text": "Alrededor de 130.000 tropas", "probability": 0.0318603515625 }, { "start_logit": 4.4296875, "end_logit": 2.416015625, "text": "Alrededor de 130", "probability": 0.0269317626953125 }, { "start_logit": 2.380859375, "end_logit": 4.3359375, "text": "tropas indias, australianas, y brit\u00e1nicas", "probability": 0.023773193359375 }, { "start_logit": 2.380859375, "end_logit": 4.17578125, "text": "tropas indias, australianas", "probability": 0.020172119140625 }, { "start_logit": 4.4296875, "end_logit": 1.89453125, "text": "Alrededor de 130.000 tropas indias, austral", "probability": 0.016021728515625 }, { "start_logit": 3.734375, "end_logit": 2.58203125, "text": "130.000 tropas", "probability": 0.015899658203125 }, { "start_logit": 4.4296875, "end_logit": 1.8583984375, "text": "Alrededor", "probability": 0.01546478271484375 }, { "start_logit": 3.734375, "end_logit": 2.416015625, "text": "130", "probability": 0.01343536376953125 }, { "start_logit": 2.380859375, "end_logit": 3.60546875, "text": "tropas indias", "probability": 0.0113983154296875 }, { "start_logit": 4.4296875, "end_logit": 1.4375, "text": "Alrededor de", "probability": 0.0101470947265625 }, { "start_logit": 1.517578125, "end_logit": 4.3359375, "text": "de 130.000 tropas indias, australianas, y brit\u00e1nicas", "probability": 0.00998687744140625 }, { "start_logit": 1.517578125, "end_logit": 4.17578125, "text": "de 130.000 tropas indias, australianas", "probability": 0.008544921875 } ], "cc95b493a4e70f11b8496e0a0bb37bee18c108f5": [ { "start_logit": -1.443359375, "end_logit": 0.65087890625, "text": "entre 25.000 y 50.000 vidas", "probability": 0.34423828125 }, { "start_logit": -2.111328125, "end_logit": 0.65087890625, "text": "25.000 y 50.000 vidas", "probability": 0.176513671875 }, { "start_logit": -1.443359375, "end_logit": -0.94580078125, "text": "entre 25.000 y 50.000", "probability": 0.06982421875 }, { "start_logit": -1.443359375, "end_logit": -1.26953125, "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os y medio", "probability": 0.05047607421875 }, { "start_logit": -1.443359375, "end_logit": -1.2900390625, "text": "entre 25.000", "probability": 0.0494384765625 }, { "start_logit": -2.111328125, "end_logit": -0.94580078125, "text": "25.000 y 50.000", "probability": 0.035797119140625 }, { "start_logit": -3.837890625, "end_logit": 0.65087890625, "text": "50.000 vidas", "probability": 0.031402587890625 }, { "start_logit": -2.111328125, "end_logit": -1.26953125, "text": "25.000 y 50.000 vidas en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os y medio", "probability": 0.0258941650390625 }, { "start_logit": -2.111328125, "end_logit": -1.2900390625, "text": "25.000", "probability": 0.0253448486328125 }, { "start_logit": -1.443359375, "end_logit": -2.044921875, "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os", "probability": 0.0232391357421875 }, { "start_logit": -4.26171875, "end_logit": 0.65087890625, "text": "000 y 50.000 vidas", "probability": 0.0205535888671875 }, { "start_logit": -1.443359375, "end_logit": -2.1796875, "text": "entre 25.000 y", "probability": 0.02032470703125 }, { "start_logit": -4.32421875, "end_logit": 0.65087890625, "text": "vidas", "probability": 0.019317626953125 }, { "start_logit": -4.36328125, "end_logit": 0.65087890625, "text": "llevaron entre 25.000 y 50.000 vidas", "probability": 0.0185699462890625 }, { "start_logit": -4.37109375, "end_logit": 0.65087890625, "text": "y 50.000 vidas", "probability": 0.0184326171875 }, { "start_logit": -1.443359375, "end_logit": -2.376953125, "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0166778564453125 }, { "start_logit": -1.443359375, "end_logit": -2.408203125, "text": "entre 25.000 y 50", "probability": 0.01617431640625 }, { "start_logit": -1.443359375, "end_logit": -2.630859375, "text": "entre 25.000 y 50.000 vidas en", "probability": 0.01293182373046875 }, { "start_logit": -4.74609375, "end_logit": 0.65087890625, "text": "Las ejecuciones en masa se llevaron entre 25.000 y 50.000 vidas", "probability": 0.0126953125 }, { "start_logit": -2.111328125, "end_logit": -2.044921875, "text": "25.000 y 50.000 vidas en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os", "probability": 0.0119171142578125 } ], "b4d1ce8aa783cf3c8b295c4d313bc696bace730b": [ { "start_logit": 3.345703125, "end_logit": 5.46875, "text": "Malaya y Singapur", "probability": 0.53466796875 }, { "start_logit": 3.345703125, "end_logit": 3.619140625, "text": "Malaya", "probability": 0.08428955078125 }, { "start_logit": 3.345703125, "end_logit": 3.3828125, "text": "Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os y medio de ocupaci\u00f3n japonesa", "probability": 0.06640625 }, { "start_logit": 0.96484375, "end_logit": 5.46875, "text": "entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.049530029296875 }, { "start_logit": 0.91845703125, "end_logit": 5.46875, "text": "en Malaya y Singapur", "probability": 0.047271728515625 }, { "start_logit": 0.491943359375, "end_logit": 5.46875, "text": "vidas en Malaya y Singapur", "probability": 0.0308685302734375 }, { "start_logit": 3.345703125, "end_logit": 2.31640625, "text": "Malaya y Singapur. El", "probability": 0.02294921875 }, { "start_logit": 0.0504150390625, "end_logit": 5.46875, "text": "Singapur", "probability": 0.019866943359375 }, { "start_logit": 3.345703125, "end_logit": 2.158203125, "text": "Mala", "probability": 0.0195465087890625 }, { "start_logit": -0.0090484619140625, "end_logit": 5.46875, "text": "25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.01873779296875 }, { "start_logit": 3.345703125, "end_logit": 1.921875, "text": "Malaya y Singapur.", "probability": 0.01540374755859375 }, { "start_logit": -0.273193359375, "end_logit": 5.46875, "text": "llevaron entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0143585205078125 }, { "start_logit": -0.31298828125, "end_logit": 5.46875, "text": "se llevaron entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.01381683349609375 }, { "start_logit": 3.345703125, "end_logit": 1.765625, "text": "Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os y medio de ocupaci\u00f3n", "probability": 0.01317596435546875 }, { "start_logit": 3.345703125, "end_logit": 1.595703125, "text": "Malaya y Singapur. El resto", "probability": 0.011138916015625 }, { "start_logit": -0.6630859375, "end_logit": 5.46875, "text": "ya y Singapur", "probability": 0.0097198486328125 }, { "start_logit": 0.96484375, "end_logit": 3.619140625, "text": "entre 25.000 y 50.000 vidas en Malaya", "probability": 0.007808685302734375 }, { "start_logit": 0.91845703125, "end_logit": 3.619140625, "text": "en Malaya", "probability": 0.007450103759765625 }, { "start_logit": -1.001953125, "end_logit": 5.46875, "text": "Las ejecuciones en masa se llevaron entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0069427490234375 }, { "start_logit": 0.91845703125, "end_logit": 3.3828125, "text": "en Malaya y Singapur. El resto de la poblaci\u00f3n atraves\u00f3 grandes dificultades durante los tres a\u00f1os y medio de ocupaci\u00f3n japonesa", "probability": 0.005870819091796875 } ], "067319de2cc98a6dcb18d30bbcd195e08749035f": [ { "start_logit": 9.5234375, "end_logit": 9.578125, "text": "malayo", "probability": 0.3076171875 }, { "start_logit": 9.5234375, "end_logit": 9.28125, "text": "malayo significa \"independencia\"", "probability": 0.2322998046875 }, { "start_logit": 9.5234375, "end_logit": 9.03125, "text": "malayo significa \"independencia", "probability": 0.180908203125 }, { "start_logit": 7.9453125, "end_logit": 9.28125, "text": "\"independencia\"", "probability": 0.04718017578125 }, { "start_logit": 9.5234375, "end_logit": 7.46484375, "text": "malayo significa \"independencia\". Los", "probability": 0.037322998046875 }, { "start_logit": 7.9453125, "end_logit": 9.03125, "text": "\"independencia", "probability": 0.0367431640625 }, { "start_logit": 9.5234375, "end_logit": 7.28515625, "text": "malayo significa \"independencia\".", "probability": 0.03143310546875 }, { "start_logit": 7.33984375, "end_logit": 9.28125, "text": "independencia\"", "probability": 0.02606201171875 }, { "start_logit": 7.33984375, "end_logit": 9.03125, "text": "independencia", "probability": 0.020294189453125 }, { "start_logit": 6.10546875, "end_logit": 9.578125, "text": "en malayo", "probability": 0.0102081298828125 }, { "start_logit": 9.5234375, "end_logit": 6.109375, "text": "malayo significa \"independencia\". Los brit\u00e1nicos, por", "probability": 0.0096588134765625 }, { "start_logit": 9.5234375, "end_logit": 6.06640625, "text": "mala", "probability": 0.0092926025390625 }, { "start_logit": 7.9453125, "end_logit": 7.46484375, "text": "\"independencia\". Los", "probability": 0.0077056884765625 }, { "start_logit": 6.10546875, "end_logit": 9.28125, "text": "en malayo significa \"independencia\"", "probability": 0.0075836181640625 }, { "start_logit": 5.6875, "end_logit": 9.578125, "text": "yo", "probability": 0.00669097900390625 }, { "start_logit": 7.9453125, "end_logit": 7.28515625, "text": "\"independencia\".", "probability": 0.006488800048828125 }, { "start_logit": 6.10546875, "end_logit": 9.03125, "text": "en malayo significa \"independencia", "probability": 0.0059051513671875 }, { "start_logit": 9.5234375, "end_logit": 5.58984375, "text": "malayo significa", "probability": 0.0057220458984375 }, { "start_logit": 5.8046875, "end_logit": 9.28125, "text": "significa \"independencia\"", "probability": 0.00559234619140625 }, { "start_logit": 5.40234375, "end_logit": 9.578125, "text": "que en malayo", "probability": 0.0050506591796875 } ], "816898488e3dcda82719eb5cdbdc6a205b800b6e": [ { "start_logit": -3.33203125, "end_logit": -1.0673828125, "text": "los votantes estaban registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios, y expandiendo as\u00ed el electorado sobre los 300.000 participantes", "probability": 0.1973876953125 }, { "start_logit": -3.984375, "end_logit": -1.0673828125, "text": "esta vez los votantes estaban registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios, y expandiendo as\u00ed el electorado sobre los 300.000 participantes", "probability": 0.10284423828125 }, { "start_logit": -4.265625, "end_logit": -1.0673828125, "text": "estaban registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios, y expandiendo as\u00ed el electorado sobre los 300.000 participantes", "probability": 0.07757568359375 }, { "start_logit": -4.48828125, "end_logit": -1.0673828125, "text": "votantes estaban registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios, y expandiendo as\u00ed el electorado sobre los 300.000 participantes", "probability": 0.062103271484375 }, { "start_logit": -4.5703125, "end_logit": -1.0673828125, "text": "participantes", "probability": 0.05718994140625 }, { "start_logit": -3.33203125, "end_logit": -2.3671875, "text": "los votantes estaban registrados directamente", "probability": 0.053741455078125 }, { "start_logit": -3.33203125, "end_logit": -2.38671875, "text": "los votantes estaban registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios", "probability": 0.052703857421875 }, { "start_logit": -4.82421875, "end_logit": -1.0673828125, "text": "registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios, y expandiendo as\u00ed el electorado sobre los 300.000 participantes", "probability": 0.04437255859375 }, { "start_logit": -4.8984375, "end_logit": -1.0673828125, "text": "300.000 participantes", "probability": 0.04119873046875 }, { "start_logit": -4.92578125, "end_logit": -1.0673828125, "text": "los 300.000 participantes", "probability": 0.04010009765625 }, { "start_logit": -5.046875, "end_logit": -1.0673828125, "text": "sobre los 300.000 participantes", "probability": 0.0355224609375 }, { "start_logit": -5.16015625, "end_logit": -1.0673828125, "text": "directamente, cosa que no ocurr\u00eda en los anteriores comicios, y expandiendo as\u00ed el electorado sobre los 300.000 participantes", "probability": 0.03173828125 }, { "start_logit": -3.33203125, "end_logit": -2.90234375, "text": "los votantes estaban registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios, y expandiendo as\u00ed el electorado sobre los 300.000", "probability": 0.031463623046875 }, { "start_logit": -3.984375, "end_logit": -2.3671875, "text": "esta vez los votantes estaban registrados directamente", "probability": 0.0279998779296875 }, { "start_logit": -3.984375, "end_logit": -2.38671875, "text": "esta vez los votantes estaban registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios", "probability": 0.0274505615234375 }, { "start_logit": -3.33203125, "end_logit": -3.099609375, "text": "los votantes estaban registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios, y expandiendo as\u00ed el electorado sobre los 300.000 participantes. El", "probability": 0.0258941650390625 }, { "start_logit": -5.3984375, "end_logit": -1.0673828125, "text": "electorado sobre los 300.000 participantes", "probability": 