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Las", "probability": 0.042510986328125 }, { "start_logit": -4.109375, "end_logit": -4.703125, "text": "vasos del xilema. Las", "probability": 0.03839111328125 }, { "start_logit": -4.0078125, "end_logit": -4.84375, "text": "angiospermas tambi\u00e9n tienen vasos del xilema. Las c\u00e9lulas", "probability": 0.03692626953125 }, { "start_logit": -4.0078125, "end_logit": -4.91015625, "text": "angiospermas tambi\u00e9n tienen vasos del xile", "probability": 0.034423828125 }, { "start_logit": -4.109375, "end_logit": -4.84375, "text": "vasos del xilema. 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Las", "probability": 0.0255584716796875 }, { "start_logit": -4.109375, "end_logit": -5.1796875, "text": "vasos del xilema. Las c\u00e9lulas del recipiente", "probability": 0.023834228515625 }, { "start_logit": -4.0078125, "end_logit": -5.3046875, "text": "angiospermas tambi\u00e9n tienen vasos del", "probability": 0.023284912109375 } ], "18a5c05701b7359fcd32a379b2ac4a9a5d7544de": [ { "start_logit": 3.33984375, "end_logit": 2.591796875, "text": "vasculares o traqueofitas", "probability": 0.197265625 }, { "start_logit": 3.33984375, "end_logit": 2.396484375, "text": "vasculares", "probability": 0.1622314453125 }, { "start_logit": 2.666015625, "end_logit": 2.591796875, "text": "plantas vasculares o traqueofitas", "probability": 0.1007080078125 }, { "start_logit": 2.564453125, "end_logit": 2.591796875, "text": "las plantas vasculares o traqueofitas", "probability": 0.09100341796875 }, { "start_logit": 2.666015625, "end_logit": 2.396484375, "text": "plantas vasculares", "probability": 0.0828857421875 }, { "start_logit": 2.564453125, "end_logit": 2.396484375, "text": "las plantas vasculares", "probability": 0.07489013671875 }, { "start_logit": 3.33984375, "end_logit": 1.4423828125, "text": "vasculares o traqueofitas. Las", "probability": 0.06256103515625 }, { "start_logit": 2.666015625, "end_logit": 1.4423828125, "text": "plantas vasculares o traqueofitas. Las", "probability": 0.031951904296875 }, { "start_logit": 2.564453125, "end_logit": 1.4423828125, "text": "las plantas vasculares o traqueofitas. Las", "probability": 0.02886962890625 }, { "start_logit": 3.33984375, "end_logit": 0.56201171875, "text": "vasculares o traqueofitas. Las tra", "probability": 0.025970458984375 }, { "start_logit": 0.94140625, "end_logit": 2.591796875, "text": "culares o traqueofitas", "probability": 0.0179595947265625 }, { "start_logit": 3.33984375, "end_logit": 0.0389404296875, "text": "vasculares o tra", "probability": 0.015380859375 }, { "start_logit": 3.33984375, "end_logit": 0.03814697265625, "text": "vasculares o traqueofitas.", "probability": 0.015380859375 }, { "start_logit": 0.94140625, "end_logit": 2.396484375, "text": "culares", "probability": 0.0147705078125 }, { "start_logit": 0.7197265625, "end_logit": 2.591796875, "text": "a las plantas vasculares o traqueofitas", "probability": 0.01439666748046875 }, { "start_logit": 3.33984375, "end_logit": -0.08184814453125, "text": "vas", "probability": 0.013641357421875 }, { "start_logit": 2.666015625, "end_logit": 0.56201171875, "text": "plantas vasculares o traqueofitas. Las tra", "probability": 0.01324462890625 }, { "start_logit": 3.33984375, "end_logit": -0.12164306640625, "text": "vasculares o traqueof", "probability": 0.0131072998046875 }, { "start_logit": 2.564453125, "end_logit": 0.56201171875, "text": "las plantas vasculares o traqueofitas. Las tra", "probability": 0.011962890625 }, { "start_logit": 0.7197265625, "end_logit": 2.396484375, "text": "a las plantas vasculares", "probability": 0.01184844970703125 } ], "694ce8b90f6854bcd6c3a505767df90f8b659d06": [ { "start_logit": 2.419921875, "end_logit": 2.599609375, "text": "un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", "probability": 0.288330078125 }, { "start_logit": 2.228515625, "end_logit": 2.599609375, "text": "tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", "probability": 0.2381591796875 }, { "start_logit": 1.5185546875, "end_logit": 2.599609375, "text": "los musgo espor\u00f3fitos tienen un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", "probability": 0.116943359375 }, { "start_logit": 2.419921875, "end_logit": 1.009765625, "text": "un tejido m\u00e1s simple", "probability": 0.058837890625 }, { "start_logit": 2.228515625, "end_logit": 1.009765625, "text": "tejido m\u00e1s simple", "probability": 0.048583984375 }, { "start_logit": 0.5908203125, "end_logit": 2.599609375, "text": "musgo espor\u00f3fitos tienen un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", "probability": 0.04638671875 }, { "start_logit": 1.5185546875, "end_logit": 1.009765625, "text": "los musgo espor\u00f3fitos tienen un tejido m\u00e1s simple", "probability": 0.0238494873046875 }, { "start_logit": -0.277099609375, "end_logit": 2.599609375, "text": "funci\u00f3n an\u00e1loga", "probability": 0.019439697265