0.0249786376953125 }, { "start_logit": -5.48828125, "end_logit": -1.0673828125, "text": "el electorado sobre los 300.000 participantes", "probability": 0.022857666015625 }, { "start_logit": -5.53125, "end_logit": -1.0673828125, "text": ", esta vez los votantes estaban registrados directamente, cosa que no ocurr\u00eda en los anteriores comicios, y expandiendo as\u00ed el electorado sobre los 300.000 participantes", "probability": 0.0218963623046875 }, { "start_logit": -4.265625, "end_logit": -2.3671875, "text": "estaban registrados directamente", "probability": 0.0211334228515625 } ], "80b953e8189d56162fb6156022049a80e958b915": [ { "start_logit": 2.130859375, "end_logit": 3.0703125, "text": "1956", "probability": 0.302490234375 }, { "start_logit": 2.130859375, "end_logit": 2.6640625, "text": "1956 estalla", "probability": 0.201416015625 }, { "start_logit": 2.130859375, "end_logit": 1.7265625, "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus estudiantes", "probability": 0.0787353515625 }, { "start_logit": 0.9306640625, "end_logit": 2.6640625, "text": "estalla", "probability": 0.060516357421875 }, { "start_logit": 2.130859375, "end_logit": 1.099609375, "text": "1956 est", "probability": 0.04205322265625 }, { "start_logit": 0.130859375, "end_logit": 3.0703125, "text": "En 1956", "probability": 0.040863037109375 }, { "start_logit": 2.130859375, "end_logit": 1.029296875, "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus estudiantes, incrementando todav\u00eda m\u00e1s la tensi\u00f3n entre el gobierno local y los estudiantes y sindicatos chinos", "probability": 0.039215087890625 }, { "start_logit": -0.209228515625, "end_logit": 3.0703125, "text": "29]\u200b En 1956", "probability": 0.0290679931640625 }, { "start_logit": 0.130859375, "end_logit": 2.6640625, "text": "En 1956 estalla", "probability": 0.0272064208984375 }, { "start_logit": 0.9306640625, "end_logit": 1.7265625, "text": "estalla la revuelta de la Escuela Secundaria China entre sus estudiantes", "probability": 0.023681640625 }, { "start_logit": 2.130859375, "end_logit": 0.486572265625, "text": "1956 estalla la revuelta", "probability": 0.0227813720703125 }, { "start_logit": -0.209228515625, "end_logit": 2.6640625, "text": "29]\u200b En 1956 estalla", "probability": 0.0193634033203125 }, { "start_logit": 2.130859375, "end_logit": 0.23876953125, "text": "1956 estalla la revuelta de la Escuela Secundaria China entre sus estudiantes, incrementando todav\u00eda m\u00e1s la tensi\u00f3n entre el gobierno local", "probability": 0.0177764892578125 }, { "start_logit": -0.368408203125, "end_logit": 2.6640625, "text": "alla", "probability": 0.0164947509765625 }, { "start_logit": -0.9013671875, "end_logit": 3.0703125, "text": "[29]\u200b En 1956", "probability": 0.01453399658203125 }, { "start_logit": 2.130859375, "end_logit": -0.0199432373046875, "text": "1956 estalla la revuelta de la Escuela Secundaria China", "probability": 0.01373291015625 }, { "start_logit": -0.9873046875, "end_logit": 3.0703125, "text": "all.[29]\u200b En 1956", "probability": 0.013336181640625 }, { "start_logit": 0.9306640625, "end_logit": 1.099609375, "text": "est", "probability": 0.0126800537109375 }, { "start_logit": -1.0439453125, "end_logit": 3.0703125, "text": ".[29]\u200b En 1956", "probability": 0.01262664794921875 }, { "start_logit": 0.9306640625, "end_logit": 1.029296875, "text": "estalla la revuelta de la Escuela Secundaria China entre sus estudiantes, incrementando todav\u00eda m\u00e1s la tensi\u00f3n entre el gobierno local y los estudiantes y sindicatos chinos", "probability": 0.0118255615234375 } ], "4c263aa7b3d9fb66ce642390cc14e6471460058f": [ { "start_logit": -1.1171875, "end_logit": 1.3623046875, "text": "Para m\u00ed, \u00e9ste es un momento de angustia", "probability": 0.16162109375 }, { "start_logit": -1.3671875, "end_logit": 1.3623046875, "text": "\u00e9ste es un momento de angustia", "probability": 0.1258544921875 }, { "start_logit": -1.7861328125, "end_logit": 1.3623046875, "text": "muy emotiva por momentos, citando textualmente:Para m\u00ed, \u00e9ste es un momento de angustia", "probability": 0.082763671875 }, { "start_logit": -1.7939453125, "end_logit": 1.3623046875, "text": "citando textualmente:Para m\u00ed, \u00e9ste es un momento de angustia", "probability": 0.0821533203125 }, { "start_logit": -1.912109375, "end_logit": 1.3623046875, "text": "angustia", "probability": 0.072998046875 }, { "start_logit": -2.083984375, "end_logit": 1.3623046875, "text": "momento de angustia", "probability": 0.06146240234375 }, { "start_logit": -2.314453125, "end_logit": 1.3623046875, "text": "un momento de angustia", "probability": 0.048797607421875 }, { "start_logit": -2.439453125, "end_logit": 1.3623046875, "text": "m\u00ed, \u00e9ste es un momento de angustia", "probability": 0.0430908203125 }, { "start_logit": -2.498046875, "end_logit": 1.3623046875, "text": "emotiva por momentos, citando textualmente:Para m\u00ed, \u00e9ste es un momento de angustia", "probability": 0.0406494140625 }, { "start_logit": -1.1171875, "end_logit": -0.288818359375, "text": "Para m\u00ed", "probability": 0.0309906005859375 }, { "start_logit": -2.78125, "end_logit": 1.3623046875, "text": ":Para m\u00ed, \u00e9ste es un momento de angustia", "probability": 0.0305938720703125 }, { "start_logit": -2.791015625, "end_logit": 1.3623046875, "text": "textualmente:Para m\u00ed, \u00e9ste es un momento de angustia", "probability": 0.030303955078125 }, { "start_logit": -1.1171875, "end_logit": -0.403564453125, "text": "Para m\u00ed, \u00e9ste es un momento de angustia. 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1901", "probability": 0.021209716796875 }, { "start_logit": -0.87353515625, "end_logit": -1.453125, "text": "1 de enero de 1901, la federaci\u00f3n de las colonias pudo realizarse despu\u00e9s de una d\u00e9cada de planeamiento y votaciones, na", "probability": 0.020416259765625 }, { "start_logit": -3.431640625, "end_logit": 0.76513671875, "text": "de 1901, la federaci\u00f3n de las colonias pudo realizarse despu\u00e9s de una d\u00e9cada de planeamiento y votaciones", "probability": 0.0145263671875 }, { "start_logit": -2.150390625, "end_logit": -0.55126953125, "text": "despu\u00e9s de una d\u00e9cada de planeamiento", "probability": 0.01403045654296875 }, { "start_logit": -2.294921875, "end_logit": -0.55126953125, "text": "El 1 de enero de 1901, la federaci\u00f3n de las colonias pudo realizarse despu\u00e9s de una d\u00e9cada de planeamiento", "probability": 0.01213836669921875 }, { "start_logit": -2.939453125, "end_logit": 0.08544921875, "text": "de enero de 190", "probability": 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"start_logit": 6.16796875, "end_logit": 5.94921875, "text": "1949 al entonces presidente del Partido Laborista, Ben Chifley, quien ya hab\u00eda ocupado el cargo de Primer Ministro desde 1945", "probability": 0.06903076171875 }, { "start_logit": 4.76953125, "end_logit": 6.9765625, "text": "1945 hasta 1949", "probability": 0.047821044921875 }, { "start_logit": 4.1328125, "end_logit": 6.9765625, "text": "1949", "probability": 0.02520751953125 }, { "start_logit": 4.76953125, "end_logit": 5.94921875, "text": "1945", "probability": 0.017059326171875 }, { "start_logit": 6.16796875, "end_logit": 4.2578125, "text": "1949 al entonces", "probability": 0.01267242431640625 }, { "start_logit": 2.322265625, "end_logit": 8.0703125, "text": "en 1949", "probability": 0.0122833251953125 }, { "start_logit": 3.154296875, "end_logit": 6.9765625, "text": "hasta 1949", "probability": 0.009490966796875 }, { "start_logit": 6.16796875, "end_logit": 3.638671875, "text": "1949 al entonces presidente del Partido 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2.380859375, "text": "Agatoclea", "probability": 0.49951171875 }, { "start_logit": 0.407470703125, "end_logit": 1.556640625, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico", "probability": 0.2188720703125 }, { "start_logit": 0.407470703125, "end_logit": -0.11163330078125, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico, en", "probability": 0.04132080078125 }, { "start_logit": -1.80078125, "end_logit": 1.556640625, "text": "reino helen\u00edstico", "probability": 0.0240478515625 }, { "start_logit": -2.681640625, "end_logit": 2.380859375, "text": "toclea", "probability": 0.022735595703125 }, { "start_logit": 0.407470703125, "end_logit": -0.82958984375, "text": "Agatoclea fue", "probability": 0.0201416015625 }, { "start_logit": 0.407470703125, "end_logit": -0.9892578125, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen", "probability": 0.0171661376953125 }, { "start_logit": -2.18359375, "end_logit": 1.556640625, "text": "un reino helen\u00edstico", "probability": 0.0164031982421875 }, { "start_logit": -3.0234375, "end_logit": 2.380859375, "text": "lea", "probability": 0.0161590576171875 }, { "start_logit": -3.044921875, "end_logit": 2.380859375, "text": "Agatoclea probablemente pudo haber sido la viuda de otro rey, posiblemente Nicias o Teofilo. En cualquier caso, Agatoclea", "probability": 0.01580810546875 }, { "start_logit": 0.407470703125, "end_logit": -1.169921875, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico, en el periodo que sigue al reinado de Alejandro Magno", "probability": 0.01433563232421875 }, { "start_logit": 0.407470703125, "end_logit": -1.2822265625, "text": "Agatoclea fue de las primeras mujeres", "probability": 0.0128021240234375 }, { "start_logit": 0.407470703125, "end_logit": -1.3095703125, "text": "Agato", "probability": 0.012451171875 }, { "start_logit": -2.5078125, "end_logit": 1.556640625, "text": "gobernar un reino helen\u00edstico", "probability": 0.0118560791015625 }, { "start_logit": 0.407470703125, "end_logit": -1.4091796875, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico, en el periodo", "probability": 0.0112762451171875 }, { "start_logit": -2.681640625, "end_logit": 1.556640625, "text": "toclea fue de las primeras mujeres en gobernar un reino helen\u00edstico", "probability": 0.00997161865234375 }, { "start_logit": 0.407470703125, "end_logit": -1.59375, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico,", "probability": 0.009368896484375 }, { "start_logit": 0.407470703125, "end_logit": -1.62109375, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino", "probability": 0.00911712646484375 }, { "start_logit": 0.407470703125, "end_logit": -1.6796875, "text": "Agatoc", "probability": 0.00859832763671875 }, { "start_logit": 0.407470703125, "end_logit": -1.69921875, "text": "Agatoclea fue de las primeras mujeres en gobernar un reino helen\u00edstico, en el", "probability": 0.00843048095703125 } ], "870de9555bdde4c0cf7b57f623c23542a8a80be2": [ { "start_logit": 1.33984375, "end_logit": 3.697265625, "text": "perro toy", "probability": 0.220458984375 }, { "start_logit": 1.08203125, "end_logit": 3.697265625, "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 toy", "probability": 0.17041015625 }, { "start_logit": 1.0068359375, "end_logit": 3.697265625, "text": "toy", "probability": 0.1575927734375 }, { "start_logit": 1.08203125, "end_logit": 3.216796875, "text": "canina", "probability": 0.10498046875 }, { "start_logit": 0.98974609375, "end_logit": 3.216796875, "text": "raza canina", "probability": 0.095947265625 }, { "start_logit": 1.33984375, "end_logit": 1.7666015625, "text": "perro toy (juguete", "probability": 0.031890869140625 }, { "start_logit": 1.0068359375, "end_logit": 1.7666015625, "text": "toy (juguete", "probability": 0.0228729248046875 }, { "start_logit": 1.08203125, "end_logit": 1.6845703125, "text": "canina de la familia Spitz", "probability": 0.022705078125 }, { "start_logit": 1.33984375, "end_logit": 1.3828125, "text": "perro", "probability": 0.0217437744140625 }, { "start_logit": 0.98974609375, "end_logit": 1.6845703125, "text": "raza canina de la familia Spitz", "probability": 0.0207061767578125 }, { "start_logit": 1.33984375, "end_logit": 1.1513671875, "text": "perro toy (juguete) por", "probability": 0.01727294921875 }, { "start_logit": 1.08203125, "end_logit": 1.3828125, "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": 0.016815185546875 }, { "start_logit": 0.98974609375, "end_logit": 1.3828125, "text": "raza 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": 0.01532745361328125 }, { "start_logit": 1.33984375, "end_logit": 1.015625, "text": "perro toy (", "probability": 0.0150604248046875 }, { "start_logit": -1.4697265625, "end_logit": 3.697265625, "text": "como perro toy", "probability": 0.01324462890625 }, { "start_logit": 1.0068359375, "end_logit": 1.1513671875, "text": "toy (juguete) por", "probability": 0.01236724853515625 }, { "start_logit": -1.166015625, "end_logit": 3.216796875, "text": "una raza canina", "probability": 0.0111083984375 }, { "start_logit": 1.0068359375, "end_logit": 1.015625, "text": "toy (", "probability": 0.01080322265625 }, { "start_logit": 1.33984375, "end_logit": 0.58154296875, "text": "perro toy (jugue", "probability": 0.009765625 }, { "start_logit": 1.08203125, "end_logit": 0.7841796875, "text": "canina de la familia", "probability": 0.009246826171875 } ], "7e30c453ed3fb010b519036711e71e78014f0c4c": [ { "start_logit": 3.466796875, "end_logit": 4.2578125, "text": "perros", "probability": 0.1304931640625 }, { "start_logit": 3.466796875, "end_logit": 4.01171875, "text": "perros de las reinas Carlota", "probability": 0.10162353515625 }, { "start_logit": 3.3359375, "end_logit": 4.01171875, "text": "reinas Carlota", "probability": 0.08929443359375 }, { "start_logit": 3.466796875, "end_logit": 3.650390625, "text": "perros de las reinas Carlota y Victoria eran mucho m\u00e1s grandes", "probability": 0.0709228515625 }, { "start_logit": 3.3359375, "end_logit": 3.650390625, "text": "reinas Carlota y Victoria eran mucho m\u00e1s grandes", "probability": 0.062103271484375 }, { "start_logit": 3.466796875, "end_logit": 3.302734375, "text": "perros de las reinas Carlota y Victoria", "probability": 0.05010986328125 }, { "start_logit": 3.3359375, "end_logit": 3.302734375, "text": "reinas Carlota y Victoria", "probability": 0.0440673828125 }, { "start_logit": 2.61328125, "end_logit": 4.01171875, "text": "de las reinas Carlota", "probability": 0.043365478515625 }, { "start_logit": 3.466796875, "end_logit": 3.1015625, "text": "perros de las reinas", "probability": 0.04107666015625 }, { "start_logit": 2.54296875, "end_logit": 4.01171875, "text": "las reinas Carlota", "probability": 0.040435791015625 }, { "start_logit": 2.201171875, "end_logit": 4.2578125, "text": "Los perros", "probability": 0.03680419921875 }, { "start_logit": 3.3359375, "end_logit": 3.1015625, "text": "reinas", "probability": 0.03594970703125 }, { "start_logit": 3.466796875, "end_logit": 2.951171875, "text": "perros de las reinas Carlo", "probability": 0.0352783203125 }, { "start_logit": 2.3515625, "end_logit": 4.01171875, "text": "Carlota", "probability": 0.03338623046875 }, { "start_logit": 3.466796875, "end_logit": 2.869140625, "text": "perros de", "probability": 0.032470703125 }, { "start_logit": 3.466796875, "end_logit": 2.85546875, "text": "perros de las reinas Carlota y Victoria eran mucho m\u00e1s grandes, probablemente un Spitz Alem\u00e1n", "probability": 0.031982421875 }, { "start_logit": 3.3359375, "end_logit": 2.951171875, "text": "reinas Carlo", "probability": 0.0309906005859375 }, { "start_logit": 3.466796875, "end_logit": 2.8125, "text": "perros de las reinas Carlota y Victoria eran mucho m\u00e1s grandes, probablemente un Spitz Alem\u00e1n y un Spitz Volpino", "probability": 0.03076171875 }, { "start_logit": 2.61328125, "end_logit": 3.650390625, "text": "de las reinas Carlota y Victoria eran mucho m\u00e1s grandes", "probability": 0.0302734375 }, { "start_logit": 2.201171875, "end_logit": 4.01171875, "text": "Los perros de las reinas Carlota", "probability": 0.0286712646484375 } ], "deb4b5192648e178fe6095a14eab8d22e83cf03c": [ { "start_logit": 0.43310546875, "end_logit": 3.5078125, "text": "El pelaje", "probability": 0.32470703125 }, { "start_logit": -0.000885009765625, "end_logit": 3.5078125, "text": "pelaje", "probability": 0.2103271484375 }, { "start_logit": 0.43310546875, "end_logit": 1.951171875, "text": "El pelaje tiene dos capas, la interior, densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.06842041015625 }, { "start_logit": 0.43310546875, "end_logit": 1.55859375, "text": "El pelaje tiene dos capas, la interior, densa y suave", "probability": 0.04620361328125 }, { "start_logit": -0.000885009765625, "end_logit": 1.951171875, "text": "pelaje tiene dos capas, la interior, densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.0443115234375 }, { "start_logit": -0.0046539306640625, "end_logit": 1.951171875, "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.044158935546875 }, { "start_logit": -0.30859375, "end_logit": 1.951171875, "text": "larga, lacia y m\u00e1s \u00e1spera", "probability": 0.0325927734375 }, { "start_logit": -0.000885009765625, "end_logit": 1.55859375, "text": "pelaje tiene dos capas, la interior, densa y suave", "probability": 0.02996826171875 }, { "start_logit": -0.0046539306640625, "end_logit": 1.55859375, "text": "densa y suave", "probability": 0.02984619140625 }, { "start_logit": -0.497314453125, "end_logit": 1.951171875, "text": "lacia y m\u00e1s \u00e1spera", "probability": 0.0269622802734375 }, { "start_logit": 0.43310546875, "end_logit": 0.72802734375, "text": "El pelaje tiene dos capas, la interior, densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera. Los", "probability": 0.020111083984375 }, { "start_logit": 0.43310546875, "end_logit": 0.55712890625, "text": "El pela", "probability": 0.0169677734375 }, { "start_logit": -1.0908203125, "end_logit": 1.951171875, "text": "la interior, densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.014892578125 }, { "start_logit": -2.650390625, "end_logit": 3.5078125, "text": "je", "probability": 0.014862060546875 }, { "start_logit": -1.103515625, "end_logit": 1.951171875, "text": "m\u00e1s \u00e1spera", "probability": 0.01471710205078125 }, { "start_logit": -1.181640625, "end_logit": 1.951171875, "text": "exterior, larga, lacia y m\u00e1s \u00e1spera", "probability": 0.01361083984375 }, { "start_logit": -0.000885009765625, "end_logit": 0.72802734375, "text": "pelaje tiene dos capas, la interior, densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera. Los", "probability": 0.01303863525390625 }, { "start_logit": -0.0046539306640625, "end_logit": 0.72802734375, "text": "densa y suave, y la exterior, larga, lacia y m\u00e1s \u00e1spera. Los", "probability": 0.01299285888671875 }, { "start_logit": -0.000885009765625, "end_logit": 0.55712890625, "text": "pela", "probability": 0.0110015869140625 }, { "start_logit": 0.43310546875, "end_logit": 0.08343505859375, "text": "El pelaje tiene dos capas, la interior, densa y suave, y la exterior, larga", "probability": 0.01055908203125 } ], "c5ff21a90df0dfde910a10136446caf437780b20": [ { "start_logit": -2.091796875, "end_logit": -0.04840087890625, "text": "las cascadas", "probability": 0.1981201171875 }, { "start_logit": -2.404296875, "end_logit": -0.04840087890625, "text": "cascadas", "probability": 0.1448974609375 }, { "start_logit": -2.9140625, "end_logit": -0.04840087890625, "text": "nombre de las cascadas", "probability": 0.08709716796875 }, { "start_logit": -2.2109375, "end_logit": -0.9326171875, "text": "agua pura, agua clara o agua limpia", "probability": 0.0726318359375 }, { "start_logit": -2.091796875, "end_logit": -1.36328125, "text": "las cascadas que existen en el complejo, las cuales bajan de las colinas cercanas", "probability": 0.05322265625 }, { "start_logit": -3.498046875, "end_logit": -0.04840087890625, "text": "El templo toma su nombre de las cascadas", "probability": 0.048553466796875 }, { "start_logit": -2.091796875, "end_logit": -1.55859375, "text": "las cascadas que existen", "probability": 0.043792724609375 }, { "start_logit": -2.404296875, "end_logit": -1.36328125, "text": "cascadas que existen en el complejo, las cuales bajan de las colinas cercanas", "probability": 0.0389404296875 }, { "start_logit": -2.091796875, "end_logit": -1.7900390625, "text": "las cascadas que existen en el complejo, las cuales bajan de las colinas cercanas. Kiyomizu (\u6e05\u6c34) literalmente significa agua pura", "probability": 0.034698486328125 }, { "start_logit": -2.404296875, "end_logit": -1.55859375, "text": "cascadas que existen", "probability": 0.032012939453125 }, { "start_logit": -2.2109375, "end_logit": -1.7900390625, "text": "agua pura", "probability": 0.0308685302734375 }, { "start_logit": -2.091796875, "end_logit": -1.962890625, "text": "las cascadas que existen en el complejo, las cuales bajan de las colinas cercanas. Kiyomizu (\u6e05\u6c34) literalmente significa agua pura, agua clara", "probability": 0.0292205810546875 }, { "start_logit": -4.0859375, "end_logit": -0.04840087890625, "text": "de las cascadas", "probability": 0.0270233154296875 }, { "start_logit": -2.2109375, "end_logit": -1.962890625, "text": "agua pura, agua clara", "probability": 0.0260009765625 }, { "start_logit": -2.404296875, "end_logit": -1.7900390625, "text": "cascadas que existen en el complejo, las cuales bajan de las colinas cercanas. Kiyomizu (\u6e05\u6c34) literalmente significa agua pura", "probability": 0.025390625 }, { "start_logit": -4.16796875, "end_logit": -0.04840087890625, "text": "su nombre de las cascadas", "probability": 0.0248870849609375 }, { "start_logit": -2.9140625, "end_logit": -1.36328125, "text": "nombre de las cascadas que existen en el complejo, las cuales bajan de las colinas cercanas", "probability": 0.0233917236328125 }, { "start_logit": -2.404296875, "end_logit": -1.962890625, "text": "cascadas que existen en el complejo, las cuales bajan de las colinas cercanas. Kiyomizu (\u6e05\u6c34) literalmente significa agua pura, agua clara", "probability": 0.0213775634765625 }, { "start_logit": -2.9140625, "end_logit": -1.55859375, "text": "nombre de las cascadas que existen", "probability": 0.0192413330078125 }, { "start_logit": -2.091796875, "end_logit": -2.427734375, "text": "las cascadas que existen en el complejo", "probability": 0.0183563232421875 } ], "9f771f56f4a66af2ef9523d2b07e0d31569ab78d": [ { "start_logit": 3.685546875, "end_logit": 4.96875, "text": "1965", "probability": 0.84814453125 }, { "start_logit": 0.88525390625, "end_logit": 4.96875, "text": "en 1965", "probability": 0.051544189453125 }, { "start_logit": 3.685546875, "end_logit": 1.6484375, "text": "1965 se rompi\u00f3", "probability": 0.0306549072265625 }, { "start_logit": 3.685546875, "end_logit": 1.2265625, "text": "1965 se", "probability": 0.020111083984375 }, { "start_logit": -0.463134765625, "end_logit": 4.96875, "text": ", en 1965", "probability": 0.01334381103515625 }, { "start_logit": 3.685546875, "end_logit": 0.480712890625, "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n y sus custodios actuales se denominan a s\u00ed mismos los miembros de la secta \"Kitahoss\u014d\".[5", "probability": 0.0095367431640625 }, { "start_logit": -1.1494140625, "end_logit": 4.96875, "text": "Sin embargo, en 1965", "probability": 0.00673675537109375 }, { "start_logit": -1.4755859375, "end_logit": 4.96875, "text": "embargo, en 1965", "probability": 0.004852294921875 }, { "start_logit": 3.685546875, "end_logit": -0.705078125, "text": "1965 se rompi\u00f3 esa", "probability": 0.0029087066650390625 }, { "start_logit": 3.685546875, "end_logit": -0.85791015625, "text": "1965 se rompi\u00f3 esa afiliaci\u00f3n", "probability": 0.0024967193603515625 }, { "start_logit": 0.88525390625, "end_logit": 1.6484375, "text": "en 1965 se rompi\u00f3", "probability": 0.0018558502197265625 }, { "start_logit": -2.52734375, "end_logit": 4.96875, "text": "Periodo Nara.[4]\u200b Sin embargo, en 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"\"un promedio de treinta y cinco d\u00f3lares", "probability": 0.0218505859375 }, { "start_logit": 1.298828125, "end_logit": 0.7861328125, "text": "\"un promedio de treinta y cinco d\u00f3lares por semana\" en", "probability": 0.01934814453125 }, { "start_logit": 1.1025390625, "end_logit": 0.95263671875, "text": "un promedio de treinta y cinco", "probability": 0.018768310546875 }, { "start_logit": 1.298828125, "end_logit": 0.7529296875, "text": "\"un promedio de treinta y cinco d\u00f3lares por semana\" en los c\u00f3mics", "probability": 0.0186920166015625 }, { "start_logit": 1.1025390625, "end_logit": 0.9091796875, "text": "un promedio de treinta y cinco d\u00f3lares", "probability": 0.017974853515625 }, { "start_logit": 1.1025390625, "end_logit": 0.7861328125, "text": "un promedio de treinta y cinco d\u00f3lares por semana\" en", "probability": 0.0158843994140625 }, { "start_logit": 1.1025390625, "end_logit": 0.7529296875, "text": "un promedio de treinta y cinco d\u00f3lares por 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"end_logit": 2.837890625, "text": "Ph.D en literatura en la Universidad de Princeton", "probability": 0.0122528076171875 }, { "start_logit": 3.419921875, "end_logit": 2.83203125, "text": "Ph", "probability": 0.0121612548828125 }, { "start_logit": 3.125, "end_logit": 3.087890625, "text": "Consigui\u00f3 un Ph.D en literatura en", "probability": 0.011688232421875 }, { "start_logit": 0.9853515625, "end_logit": 5.12109375, "text": "literatura", "probability": 0.01052093505859375 }, { "start_logit": 3.419921875, "end_logit": 2.595703125, "text": "Ph.D en literatura en la Universidad de Princeton en 1978", "probability": 0.00962066650390625 }, { "start_logit": 3.125, "end_logit": 2.837890625, "text": "Consigui\u00f3 un Ph.D en literatura en la Universidad de Princeton", "probability": 0.0091094970703125 } ], "0b21d2182c42b3844459625df00d17766bda6820": [ { "start_logit": 1.8232421875, "end_logit": 4.0078125, "text": "nucleicos", "probability": 0.346435546875 }, { "start_logit": 1.7197265625, 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Esta", "probability": 0.023712158203125 }, { "start_logit": -2.5078125, "end_logit": 2.033203125, "text": "\u00edn-\u00f3rbita 1:4 de libraci\u00f3n", "probability": 0.0236968994140625 } ], "7461836a40e86d7302118fbf546a9c55f8d6f4fe": [ { "start_logit": 7.61328125, "end_logit": 8.1171875, "text": "60o sur", "probability": 0.2275390625 }, { "start_logit": 7.61328125, "end_logit": 7.7109375, "text": "60o", "probability": 0.151611328125 }, { "start_logit": 7.61328125, "end_logit": 7.51171875, "text": "60", "probability": 0.1236572265625 }, { "start_logit": 6.1796875, "end_logit": 8.1171875, "text": "latitud 60o sur", "probability": 0.054046630859375 }, { "start_logit": 5.953125, "end_logit": 8.1171875, "text": "la latitud 60o sur", "probability": 0.0430908203125 }, { "start_logit": 5.859375, "end_logit": 8.1171875, "text": "titud 60o sur", "probability": 0.039215087890625 }, { "start_logit": 7.61328125, "end_logit": 6.35546875, "text": "60o sur y est\u00e1", "probability": 0.038909912109375 }, { "start_logit": 6.1796875, "end_logit": 7.7109375, "text": "latitud 60o", "probability": 0.0360107421875 }, { "start_logit": 5.71484375, "end_logit": 8.1171875, "text": "sur", "probability": 0.033843994140625 }, { "start_logit": 7.61328125, "end_logit": 6.203125, "text": "60o sur y", "probability": 0.033294677734375 }, { "start_logit": 5.6015625, "end_logit": 8.1171875, "text": "hasta la latitud 60o sur", "probability": 0.030303955078125 }, { "start_logit": 6.1796875, "end_logit": 7.51171875, "text": "latitud 60", "probability": 0.029388427734375 }, { "start_logit": 5.953125, "end_logit": 7.7109375, "text": "la latitud 60o", "probability": 0.0287017822265625 }, { "start_logit": 5.859375, "end_logit": 7.7109375, "text": "titud 60o", "probability": 0.0261383056640625 }, { "start_logit": 5.953125, "end_logit": 7.51171875, "text": "la latitud 60", "probability": 0.0236053466796875 }, { "start_logit": 5.859375, "end_logit": 7.51171875, "text": "titud 60", "probability": 0.0214996337890625 }, { "start_logit": 5.6015625, "end_logit": 7.7109375, "text": "hasta la latitud 60o", "probability": 0.0201873779296875 }, { "start_logit": 5.6015625, "end_logit": 7.51171875, "text": "hasta la latitud 60", "probability": 0.0164794921875 }, { "start_logit": 4.671875, "end_logit": 8.1171875, "text": "o sur", "probability": 0.011962890625 }, { "start_logit": 7.61328125, "end_logit": 5.08203125, "text": "60o sur y est\u00e1 cubierta", "probability": 0.010894775390625 } ], "28ad6604aff1b23701637cc7b4e27456f47c609d": [ { "start_logit": 0.61181640625, "end_logit": 2.400390625, "text": "1911", "probability": 0.55712890625 }, { "start_logit": -1.2001953125, "end_logit": 2.400390625, "text": "1913 fij\u00f3 ah\u00ed su propio hogar con su esposa Yanjmaa. 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0.016387939453125 }, { "start_logit": -3.779296875, "end_logit": -4.40234375, "text": "viuda de S\u00fcjbator, Yanjmaa, desempe\u00f1\u00f3 un n\u00famero de altos cargos en el Gobierno mongol", "probability": 0.016387939453125 }, { "start_logit": -3.5234375, "end_logit": -4.78515625, "text": "La viuda de S\u00fcjbator,", "probability": 0.01434326171875 }, { "start_logit": -3.779296875, "end_logit": -4.6015625, "text": "viuda de S\u00fcjba", "probability": 0.01336669921875 }, { "start_logit": -3.779296875, "end_logit": -4.78515625, "text": "viuda de S\u00fcjbator,", "probability": 0.01116943359375 }, { "start_logit": -3.5234375, "end_logit": -5.23828125, "text": "La viuda de S\u00fcj", "probability": 0.00911712646484375 }, { "start_logit": -5.3046875, "end_logit": -3.611328125, "text": "S\u00fcjbator, Yanjmaa", "probability": 0.0078582763671875 } ], "70c95874ff20b8fd06e69b4e6020859d145af5df": [ { "start_logit": 8.2890625, "end_logit": 10.78125, "text": "de 1973", "probability": 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6.1796875, "text": "Aras y Kur", "probability": 0.07049560546875 }, { "start_logit": 6.80859375, "end_logit": 5.79296875, "text": "Aras", "probability": 0.04803466796875 }, { "start_logit": 6.80859375, "end_logit": 5.6953125, "text": "Aras y Kur\u00e1, preparados", "probability": 0.043426513671875 }, { "start_logit": 6.17578125, "end_logit": 6.1796875, "text": "los r\u00edos Aras y Kur", "probability": 0.0377197265625 }, { "start_logit": 5.796875, "end_logit": 6.1796875, "text": "r\u00edos Aras y Kur", "probability": 0.025726318359375 }, { "start_logit": 6.17578125, "end_logit": 5.79296875, "text": "los r\u00edos Aras", "probability": 0.0255279541015625 }, { "start_logit": 6.17578125, "end_logit": 5.6953125, "text": "los r\u00edos Aras y Kur\u00e1, preparados", "probability": 0.0232391357421875 }, { "start_logit": 6.80859375, "end_logit": 4.95703125, "text": "Aras y Kur\u00e1,", "probability": 0.0208282470703125 }, { "start_logit": 5.796875, "end_logit": 5.79296875, "text": "r\u00edos 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r\u00edos", "probability": 0.005741119384765625 } ], "b9c16bb2c0c8ab9ffd5598fb3b53f299adca1b85": [ { "start_logit": 4.31640625, "end_logit": 4.69140625, "text": "Bak\u00fa, \u015eamax\u0131 y Ganja", "probability": 0.395751953125 }, { "start_logit": 4.31640625, "end_logit": 3.8828125, "text": "Bak\u00fa, \u015eamax\u0131 y Ganja. Para", "probability": 0.177001953125 }, { "start_logit": 4.31640625, "end_logit": 3.8828125, "text": "Bak\u00fa, \u015eamax\u0131 y Gan", "probability": 0.177001953125 }, { "start_logit": 4.31640625, "end_logit": 2.609375, "text": "Bak\u00fa, \u015eamax\u0131 y Ganja.", "probability": 0.049346923828125 }, { "start_logit": 4.31640625, "end_logit": 2.3125, "text": "Bak\u00fa, \u015eamax\u0131 y Ganja. 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Loc", "probability": 0.01507568359375 }, { "start_logit": -3.083984375, "end_logit": -1.7109375, "text": "Tubman intent\u00f3 despedirse de su madre.", "probability": 0.01258087158203125 }, { "start_logit": -3.083984375, "end_logit": -1.7587890625, "text": "Tubman intent\u00f3 despedirse de su madre. Loc", "probability": 0.01201629638671875 }, { "start_logit": -3.162109375, "end_logit": -1.7109375, "text": "intent\u00f3 despedirse de su madre.", "probability": 0.0116424560546875 }, { "start_logit": -3.162109375, "end_logit": -1.7587890625, "text": "intent\u00f3 despedirse de su madre. Loc", "probability": 0.0111083984375 }, { "start_logit": -3.572265625, "end_logit": -1.7109375, "text": "madre.", "probability": 0.00775909423828125 }, { "start_logit": -3.572265625, "end_logit": -1.7587890625, "text": "madre. Loc", "probability": 0.007373809814453125 }, { "start_logit": -2.859375, "end_logit": -2.572265625, "text": "despedirse de su madre. Localiz\u00f3", "probability": 0.006687164306640625 } ], "f29b652d57996627829a1cb2940bdc7a99cfde8f": [ { "start_logit": 4.3828125, "end_logit": 5.9453125, "text": "40.000 d\u00f3lares podr\u00eda ser la suma total de todas las recompensas ofrecidas en la regi\u00f3n", "probability": 0.282958984375 }, { "start_logit": 3.767578125, "end_logit": 5.9453125, "text": "que 40.000 d\u00f3lares podr\u00eda ser la suma total de todas las recompensas ofrecidas en la regi\u00f3n", "probability": 0.1527099609375 }, { "start_logit": 4.3828125, "end_logit": 5.2265625, "text": "40.000 d\u00f3lares", "probability": 0.137939453125 }, { "start_logit": 3.767578125, "end_logit": 5.2265625, "text": "que 40.000 d\u00f3lares", "probability": 0.07440185546875 }, { "start_logit": 4.3828125, "end_logit": 4.2109375, "text": "40.000 d\u00f3lares podr\u00eda", "probability": 0.049957275390625 }, { "start_logit": 4.3828125, "end_logit": 3.9921875, "text": "40.000 d\u00f3lares podr\u00eda ser la suma total de todas las recompensas ofrecidas", "probability": 0.0401611328125 }, { "start_logit": 2.18359375, "end_logit": 5.9453125, "text": "podr\u00eda ser la suma total de todas las recompensas ofrecidas en la regi\u00f3n", "probability": 0.031280517578125 }, { "start_logit": 3.767578125, "end_logit": 4.2109375, "text": "que 40.000 d\u00f3lares podr\u00eda", "probability": 0.026947021484375 }, { "start_logit": 2.013671875, "end_logit": 5.9453125, "text": "sugiere que 40.000 d\u00f3lares podr\u00eda ser la suma total de todas las recompensas ofrecidas en la regi\u00f3n", "probability": 0.0265350341796875 }, { "start_logit": 1.8349609375, "end_logit": 5.9453125, "text": "la suma total de todas las recompensas ofrecidas en la regi\u00f3n", "probability": 0.0221710205078125 }, { "start_logit": 3.767578125, "end_logit": 3.9921875, "text": "que 40.000 d\u00f3lares podr\u00eda ser la suma total de todas las recompensas ofrecidas", "probability": 0.02166748046875 }, { "start_logit": 4.3828125, "end_logit": 3.28125, "text": "40.000 d\u00f3lares podr\u00eda ser la suma total de todas las recompensas ofrecidas en la regi\u00f3n.[", "probability": 0.01971435546875 }, { "start_logit": 1.6689453125, "end_logit": 5.9453125, "text": "suma total de todas las recompensas ofrecidas en la regi\u00f3n", "probability": 0.01873779296875 }, { "start_logit": 4.3828125, "end_logit": 3.126953125, "text": "40.000 d\u00f3lares podr\u00eda ser la suma total de todas las recompensas", "probability": 0.016876220703125 }, { "start_logit": 4.3828125, "end_logit": 3.115234375, "text": "40.000 d\u00f3lares podr\u00eda ser la suma total de todas las recompensas ofrecidas en la regi\u00f3n.", "probability": 0.0167236328125 }, { "start_logit": 1.32421875, "end_logit": 5.9453125, "text": "d\u00f3lares podr\u00eda ser la suma total de todas las recompensas ofrecidas en la regi\u00f3n", "probability": 0.0132904052734375 }, { "start_logit": 2.013671875, "end_logit": 5.2265625, "text": "sugiere que 40.000 d\u00f3lares", "probability": 0.01293182373046875 }, { "start_logit": 1.2470703125, "end_logit": 5.9453125, "text": "ser la suma total de todas las recompensas ofrecidas en la regi\u00f3n", "probability": 0.01229095458984375 }, { "start_logit": 1.201171875, "end_logit": 5.9453125, "text": "todas las recompensas ofrecidas en la regi\u00f3n", "probability": 0.01177215576171875 }, { "start_logit": 4.3828125, "end_logit": 2.697265625, "text": "40.000 d\u00f3lares podr\u00eda ser la suma total de todas las recompensas ofrecidas en la", "probability": 0.01097869873046875 } ], "10fa3bc557343eb44ce5e9ec605e1fde70bb9881": [ { "start_logit": 6.0, "end_logit": 7.35546875, "text": "fiebre", "probability": 0.62890625 }, { "start_logit": 6.0, "end_logit": 5.484375, "text": "fiebre como consecuencia de su herida en la cabeza", "probability": 0.096435546875 }, { "start_logit": 6.0, "end_logit": 4.76953125, "text": "fiebre como", "probability": 0.047027587890625 }, { "start_logit": 3.375, "end_logit": 7.35546875, "text": "enferma con fiebre", "probability": 0.045562744140625 }, { "start_logit": 6.0, "end_logit": 4.50390625, "text": "fiebre como consecuencia", "probability": 0.036041259765625 }, { "start_logit": 6.0, "end_logit": 4.4765625, "text": "fiebre como consecuencia de su herida", "probability": 0.03521728515625 }, { "start_logit": 6.0, "end_logit": 4.01171875, "text": "fiebre como consecuencia de su herida en la cabeza. 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Los", "probability": 0.03662109375 }, { "start_logit": 4.9296875, "end_logit": 5.17578125, "text": "una euforia de victoria. Los", "probability": 0.031829833984375 }, { "start_logit": 2.880859375, "end_logit": 7.08203125, "text": "victoria", "probability": 0.027435302734375 }, { "start_logit": 5.0703125, "end_logit": 4.8359375, "text": "euforia de victoria. Los planes", "probability": 0.025970458984375 }, { "start_logit": 2.703125, "end_logit": 7.08203125, "text": "iran\u00ed experiment\u00f3 una euforia de victoria", "probability": 0.022918701171875 }, { "start_logit": 4.9296875, "end_logit": 4.8359375, "text": "una euforia de victoria. Los planes", "probability": 0.022552490234375 }, { "start_logit": 4.515625, "end_logit": 5.17578125, "text": "experiment\u00f3 una euforia de victoria. 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En", "probability": 0.032623291015625 }, { "start_logit": 9.0546875, "end_logit": 7.33203125, "text": "1951. En primer lugar", "probability": 0.0301666259765625 }, { "start_logit": 9.0546875, "end_logit": 7.14453125, "text": "1951. En primer lugar, s\u00f3lo", "probability": 0.024993896484375 }, { "start_logit": 9.0546875, "end_logit": 7.09765625, "text": "1951. En primer", "probability": 0.0238494873046875 }, { "start_logit": 9.0546875, "end_logit": 6.73828125, "text": "1951.", "probability": 0.01666259765625 }, { "start_logit": 9.0546875, "end_logit": 5.1875, "text": "1951. En primer lugar,", "probability": 0.0035190582275390625 }, { "start_logit": 6.5078125, "end_logit": 7.421875, "text": "formalmente en 1951. En", "probability": 0.0025730133056640625 }, { "start_logit": 6.5078125, "end_logit": 7.33203125, "text": "formalmente en 1951. En primer lugar", "probability": 0.002361297607421875 }, { "start_logit": 6.3125, "end_logit": 7.421875, "text": "en 1951. En", "probability": 0.002117156982421875 }, { "start_logit": 6.5078125, "end_logit": 7.14453125, "text": "formalmente en 1951. En primer lugar, s\u00f3lo", "probability": 0.001956939697265625 }, { "start_logit": 6.3125, "end_logit": 7.33203125, "text": "en 1951. En primer lugar", "probability": 0.0019273757934570312 }, { "start_logit": 6.5078125, "end_logit": 7.09765625, "text": "formalmente en 1951. En primer", "probability": 0.0018682479858398438 }, { "start_logit": 6.3125, "end_logit": 7.14453125, "text": "en 1951. En primer lugar, s\u00f3lo", "probability": 0.001598358154296875 }, { "start_logit": 6.3125, "end_logit": 7.09765625, "text": "en 1951. En primer", "probability": 0.0015239715576171875 }, { "start_logit": 6.5078125, "end_logit": 6.73828125, "text": "formalmente en 1951.", "probability": 0.00130462646484375 }, { "start_logit": 6.3125, "end_logit": 6.73828125, "text": "en 1951.", "probability": 0.001064300537109375 }, { "start_logit": 2.439453125, "end_logit": 10.546875, "text": "cerradas formalmente en 1951", "probability": 0.00099945068359375 } ], "db8ad238e636314edbb75c8eeba02bf6cb87b003": [ { "start_logit": 1.6826171875, "end_logit": 3.13671875, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica", "probability": 0.2120361328125 }, { "start_logit": 1.6826171875, "end_logit": 3.009765625, "text": "1956", "probability": 0.1864013671875 }, { "start_logit": 0.701171875, "end_logit": 3.13671875, "text": "rep\u00fablica isl\u00e1mica", "probability": 0.07940673828125 }, { "start_logit": 1.6826171875, "end_logit": 1.7578125, "text": "1956 el pa\u00eds", "probability": 0.053436279296875 }, { "start_logit": 1.6826171875, "end_logit": 1.5751953125, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica. Una", "probability": 0.044464111328125 }, { "start_logit": 0.0687255859375, "end_logit": 3.13671875, "text": "Pakist\u00e1n fue un dominio brit\u00e1nico, pero en 1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica", "probability": 0.04217529296875 }, { "start_logit": -0.0025482177734375, "end_logit": 3.13671875, "text": "dominio brit\u00e1nico, pero en 1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica", "probability": 0.039306640625 }, { "start_logit": 0.0687255859375, "end_logit": 3.009765625, "text": "Pakist\u00e1n fue un dominio brit\u00e1nico, pero en 1956", "probability": 0.037139892578125 }, { "start_logit": -0.0025482177734375, "end_logit": 3.009765625, "text": "dominio brit\u00e1nico, pero en 1956", "probability": 0.03460693359375 }, { "start_logit": -0.2109375, "end_logit": 3.13671875, "text": "el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica", "probability": 0.031890869140625 }, { "start_logit": 0.0687255859375, "end_logit": 2.79296875, "text": "Pakist\u00e1n fue un dominio brit\u00e1nico", "probability": 0.0299072265625 }, { "start_logit": -0.31396484375, "end_logit": 3.13671875, "text": "en 1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica", "probability": 0.0287628173828125 }, { "start_logit": -0.0025482177734375, "end_logit": 2.79296875, "text": "dominio brit\u00e1nico", "probability": 0.0278778076171875 }, { "start_logit": -0.31396484375, "end_logit": 3.009765625, "text": "en 1956", "probability": 0.02532958984375 }, { "start_logit": -0.4775390625, "end_logit": 3.13671875, "text": "Inicialmente Pakist\u00e1n fue un dominio brit\u00e1nico, pero en 1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica", "probability": 0.0244598388671875 }, { "start_logit": -0.4775390625, "end_logit": 3.009765625, "text": "Inicialmente Pakist\u00e1n fue un dominio brit\u00e1nico, pero en 1956", "probability": 0.0214996337890625 }, { "start_logit": 1.6826171875, "end_logit": 0.8232421875, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica. Una guerra civil en 1971 provoc\u00f3 la secesi\u00f3n de Pakist\u00e1n Oriental", "probability": 0.020965576171875 }, { "start_logit": 1.6826171875, "end_logit": 0.81494140625, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n y se convirti\u00f3 en una rep\u00fablica isl\u00e1mica. Una guerra civil en 1971", "probability": 0.0207977294921875 }, { "start_logit": -0.66357421875, "end_logit": 3.13671875, "text": "una rep\u00fablica isl\u00e1mica", "probability": 0.0202789306640625 }, { "start_logit": 1.6826171875, "end_logit": 0.75244140625, "text": "1956 el pa\u00eds aprob\u00f3", "probability": 0.01953125 } ], "591cb0ca8cd77c353771552981009609a8a7b932": [ { "start_logit": -1.0537109375, "end_logit": 1.48046875, "text": "pakistan\u00ed", "probability": 0.16845703125 }, { "start_logit": -1.1025390625, "end_logit": 1.48046875, "text": "m\u00fasica pakistan\u00ed", "probability": 0.160400390625 }, { "start_logit": -0.9697265625, "end_logit": 1.302734375, "text": "m\u00fasica pop", "probability": 0.1533203125 }, { "start_logit": -1.0029296875, "end_logit": 0.80029296875, "text": "m\u00fasicas pashto y persa", "probability": 0.0897216796875 }, { "start_logit": -1.806640625, "end_logit": 1.48046875, "text": "La m\u00fasica pakistan\u00ed", "probability": 0.079345703125 }, { "start_logit": -1.6318359375, "end_logit": 1.302734375, "text": "pop", "probability": 0.0791015625 }, { "start_logit": -2.51953125, "end_logit": 1.302734375, "text": "la m\u00fasica pop", "probability": 0.03253173828125 }, { "start_logit": -1.0537109375, "end_logit": -0.25537109375, "text": "pakistan", "probability": 0.0297088623046875 }, { "start_logit": -1.1025390625, "end_logit": -0.25537109375, "text": "m\u00fasica pakistan", "probability": 0.028289794921875 }, { "start_logit": -2.90625, "end_logit": 1.48046875, "text": "kistan\u00ed", "probability": 0.0264129638671875 }, { "start_logit": -2.572265625, "end_logit": 0.80029296875, "text": "pashto y persa", "probability": 0.0186767578125 }, { "start_logit": -1.0029296875, "end_logit": -0.7958984375, "text": "m\u00fasicas pashto", "probability": 0.0181732177734375 }, { "start_logit": -3.20703125, "end_logit": 1.302734375, "text": "m\u00fasica occidental. Tambi\u00e9n prevalece la m\u00fasica pop", "probability": 0.016357421875 }, { "start_logit": -1.0029296875, "end_logit": -0.9541015625, "text": "m\u00fasicas pashto y per", "probability": 0.01554107666015625 }, { "start_logit": -2.7578125, "end_logit": 0.80029296875, "text": "icas pashto y persa", "probability": 0.01554107666015625 }, { "start_logit": -1.0537109375, "end_logit": -0.994140625, "text": "pakis", "probability": 0.0142059326171875 }, { "start_logit": -1.806640625, "end_logit": -0.25537109375, "text": "La m\u00fasica pakistan", "probability": 0.0139923095703125 }, { "start_logit": -2.890625, "end_logit": 0.80029296875, "text": "las m\u00fasicas pashto y persa", "probability": 0.01361083984375 }, { "start_logit": -1.1025390625, "end_logit": -0.994140625, "text": "m\u00fasica pakis", "probability": 0.0135040283203125 }, { "start_logit": -1.0537109375, "end_logit": -1.0869140625, "text": "pa", "probability": 0.01293182373046875 } ], "057289e3a225c05c002649075c08bd87ed3ba3b6": [ { "start_logit": -2.365234375, "end_logit": -0.2110595703125, "text": "hockey", "probability": 0.5625 }, { "start_logit": -3.40234375, "end_logit": -0.2110595703125, "text": "El hockey", "probability": 0.199462890625 }, { "start_logit": -2.365234375, "end_logit": -2.43359375, "text": "hockey es el deporte en el que Pakist\u00e1n ha tenido m\u00e1s \u00e9xito en los Juegos Ol\u00edmpicos", "probability": 0.061065673828125 }, { "start_logit": -2.365234375, "end_logit": -3.091796875, "text": "hockey es el deporte en el que Pakist\u00e1n ha tenido m\u00e1s \u00e9xito en los Juegos Ol\u00edmpicos, con tres medallas de oro en (1960, 1968 y 1984", "probability": 0.03155517578125 }, { "start_logit": -2.365234375, "end_logit": -3.244140625, "text": "hockey es el deporte", "probability": 0.027099609375 }, { "start_logit": -2.365234375, "end_logit": -3.341796875, "text": "hockey es", "probability": 0.024566650390625 }, { "start_logit": -3.40234375, "end_logit": -2.43359375, "text": "El hockey es el deporte en el que Pakist\u00e1n ha tenido m\u00e1s \u00e9xito en los Juegos Ol\u00edmpicos", "probability": 0.0216064453125 }, { "start_logit": -6.4140625, "end_logit": -0.2110595703125, "text": ". El hockey", "probability": 0.00982666015625 }, { "start_logit": -2.365234375, "end_logit": -4.28125, "text": "hockey es el deporte en el que Pakist\u00e1n ha tenido m\u00e1s \u00e9xito en los Juegos Ol\u00edmpicos, con", "probability": 0.00960540771484375 }, { "start_logit": -3.40234375, "end_logit": -3.244140625, "text": "El hockey es el deporte", "probability": 0.00960540771484375 }, { "start_logit": -6.44921875, "end_logit": -0.2110595703125, "text": "medallas, respectivamente. El hockey", "probability": 0.00945281982421875 }, { "start_logit": -3.40234375, "end_logit": -3.341796875, "text": "El hockey es", "probability": 0.0087432861328125 }, { "start_logit": -3.40234375, "end_logit": -3.853515625, "text": "El", "probability": 0.005222320556640625 }, { "start_logit": -3.40234375, "end_logit": -4.28125, "text": "El hockey es el deporte en el que Pakist\u00e1n ha tenido m\u00e1s \u00e9xito en los Juegos Ol\u00edmpicos, con", "probability": 0.0033969879150390625 }, { "start_logit": -5.34375, "end_logit": -2.43359375, "text": "deporte en el que Pakist\u00e1n ha tenido m\u00e1s \u00e9xito en los Juegos Ol\u00edmpicos", "probability": 0.0030956268310546875 }, { "start_logit": -5.40234375, "end_logit": -2.43359375, "text": "Juegos Ol\u00edmpicos", "probability": 0.0029296875 }, { "start_logit": -4.4375, "end_logit": -3.421875, "text": "hockey sobre c\u00e9sped, boxeo, atletismo, nataci\u00f3n y tiro", "probability": 0.00286102294921875 }, { "start_logit": -5.4375, "end_logit": -2.43359375, "text": "el deporte en el que Pakist\u00e1n ha tenido m\u00e1s \u00e9xito en los Juegos Ol\u00edmpicos", "probability": 0.0028171539306640625 }, { "start_logit": -4.4375, "end_logit": -3.552734375, "text": "hockey sobre c\u00e9sped, boxeo", "probability": 0.0025043487548828125 }, { "start_logit": -4.4375, "end_logit": -3.767578125, "text": "hockey sobre c\u00e9sped", "probability": 0.0020294189453125 } ], "d40d25175746be4ccbb3d85bcccc7ae31cf65f77": [ { "start_logit": -1.0576171875, "end_logit": 1.5234375, "text": "pl\u00e1stico", "probability": 0.28369140625 }, { "start_logit": -1.5205078125, "end_logit": 1.5234375, "text": "El n\u00famero pl\u00e1stico", "probability": 0.1785888671875 }, { "start_logit": -1.6826171875, "end_logit": 1.5234375, "text": "n\u00famero pl\u00e1stico", "probability": 0.15185546875 }, { "start_logit": -1.0576171875, "end_logit": 0.288330078125, "text": "pl\u00e1stico es un t\u00e9rmino acu\u00f1ado por el arquitecto y monje Benedictino Hans Dom van der Laan", "probability": 0.08245849609375 }, { "start_logit": -1.21484375, "end_logit": 0.288330078125, "text": "Hans Dom van der Laan", "probability": 0.0704345703125 }, { "start_logit": -1.5205078125, "end_logit": 0.288330078125, "text": "El n\u00famero pl\u00e1stico es un t\u00e9rmino acu\u00f1ado por el arquitecto y monje Benedictino Hans Dom van der Laan", "probability": 0.051910400390625 }, { "start_logit": -1.6826171875, "end_logit": 0.288330078125, "text": "n\u00famero pl\u00e1stico es un t\u00e9rmino acu\u00f1ado por el arquitecto y monje Benedictino Hans Dom van der Laan", "probability": 0.044158935546875 }, { "start_logit": -1.5205078125, "end_logit": -0.6455078125, "text": "El n\u00famero", "probability": 0.0204010009765625 }, { "start_logit": -1.6826171875, "end_logit": -0.6455078125, "text": "n\u00famero", "probability": 0.0173797607421875 }, { "start_logit": -2.8515625, "end_logit": 0.288330078125, "text": "Dom van der Laan", "probability": 0.01374053955078125 }, { "start_logit": -1.0576171875, "end_logit": -1.6787109375, "text": "pl\u00e1stico es un t\u00e9rmino acu\u00f1ado por el arquitecto y monje Benedictino Hans Dom van der Laan en 1928", "probability": 0.01152801513671875 }, { "start_logit": -1.0576171875, "end_logit": -1.73046875, "text": "pl\u00e1stico es un t\u00e9rmino acu\u00f1ado por el arquitecto y monje Benedictino Hans Dom van der La", "probability": 0.010955810546875 }, { "start_logit": -1.21484375, "end_logit": -1.6787109375, "text": "Hans Dom van der Laan en 1928", "probability": 0.009857177734375 }, { "start_logit": -1.21484375, "end_logit": -1.73046875, "text": "Hans Dom van der La", "probability": 0.00937652587890625 }, { "start_logit": -1.0576171875, "end_logit": -2.060546875, "text": "pl\u00e1stico es un t\u00e9rmino acu\u00f1ado por el arquitecto y monje Benedictino Hans Dom van der", "probability": 0.0078887939453125 }, { "start_logit": -1.0576171875, "end_logit": -2.080078125, "text": "pl\u00e1stico es un t\u00e9rmino acu\u00f1ado por el arquitecto y monje Benedictino Hans Dom", "probability": 0.007740020751953125 }, { "start_logit": -1.5205078125, "end_logit": -1.6787109375, "text": "El n\u00famero pl\u00e1stico es un t\u00e9rmino acu\u00f1ado por el arquitecto y monje Benedictino Hans Dom van der Laan en 1928", "probability": 0.00727081298828125 }, { "start_logit": -3.50390625, "end_logit": 0.288330078125, "text": "arquitecto y monje Benedictino Hans Dom van der Laan", "probability": 0.007160186767578125 }, { "start_logit": -1.5205078125, "end_logit": -1.73046875, "text": "El n\u00famero pl\u00e1stico es un t\u00e9rmino acu\u00f1ado por el arquitecto y monje Benedictino Hans Dom van der La", "probability": 0.006908416748046875 }, { "start_logit": -1.21484375, "end_logit": -2.060546875, "text": "Hans Dom van der", "probability": 0.00672149658203125 } ], "1ccf7e8dbf2086ebe3c796852a344176ac58b542": [ { "start_logit": 9.15625, "end_logit": 11.265625, "text": "setenta y un a\u00f1os", "probability": 0.68017578125 }, { "start_logit": 9.15625, "end_logit": 9.1015625, "text": "setenta y un", "probability": 0.07745361328125 }, { "start_logit": 9.15625, "end_logit": 8.828125, "text": "setenta", "probability": 0.059417724609375 }, { "start_logit": 9.15625, "end_logit": 8.59375, "text": "setenta y un a\u00f1os con motivo", "probability": 0.047027587890625 }, { "start_logit": 6.421875, "end_logit": 11.265625, "text": "a\u00f1os", "probability": 0.044158935546875 }, { "start_logit": 9.15625, "end_logit": 8.3203125, "text": "setenta y un a\u00f1os con", "probability": 0.035491943359375 }, { "start_logit": 5.7421875, "end_logit": 11.265625, "text": "con setenta y un a\u00f1os", "probability": 0.0222015380859375 }, { "start_logit": 9.15625, "end_logit": 6.8984375, "text": "setenta y", "probability": 0.008697509765625 }, { "start_logit": 4.40234375, "end_logit": 11.265625, "text": "un a\u00f1os", "probability": 0.00588226318359375 }, { "start_logit": 6.421875, "end_logit": 8.59375, "text": "a\u00f1os con motivo", "probability": 0.0030536651611328125 }, { "start_logit": 5.7421875, "end_logit": 9.1015625, "text": "con setenta y un", "probability": 0.00257110595703125 }, { "start_logit": 3.4921875, "end_logit": 11.265625, "text": "y un a\u00f1os", "probability": 0.00235748291015625 }, { "start_logit": 6.421875, "end_logit": 8.3203125, "text": "a\u00f1os con", "probability": 0.0023212432861328125 }, { "start_logit": 5.7421875, "end_logit": 8.828125, "text": "con setenta", "probability": 0.0019550323486328125 }, { "start_logit": 3.181640625, "end_logit": 11.265625, "text": "escena con setenta y un a\u00f1os", "probability": 0.0017251968383789062 }, { "start_logit": 5.7421875, "end_logit": 8.59375, "text": "con setenta y un a\u00f1os con motivo", "probability": 0.0015468597412109375 }, { "start_logit": 9.15625, "end_logit": 4.9453125, "text": "setenta y un a\u00f1os con motivo del", "probability": 0.0012235641479492188 }, { "start_logit": 5.7421875, "end_logit": 8.3203125, "text": "con setenta y un a\u00f1os con", "probability": 0.0011768341064453125 }, { "start_logit": 2.4375, "end_logit": 11.265625, "text": "Vestris reapareci\u00f3 en escena con setenta y un a\u00f1os", "probability": 0.0008215904235839844 }, { "start_logit": 4.40234375, "end_logit": 9.1015625, "text": "un", "probability": 0.0006704330444335938 } ], "eedc694ea7e79f1733bc3bdc57bcdd873d281863": [ { "start_logit": 1.1123046875, "end_logit": 1.74609375, "text": "IWGP Junior Heavyweight Tag Team Championship", "probability": 0.25390625 }, { "start_logit": 1.1123046875, "end_logit": 1.0556640625, "text": "IWGP Junior", "probability": 0.127197265625 }, { "start_logit": 0.3173828125, "end_logit": 1.74609375, "text": "Junior Heavyweight Tag Team Championship", "probability": 0.11444091796875 }, { "start_logit": 0.3173828125, "end_logit": 1.0556640625, "text": "Junior", "probability": 0.05743408203125 }, { "start_logit": 1.1123046875, "end_logit": 0.229248046875, "text": "IWGP Junior Heavyweight Tag Team Championship (1 vez", "probability": 0.055694580078125 }, { "start_logit": 1.1123046875, "end_logit": 0.04022216796875, "text": "IWGP Junior Heavy", "probability": 0.04608154296875 }, { "start_logit": -0.59375, "end_logit": 1.74609375, "text": "Heavyweight Tag Team Championship", "probability": 0.04608154296875 }, { "start_logit": 1.1123046875, "end_logit": -0.14990234375, "text": "IWGP Junior Heavyweight Tag", "probability": 0.03814697265625 }, { "start_logit": 1.1123046875, "end_logit": -0.272216796875, "text": "IWGP Junior Heavyweight Tag Team", "probability": 0.03369140625 }, { "start_logit": -1.0322265625, "end_logit": 1.74609375, "text": "GP Junior Heavyweight Tag Team Championship", "probability": 0.0297393798828125 }, { "start_logit": 0.3173828125, "end_logit": 0.229248046875, "text": "Junior Heavyweight Tag Team Championship (1 vez", "probability": 0.025146484375 }, { "start_logit": 1.1123046875, "end_logit": -0.6279296875, "text": "IWGP Junior Heavyweight Tag Team Championship (1 vez) - con", "probability": 0.02362060546875 }, { "start_logit": 1.1123046875, "end_logit": -0.73388671875, "text": "IWGP Junior Heavyweight Tag Team Champion", "probability": 0.0212554931640625 }, { "start_logit": 0.3173828125, "end_logit": 0.04022216796875, "text": "Junior Heavy", "probability": 0.0207977294921875 }, { "start_logit": 1.1123046875, "end_logit": -0.767578125, "text": "IWGP Junior Heavyweight", "probability": 0.0205230712890625 }, { "start_logit": 1.1123046875, "end_logit": -0.84423828125, "text": "IWGP Junior Heavyweight Tag Team Championship (1 vez) -", "probability": 0.019012451171875 }, { "start_logit": 1.1123046875, "end_logit": -0.8916015625, "text": "IWGP", "probability": 0.018157958984375 }, { "start_logit": 0.3173828125, "end_logit": -0.14990234375, "text": "Junior Heavyweight Tag", "probability": 0.0172271728515625 }, { "start_logit": 1.1123046875, "end_logit": -0.99609375, "text": "IWGP Junior Heavyweight Tag Team Championship (", "probability": 0.0163726806640625 }, { "start_logit": 0.3173828125, "end_logit": -0.272216796875, "text": "Junior Heavyweight Tag Team", "probability": 0.01522064208984375 } ], "e8634d02c2a3e8648bbc9c6c515d8ada95be7813": [ { "start_logit": 3.00390625, "end_logit": 4.296875, "text": "135 a\u00f1os", "probability": 0.228515625 }, { "start_logit": 2.626953125, "end_logit": 4.296875, "text": "aproximadamente 135 a\u00f1os", "probability": 0.156494140625 }, { "start_logit": 3.00390625, "end_logit": 3.572265625, "text": "135", "probability": 0.1109619140625 }, { "start_logit": 2.626953125, "end_logit": 3.572265625, "text": "aproximadamente 135", "probability": 0.075927734375 }, { "start_logit": 3.00390625, "end_logit": 3.15234375, "text": "135 a\u00f1os de su existencia", "probability": 0.07275390625 }, { "start_logit": 2.626953125, "end_logit": 3.15234375, "text": "aproximadamente 135 a\u00f1os de su existencia", "probability": 0.050018310546875 }, { "start_logit": 3.00390625, "end_logit": 2.3828125, "text": "135 a\u00f1os de su existencia. 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0.0190887451171875 }, { "start_logit": 1.7412109375, "end_logit": 1.173828125, "text": "G\u00f3tico, Renacimiento, el estilo de la reina Ana y el estilo Rom\u00e1nico) de", "probability": 0.0183868408203125 }, { "start_logit": 0.97705078125, "end_logit": 1.796875, "text": "cuatro dise\u00f1os para el edificio con diferentes estilos (G\u00f3tico, Renacimiento, el estilo de la reina Ana", "probability": 0.0159759521484375 } ], "702c810386909b2530db9a8dcd4e700821079927": [ { "start_logit": 1.3037109375, "end_logit": 2.46484375, "text": "balaustradas y c\u00fapulas t\u00edpicamente un estilo intricado Victoriano", "probability": 0.12274169921875 }, { "start_logit": 1.1787109375, "end_logit": 2.46484375, "text": "c\u00fapulas t\u00edpicamente un estilo intricado Victoriano", "probability": 0.1082763671875 }, { "start_logit": 1.3037109375, "end_logit": 2.205078125, "text": "balaustradas y c\u00fapulas", "probability": 0.09442138671875 }, { "start_logit": 1.015625, "end_logit": 2.46484375, 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"probability": 0.07867431640625 }, { "start_logit": 5.53515625, "end_logit": 6.00390625, "text": "mantienen", "probability": 0.072265625 }, { "start_logit": 4.38671875, "end_logit": 6.98046875, "text": "azulejos mantienen el estilo original de estos", "probability": 0.060821533203125 }, { "start_logit": 4.2578125, "end_logit": 6.98046875, "text": "resto de los azulejos mantienen el estilo original de estos", "probability": 0.05322265625 }, { "start_logit": 5.53515625, "end_logit": 5.53125, "text": "mantienen el estilo", "probability": 0.04486083984375 }, { "start_logit": 3.9609375, "end_logit": 6.98046875, "text": "y el resto de los azulejos mantienen el estilo original de estos", "probability": 0.039581298828125 }, { "start_logit": 4.6484375, "end_logit": 6.27734375, "text": "el resto de los azulejos mantienen el estilo original", "probability": 0.0389404296875 }, { "start_logit": 3.9453125, "end_logit": 6.98046875, "text": "estilo original de estos", "probability": 0.0389404296875 }, 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"mantienen el estilo original de", "probability": 0.0249481201171875 }, { "start_logit": 3.46875, "end_logit": 6.98046875, "text": "est\u00e1n debajo de la c\u00fapula son originales y el resto de los azulejos mantienen el estilo original de estos", "probability": 0.0243682861328125 }, { "start_logit": 3.439453125, "end_logit": 6.98046875, "text": "original de estos", "probability": 0.0236358642578125 }, { "start_logit": 4.38671875, "end_logit": 6.00390625, "text": "azulejos mantienen", "probability": 0.0229034423828125 } ], "125ee12a0d746e48b65d63227af36288f7c34ddd": [ { "start_logit": -2.083984375, "end_logit": -0.172607421875, "text": "campe\u00f3n ol\u00edmpico en 1984 y 1988", "probability": 0.223388671875 }, { "start_logit": -2.43359375, "end_logit": -0.172607421875, "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988", "probability": 0.157470703125 }, { "start_logit": -3.306640625, "end_logit": -0.172607421875, "text": "1984 y 1988", "probability": 0.0657958984375 }, { "start_logit": -2.083984375, "end_logit": -1.5400390625, "text": "campe\u00f3n ol\u00edmpico", "probability": 0.05682373046875 }, { "start_logit": -2.083984375, "end_logit": -1.6650390625, "text": "campe\u00f3n ol\u00edmpico en 1984", "probability": 0.050140380859375 }, { "start_logit": -3.775390625, "end_logit": -0.172607421875, "text": "ol\u00edmpico en 1984 y 1988", "probability": 0.0411376953125 }, { "start_logit": -2.43359375, "end_logit": -1.5400390625, "text": "dos veces campe\u00f3n ol\u00edmpico", "probability": 0.040130615234375 }, { "start_logit": -3.87109375, "end_logit": -0.172607421875, "text": "veces campe\u00f3n ol\u00edmpico en 1984 y 1988", "probability": 0.03741455078125 }, { "start_logit": -2.583984375, "end_logit": -1.4755859375, "text": "Yun Lou", "probability": 0.03680419921875 }, { "start_logit": -3.916015625, "end_logit": -0.172607421875, "text": "ser dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988", "probability": 0.03570556640625 }, { "start_logit": -2.43359375, "end_logit": -1.6650390625, "text": "dos veces campe\u00f3n ol\u00edmpico en 1984", "probability": 0.035430908203125 }, { "start_logit": -2.43359375, "end_logit": -1.826171875, "text": "dos veces", "probability": 0.030181884765625 }, { "start_logit": -2.083984375, "end_logit": -2.19140625, "text": "campe\u00f3n ol\u00edmpico en 1984 y 1988, entre", "probability": 0.029693603515625 }, { "start_logit": -4.1015625, "end_logit": -0.172607421875, "text": "logrado ser dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988", "probability": 0.029693603515625 }, { "start_logit": -2.083984375, "end_logit": -2.201171875, "text": "campe\u00f3n", "probability": 0.0293731689453125 }, { "start_logit": -4.40234375, "end_logit": -0.172607421875, "text": "prueba de salto de potro, con la que ha logrado ser dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988", "probability": 0.0219879150390625 }, { "start_logit": -2.43359375, "end_logit": -2.19140625, "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988, entre", "probability": 0.020904541015625 }, { "start_logit": -2.43359375, "end_logit": -2.201171875, "text": "dos veces campe\u00f3n", "probability": 0.0207366943359375 }, { "start_logit": -2.43359375, "end_logit": -2.26953125, "text": "dos", "probability": 0.0193328857421875 }, { "start_logit": -4.60546875, "end_logit": -0.172607421875, "text": "en 1984 y 1988", "probability": 0.0179443359375 } ], "5379e4a03e39f4899eaa9d4460d1a8189a4035cd": [ { "start_logit": -6.3515625, "end_logit": -4.140625, "text": "Mundial de R\u00f3terdam 1987", "probability": 0.1439208984375 }, { "start_logit": -6.97265625, "end_logit": -4.140625, "text": "1987", "probability": 0.07763671875 }, { "start_logit": -6.3515625, "end_logit": -4.9453125, "text": "Mundial de R\u00f3terdam 1987 gana el oro en suelo, tambi\u00e9n el oro en salto", "probability": 0.06439208984375 }, { "start_logit": -6.3515625, "end_logit": -4.95703125, "text": "Mundial de R\u00f3terdam 1987 gana el oro en 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0.039031982421875 }, { "start_logit": -6.85546875, "end_logit": -4.95703125, "text": "gana el oro en suelo", "probability": 0.038421630859375 }, { "start_logit": -6.3515625, "end_logit": -5.52734375, "text": "Mundial de R\u00f3terdam 1987 gana", "probability": 0.036102294921875 }, { "start_logit": -6.52734375, "end_logit": -5.35546875, "text": "oro en salto, y la plata en equipos", "probability": 0.03582763671875 }, { "start_logit": -6.97265625, "end_logit": -4.9453125, "text": "1987 gana el oro en suelo, tambi\u00e9n el oro en salto", "probability": 0.034454345703125 }, { "start_logit": -6.97265625, "end_logit": -4.95703125, "text": "1987 gana el oro en suelo", "probability": 0.0341796875 }, { "start_logit": -6.99609375, "end_logit": -4.9453125, "text": "oro en suelo, tambi\u00e9n el oro en salto", "probability": 0.033905029296875 }, { "start_logit": -6.99609375, "end_logit": -4.95703125, "text": "oro en suelo", "probability": 0.03338623046875 }, { "start_logit": -7.8515625, "end_logit": -4.140625, "text": "R\u00f3terdam 1987", "probability": 0.0321044921875 }, { "start_logit": -6.3515625, "end_logit": -5.67578125, "text": "Mundial de R\u00f3terdam 1987 gana el oro", "probability": 0.0308837890625 } ], "26745e8c60c0cc29e1d4070c4435ddc11daf9866": [ { "start_logit": 4.25, "end_logit": 4.9375, "text": "latinos", "probability": 0.44873046875 }, { "start_logit": 4.25, "end_logit": 4.078125, "text": "latinos siempre fue peque\u00f1o, hab\u00eda un patriarca cat\u00f3lico", "probability": 0.18994140625 }, { "start_logit": 4.25, "end_logit": 3.12890625, "text": "latinos siempre", "probability": 0.07354736328125 }, { "start_logit": 4.25, "end_logit": 3.103515625, "text": "latinos siempre fue peque\u00f1o", "probability": 0.071533203125 }, { "start_logit": 4.25, "end_logit": 2.44921875, "text": "latinos siempre fue peque\u00f1o, hab\u00eda un patriarca cat\u00f3lico.", "probability": 0.037261962890625 }, { "start_logit": 4.25, "end_logit": 2.130859375, "text": 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0.01007080078125 }, { "start_logit": 0.22265625, "end_logit": 4.9375, "text": "sirios, cristianos sirio-jacobitas y ortodoxos armenios, con algunos griegos ortodoxos y musulmanes. 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La aspirina, por su parte, tiene un pKa de 3,5 a 25", "probability": 0.01812744140625 }, { "start_logit": -1.314453125, "end_logit": 1.1162109375, "text": "La aspirina, por su parte, tiene un pKa de 3,5 a 25 \u00b0C", "probability": 0.01806640625 }, { "start_logit": 0.48583984375, "end_logit": -0.689453125, "text": "3,5 a 25 \u00b0", "probability": 0.0179901123046875 } ], "9c1cf7a5ae88441a10fc0a70f749b11969f77aa7": [ { "start_logit": -1.400390625, "end_logit": 0.8857421875, "text": "catalizador casi siempre se usan peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf\u00f3rico", "probability": 0.28076171875 }, { "start_logit": -1.400390625, "end_logit": 0.21923828125, "text": "catalizador", "probability": 0.1441650390625 }, { "start_logit": -2.376953125, "end_logit": 0.8857421875, "text": "peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf\u00f3rico", "probability": 0.10577392578125 }, { "start_logit": -2.44140625, "end_logit": 0.8857421875, "text": "\u00e1cido fosf\u00f3rico", "probability": 0.09912109375 }, { "start_logit": -2.724609375, "end_logit": 0.8857421875, "text": "Como catalizador casi siempre se usan peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf\u00f3rico", "probability": 0.07476806640625 }, { "start_logit": -3.287109375, "end_logit": 0.8857421875, "text": "ocasionalmente \u00e1cido fosf\u00f3rico", "probability": 0.042510986328125 }, { "start_logit": -2.724609375, "end_logit": 0.21923828125, "text": "Como catalizador", "probability": 0.038330078125 }, { "start_logit": -3.609375, "end_logit": 0.8857421875, "text": "alizador casi siempre se usan peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf\u00f3rico", "probability": 0.030914306640625 }, { "start_logit": -1.400390625, "end_logit": -1.515625, "text": "catalizador casi siempre se usan peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf\u00f3rico. El", "probability": 0.025421142578125 }, { "start_logit": -1.400390625, "end_logit": -1.68359375, "text": "catalizador casi siempre se usan peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente", "probability": 0.0214996337890625 }, { "start_logit": -3.982421875, "end_logit": 0.8857421875, "text": "casi siempre se usan peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf\u00f3rico", "probability": 0.021240234375 }, { "start_logit": -4.140625, "end_logit": 0.8857421875, "text": "fosf\u00f3rico", "probability": 0.0181732177734375 }, { "start_logit": -3.609375, "end_logit": 0.21923828125, "text": "alizador", "probability": 0.0158538818359375 }, { "start_logit": -1.400390625, "end_logit": -2.064453125, "text": "catalizador casi siempre se usan peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf\u00f3rico.", "probability": 0.01470947265625 }, { "start_logit": -1.400390625, "end_logit": -2.15625, "text": "catalizador casi", "probability": 0.013397216796875 }, { "start_logit": -4.49609375, "end_logit": 0.8857421875, "text": "\u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf\u00f3rico", "probability": 0.012725830078125 }, { "start_logit": -1.400390625, "end_logit": -2.341796875, "text": "catalizador casi siempre se usan peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf", "probability": 0.0111541748046875 }, { "start_logit": -1.400390625, "end_logit": -2.361328125, "text": "catalizador casi siempre se usan peque\u00f1as cantidades de \u00e1cido sulf\u00farico y ocasionalmente \u00e1cido fosf\u00f3rico. 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El", "probability": 0.0089874267578125 } ], "54563d93abda8c0ac80bf2d7d04788e3ea96016e": [ { "start_logit": 1.1650390625, "end_logit": 2.63671875, "text": "de 0,1-0,2 l/kg", "probability": 0.32666015625 }, { "start_logit": 0.72314453125, "end_logit": 2.63671875, "text": "0,1-0,2 l/kg", "probability": 0.2100830078125 }, { "start_logit": 1.1650390625, "end_logit": 0.78466796875, "text": "de 0,1-0,2 l/kg.", "probability": 0.051300048828125 }, { "start_logit": 1.1650390625, "end_logit": 0.56005859375, "text": "de 0,1-0,2 l/", "probability": 0.04095458984375 }, { "start_logit": 1.1650390625, "end_logit": 0.4775390625, "text": "de 0,1-0,2 l", "probability": 0.037750244140625 }, { "start_logit": 1.1650390625, "end_logit": 0.376220703125, "text": "de 0,1-0,2 l/kg. Los", "probability": 0.034088134765625 }, { "start_logit": 0.72314453125, "end_logit": 0.78466796875, "text": "0,1-0,2 l/kg.", "probability": 0.032989501953125 }, { "start_logit": 1.1650390625, "end_logit": 0.238037109375, "text": "de 0,1-0", "probability": 0.029693603515625 }, { "start_logit": 0.72314453125, "end_logit": 0.56005859375, "text": "0,1-0,2 l/", "probability": 0.026336669921875 }, { "start_logit": 1.1650390625, "end_logit": 0.05712890625, "text": "de 0,1-0,2", "probability": 0.024810791015625 }, { "start_logit": 0.72314453125, "end_logit": 0.4775390625, "text": "0,1-0,2 l", "probability": 0.0242767333984375 }, { "start_logit": 0.72314453125, "end_logit": 0.376220703125, "text": "0,1-0,2 l/kg. Los", "probability": 0.021942138671875 }, { "start_logit": 1.1650390625, "end_logit": -0.08624267578125, "text": "de 0,1", "probability": 0.021453857421875 }, { "start_logit": 0.72314453125, "end_logit": 0.238037109375, "text": "0,1-0", "probability": 0.0190887451171875 }, { "start_logit": -1.6943359375, "end_logit": 2.63671875, "text": "es de 0,1-0,2 l/kg", "probability": 0.0187225341796875 }, { "start_logit": 1.1650390625, "end_logit": -0.2489013671875, "text": "de 0", "probability": 0.0182647705078125 }, { "start_logit": 1.1650390625, "end_logit": -0.302978515625, "text": "de", "probability": 0.0173187255859375 }, { "start_logit": 0.72314453125, "end_logit": 0.05712890625, "text": "0,1-0,2", "probability": 0.015960693359375 }, { "start_logit": -1.9609375, "end_logit": 2.63671875, "text": "0,2 l/kg", "probability": 0.0143585205078125 }, { "start_logit": 0.72314453125, "end_logit": -0.08624267578125, "text": "0,1", "probability": 0.0138092041015625 } ], "b895480b6d51c7f9e2661ef2ae72acca5f8d46fd": [ { "start_logit": -2.39453125, "end_logit": 0.337890625, "text": "el \u00e1cido salic\u00edlico y otros derivados de la aspirina modulan sus acciones de se\u00f1alizaci\u00f3n celular", "probability": 0.1810302734375 }, { "start_logit": -2.630859375, "end_logit": 0.337890625, "text": "\u00e1cido salic\u00edlico y otros derivados de la aspirina modulan sus acciones de se\u00f1alizaci\u00f3n celular", "probability": 0.1429443359375 }, { "start_logit": -2.97265625, "end_logit": 0.337890625, "text": "se\u00f1alizaci\u00f3n celular", "probability": 0.1015625 }, { "start_logit": -3.26953125, "end_logit": 0.337890625, "text": "acciones de se\u00f1alizaci\u00f3n celular", "probability": 0.075439453125 }, { "start_logit": -2.283203125, "end_logit": -0.86083984375, "text": "un complejo de factores de transcripci\u00f3n", "probability": 0.061004638671875 }, { "start_logit": -2.583984375, "end_logit": -0.86083984375, "text": "complejo de factores de transcripci\u00f3n", "probability": 0.045166015625 }, { "start_logit": -3.890625, "end_logit": 0.337890625, "text": "sus acciones de se\u00f1alizaci\u00f3n celular", "probability": 0.040557861328125 }, { "start_logit": -3.890625, "end_logit": 0.337890625, "text": "aspirina modulan sus acciones de se\u00f1alizaci\u00f3n celular", "probability": 0.040557861328125 }, { "start_logit": -2.39453125, "end_logit": -1.2822265625, "text": "el \u00e1cido salic\u00edlico", "probability": 0.035858154296875 }, { "start_logit": -4.03125, "end_logit": 0.337890625, "text": "celular", "probability": 0.03521728515625 }, { "start_logit": -2.97265625, "end_logit": -0.86083984375, "text": "se\u00f1alizaci\u00f3n celular por medio del NF-\u03baB,[50]\u200b un complejo de factores de transcripci\u00f3n", "probability": 0.030609130859375 }, { "start_logit": -2.630859375, "end_logit": -1.2822265625, "text": "\u00e1cido salic\u00edlico", "probability": 0.02825927734375 }, { "start_logit": -4.3046875, "end_logit": 0.337890625, "text": "de se\u00f1alizaci\u00f3n celular", "probability": 0.0268096923828125 }, { "start_logit": -4.31640625, "end_logit": 0.337890625, "text": "la aspirina modulan sus acciones de se\u00f1alizaci\u00f3n celular", "probability": 0.0265045166015625 }, { "start_logit": -3.26953125, "end_logit": -0.86083984375, "text": "acciones de se\u00f1alizaci\u00f3n celular por medio del NF-\u03baB,[50]\u200b un complejo de factores de transcripci\u00f3n", "probability": 0.0227813720703125 }, { "start_logit": -2.283203125, "end_logit": -1.8701171875, "text": "un complejo de factores de transcripci\u00f3n que juegan un papel importante en muchos procesos biol\u00f3gicos, incluida la inflamaci\u00f3n", "probability": 0.0222625732421875 }, { "start_logit": -3.30859375, "end_logit": -0.86083984375, "text": "factores de transcripci\u00f3n", "probability": 0.0219268798828125 }, { "start_logit": -4.51171875, "end_logit": 0.337890625, "text": "que el \u00e1cido salic\u00edlico y otros derivados de la aspirina modulan sus acciones de se\u00f1alizaci\u00f3n celular", "probability": 0.0218353271484375 }, { "start_logit": -2.39453125, "end_logit": -1.8720703125, "text": "el \u00e1cido salic\u00edlico y otros derivados de la aspirina modulan sus acciones de se\u00f1alizaci\u00f3n celular por", "probability": 0.0198822021484375 }, { "start_logit": -2.39453125, "end_logit": -1.8955078125, "text": "el \u00e1cido salic\u00edlico y otros derivados de la aspirina", "probability": 0.0194091796875 } ], "6e2331d2b6c053b2ee40befb021a6f143acbc4e9": [ { "start_logit": -5.55078125, "end_logit": -2.60546875, "text": "La aspirina no debe administrarse en personas con antecedentes al\u00e9rgicos al ibuprofeno o al naproxeno", "probability": 0.126708984375 }, { "start_logit": -5.59765625, "end_logit": -2.60546875, "text": "no debe administrarse en personas con antecedentes al\u00e9rgicos al ibuprofeno o al naproxeno", "probability": 0.120849609375 }, { "start_logit": -5.9375, "end_logit": -2.60546875, "text": "aspirina no debe administrarse en personas con antecedentes al\u00e9rgicos al ibuprofeno o al naproxeno", "probability": 0.08575439453125 }, { "start_logit": -5.40625, "end_logit": -3.498046875, "text": "moderaci\u00f3n en la prescripci\u00f3n de aspirina a pacientes asm\u00e1ticos o con broncoespasmo inducida por los AINE", "probability": 0.059844970703125 }, { "start_logit": -5.5234375, "end_logit": -3.462890625, "text": "pacientes asm\u00e1ticos o con broncoespasmo inducida por los AINE. 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0.1131591796875 }, { "start_logit": -1.26953125, "end_logit": -0.384521484375, "text": "Taip\u00e9i\"", "probability": 0.1063232421875 }, { "start_logit": -1.26953125, "end_logit": -0.57763671875, "text": "Taip\u00e9i\" se refiere al conjunto del \u00e1rea metropolitana, mientras que la \"ciudad de Taip\u00e9i\"", "probability": 0.087646484375 }, { "start_logit": -1.537109375, "end_logit": -0.384521484375, "text": "\"Taip\u00e9i\"", "probability": 0.08135986328125 }, { "start_logit": -1.4609375, "end_logit": -0.57763671875, "text": "ciudad de Taip\u00e9i\"", "probability": 0.07232666015625 }, { "start_logit": -1.537109375, "end_logit": -0.57763671875, "text": "\"Taip\u00e9i\" se refiere al conjunto del \u00e1rea metropolitana, mientras que la \"ciudad de Taip\u00e9i\"", "probability": 0.0670166015625 }, { "start_logit": -1.0146484375, "end_logit": -1.21484375, "text": "\"ciudad de Taip\u00e9i\" se refiere a la ciudad en s\u00ed", "probability": 0.059722900390625 }, { "start_logit": -1.7666015625, "end_logit": -0.57763671875, "text": "la \"ciudad de Taip\u00e9i\"", "probability": 0.0533447265625 }, { "start_logit": -1.0146484375, "end_logit": -1.603515625, "text": "\"ciudad de Taip\u00e9i", "probability": 0.04058837890625 }, { "start_logit": -1.4609375, "end_logit": -1.21484375, "text": "ciudad de Taip\u00e9i\" se refiere a la ciudad en s\u00ed", "probability": 0.03826904296875 }, { "start_logit": -1.0146484375, "end_logit": -1.8388671875, "text": "\"ciudad de Taip\u00e9i\" se", "probability": 0.03204345703125 }, { "start_logit": -1.26953125, "end_logit": -1.603515625, "text": "Taip\u00e9i\" se refiere al conjunto del \u00e1rea metropolitana, mientras que la \"ciudad de Taip\u00e9i", "probability": 0.031402587890625 }, { "start_logit": -1.26953125, "end_logit": -1.625, "text": "Taip\u00e9i\" se refiere al conjunto del \u00e1rea metropolitana", "probability": 0.0307464599609375 }, { "start_logit": -1.26953125, "end_logit": -1.6650390625, "text": "Taip\u00e9i\" se", "probability": 0.0295867919921875 }, { "start_logit": -1.7666015625, "end_logit": -1.21484375, "text": "la \"ciudad de Taip\u00e9i\" se refiere a la ciudad en s\u00ed", "probability": 0.028228759765625 }, { "start_logit": -1.0146484375, "end_logit": -1.9970703125, "text": "\"ciudad de Taip\u00e9i\" se refiere a la ciudad", "probability": 0.0273590087890625 }, { "start_logit": -1.4609375, "end_logit": -1.603515625, "text": "ciudad de Taip\u00e9i", "probability": 0.0259552001953125 }, { "start_logit": -1.26953125, "end_logit": -1.8056640625, "text": "Taip\u00e9i", "probability": 0.02569580078125 }, { "start_logit": -1.26953125, "end_logit": -1.8388671875, "text": "Taip\u00e9i\" se refiere al conjunto del \u00e1rea metropolitana, mientras que la \"ciudad de Taip\u00e9i\" se", "probability": 0.024810791015625 }, { "start_logit": -1.537109375, "end_logit": -1.603515625, "text": "\"Taip\u00e9i\" se refiere al conjunto del \u00e1rea metropolitana, mientras que la \"ciudad de Taip\u00e9i", 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de extrema derecha[1]\u200b[2]\u200b que se desempe\u00f1a como consejero superior del presidente de los Estados Unidos para el presidente Donald Trump", "probability": 0.010467529296875 }, { "start_logit": 5.46875, "end_logit": 2.64453125, "text": "Santa M\u00f3nica, California;", "probability": 0.00983428955078125 }, { "start_logit": 3.232421875, "end_logit": 4.875, "text": "M\u00f3nica", "probability": 0.00983428955078125 }, { "start_logit": 1.833984375, "end_logit": 6.0703125, "text": "(Santa M\u00f3nica, California", "probability": 0.008026123046875 }, { "start_logit": 5.46875, "end_logit": 2.431640625, "text": "Santa M\u00f3nica, California; 23 de agosto de 1985) es", "probability": 0.00795745849609375 } ], "bcdf747bd023c7460c7141f032ccda4f885299a0": [ { "start_logit": 3.857421875, "end_logit": 4.40234375, "text": "del 12.3", "probability": 0.1846923828125 }, { "start_logit": 3.857421875, "end_logit": 4.23828125, "text": "del 12.3%", "probability": 0.15673828125 }, { "start_logit": 3.2109375, "end_logit": 4.40234375, "text": "Alrededor del 12.3", "probability": 0.096923828125 }, { "start_logit": 3.2109375, "end_logit": 4.23828125, "text": "Alrededor del 12.3%", "probability": 0.082275390625 }, { "start_logit": 2.9921875, "end_logit": 4.40234375, "text": "12.3", "probability": 0.07794189453125 }, { "start_logit": 2.9921875, "end_logit": 4.23828125, "text": "12.3%", "probability": 0.06610107421875 }, { "start_logit": 3.857421875, "end_logit": 3.044921875, "text": "del 12", "probability": 0.047607421875 }, { "start_logit": 3.857421875, "end_logit": 2.943359375, "text": "del 12.3% de", "probability": 0.04302978515625 }, { "start_logit": 3.857421875, "end_logit": 2.6015625, "text": "del 12.", "probability": 0.0306243896484375 }, { "start_logit": 3.857421875, "end_logit": 2.56640625, "text": "del", "probability": 0.029449462890625 }, { "start_logit": 3.857421875, "end_logit": 2.5, "text": "del 12.3% de la poblaci\u00f3n", "probability": 0.0276641845703125 }, { "start_logit": 3.2109375, "end_logit": 3.044921875, "text": "Alrededor del 12", "probability": 0.0250091552734375 }, { "start_logit": 3.2109375, "end_logit": 2.943359375, "text": "Alrededor del 12.3% de", "probability": 0.0225830078125 }, { "start_logit": 2.9921875, "end_logit": 3.044921875, "text": "12", "probability": 0.0200958251953125 }, { "start_logit": 2.9921875, "end_logit": 2.943359375, "text": "12.3% de", "probability": 0.0181427001953125 }, { "start_logit": 3.2109375, "end_logit": 2.6015625, "text": "Alrededor del 12.", "probability": 0.0160064697265625 }, { "start_logit": 3.2109375, "end_logit": 2.56640625, "text": "Alrededor del", "probability": 0.0154571533203125 }, { "start_logit": 3.2109375, "end_logit": 2.5, "text": "Alrededor del 12.3% de la poblaci\u00f3n", "probability": 0.01446533203125 }, { "start_logit": 2.9921875, "end_logit": 2.6015625, "text": "12.", "probability": 0.0128631591796875 }, { "start_logit": 3.857421875, "end_logit": 1.705078125, "text": "del 12.3% de la poblaci\u00f3n estaba", "probability": 0.0124664306640625 } ], "b7d51d2bd9c2131832c95ed55e1755bd13072f9d": [ { "start_logit": 3.70703125, "end_logit": 5.40625, "text": "US$900", "probability": 0.27490234375 }, { "start_logit": 3.1953125, "end_logit": 5.40625, "text": "aproximadamente US$900", "probability": 0.1654052734375 }, { "start_logit": 3.70703125, "end_logit": 4.546875, "text": "US$900 en pa\u00edses de bajos ingresos, US$3.000 en pa\u00edses de ingresos medios y US$30.000 USD", "probability": 0.1163330078125 }, { "start_logit": 3.1953125, "end_logit": 4.546875, "text": "aproximadamente US$900 en pa\u00edses de bajos ingresos, US$3.000 en pa\u00edses de ingresos medios y US$30.000 USD", "probability": 0.070068359375 }, { "start_logit": 2.103515625, "end_logit": 5.40625, "text": "cuesta aproximadamente US$900", "probability": 0.055389404296875 }, { "start_logit": 3.70703125, "end_logit": 3.673828125, "text": "US$900 en", "probability": 0.04888916015625 }, { "start_logit": 3.1953125, "end_logit": 3.673828125, "text": "aproximadamente US$900 en", "probability": 0.0291900634765625 }, { "start_logit": 3.70703125, "end_logit": 3.10546875, "text": "US$900 en pa\u00edses de bajos ingresos", "probability": 0.02764892578125 }, { "start_logit": 3.70703125, "end_logit": 3.037109375, "text": "US$900 en pa\u00edses de bajos ingresos, US$3.000", "probability": 0.0257720947265625 }, { "start_logit": 1.2568359375, "end_logit": 5.40625, "text": "$900", "probability": 0.0238189697265625 }, { "start_logit": 2.103515625, "end_logit": 4.546875, "text": "cuesta aproximadamente US$900 en pa\u00edses de bajos ingresos, US$3.000 en pa\u00edses de ingresos medios y US$30.000 USD", "probability": 0.0234527587890625 }, { "start_logit": 3.70703125, "end_logit": 2.767578125, "text": "US$900 en pa\u00edses de bajos ingresos, US$3.000 en pa\u00edses de ingresos medios y US$30.000", "probability": 0.0197601318359375 }, { "start_logit": 1.8857421875, "end_logit": 4.546875, "text": "US$30.000 USD", "probability": 0.0189208984375 }, { "start_logit": 3.1953125, "end_logit": 3.10546875, "text": "aproximadamente US$900 en pa\u00edses de bajos ingresos", "probability": 0.016571044921875 }, { "start_logit": 3.70703125, "end_logit": 2.544921875, "text": "US$900 en pa\u00edses de bajos ingresos, US$3.000 en pa\u00edses de ingresos medios y US$30.000 USD en", "probability": 0.0157470703125 }, { "start_logit": 3.1953125, "end_logit": 3.037109375, "text": "aproximadamente US$900 en pa\u00edses de bajos ingresos, US$3.000", "probability": 0.01551055908203125 }, { "start_logit": 0.70458984375, "end_logit": 5.40625, "text": "seis meses de tratamiento cuesta aproximadamente US$900", "probability": 0.01367950439453125 }, { "start_logit": 1.5537109375, "end_logit": 4.546875, "text": "US$3.000 en pa\u00edses de ingresos medios y US$30.000 USD", "probability": 0.013580322265625 }, { "start_logit": 3.70703125, "end_logit": 2.33984375, "text": "US$900 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"text": "devanagari: \u092e\u093e\u0924\u093e \u0905\u092e\u0943\u0924\u093e\u0928\u0928\u094d\u200d\u0926\u092e\u092f\u0940), tambi\u00e9n conocida por sus seguidores como Madre", "probability": 0.06195068359375 }, { "start_logit": 1.2763671875, "end_logit": 0.60791015625, "text": "escritura devanagari: \u092e\u093e\u0924\u093e \u0905\u092e\u0943\u0924\u093e\u0928\u0928\u094d\u200d\u0926\u092e\u092f\u0940), tambi\u00e9n", "probability": 0.0606689453125 }, { "start_logit": 0.53369140625, "end_logit": 1.2890625, "text": "devanagari", "probability": 0.056976318359375 }, { "start_logit": 1.2763671875, "end_logit": 0.4892578125, "text": "escritura devanagari: \u092e\u093e\u0924\u093e \u0905\u092e\u0943\u0924\u093e\u0928\u0928\u094d\u200d\u0926\u092e\u092f\u0940), tambi\u00e9n conocida por sus seguidores como Madre (Amma", "probability": 0.0538330078125 }, { "start_logit": 0.67578125, "end_logit": 0.88232421875, "text": "Mata Amritanandamayi Devi (en escritura devanagari: \u092e\u093e\u0924\u093e \u0905\u092e\u0943\u0924\u093e\u0928\u0928\u094d\u200d\u0926\u092e\u092f\u0940", "probability": 0.04376220703125 }, { "start_logit": 1.2763671875, "end_logit": 0.17333984375, "text": "escritura", "probability": 0.03924560546875 }, { "start_logit": 0.53369140625, "end_logit": 0.88232421875, "text": "devanagari: \u092e\u093e\u0924\u093e \u0905\u092e\u0943\u0924\u093e\u0928\u0928\u094d\u200d\u0926\u092e\u092f\u0940", "probability": 0.037933349609375 }, { "start_logit": 0.67578125, "end_logit": 0.71337890625, "text": "Mata Amritanandamayi", "probability": 0.03692626953125 }, { "start_logit": 0.67578125, "end_logit": 0.60791015625, "text": "Mata Amritanandamayi Devi (en escritura devanagari: \u092e\u093e\u0924\u093e \u0905\u092e\u0943\u0924\u093e\u0928\u0928\u094d\u200d\u0926\u092e\u092f\u0940), tambi\u00e9n", "probability": 0.033233642578125 }, { "start_logit": 0.53369140625, "end_logit": 0.60791015625, "text": "devanagari: \u092e\u093e\u0924\u093e \u0905\u092e\u0943\u0924\u093e\u0928\u0928\u094d\u200d\u0926\u092e\u092f\u0940), tambi\u00e9n", "probability": 0.028839111328125 }, { "start_logit": -0.245361328125, "end_logit": 1.373046875, "text": "Madre", "probability": 0.0284576416015625 }, { "start_logit": 1.2763671875, "end_logit": -0.1627197265625, "text": "escritura devanagari:", "probability": 0.028045654296875 }, { "start_logit": 1.2763671875, "end_logit": -0.25146484375, "text": "escritura devanagari: \u092e\u093e\u0924\u093e \u0905\u092e\u0943\u0924\u093e\u0928\u0928\u094d\u200d\u0926\u092e\u092f\u0940), tambi\u00e9n conocida por sus seguidores", "probability": 0.0256805419921875 }, { "start_logit": 0.53369140625, "end_logit": 0.4892578125, "text": "devanagari: \u092e\u093e\u0924\u093e \u0905\u092e\u0943\u0924\u093e\u0928\u0928\u094d\u200d\u0926\u092e\u092f\u0940), tambi\u00e9n conocida por sus seguidores como Madre (Amma", "probability": 0.0256195068359375 }, { "start_logit": 0.67578125, "end_logit": 0.19287109375, "text": "Mata Amritanandamayi Devi", "probability": 0.0219573974609375 }, { "start_logit": 0.67578125, "end_logit": 0.17333984375, "text": "Mata Amritanandamayi Devi (en escritura", "probability": 0.02154541015625 } ], "742b5767c20847ad565ecfa0b87b504fa373c981": [ { "start_logit": 3.03515625, "end_logit": 4.17578125, "text": "PowerPC y Mac con tecnolog\u00eda Intel", "probability": 0.350830078125 }, { "start_logit": 3.03515625, "end_logit": 3.056640625, "text": "PowerPC y Mac", "probability": 0.11480712890625 }, { "start_logit": 3.03515625, "end_logit": 2.5625, "text": "PowerPC y Mac con tecnolog\u00eda Intel, como", "probability": 0.06988525390625 }, { "start_logit": 3.03515625, "end_logit": 2.4453125, "text": "PowerPC y Mac con tecnolog\u00eda", "probability": 0.06219482421875 }, { "start_logit": 1.2412109375, "end_logit": 4.17578125, "text": "tecnolog\u00eda Intel", "probability": 0.058441162109375 }, { "start_logit": 3.03515625, "end_logit": 2.203125, "text": "PowerPC y Mac con 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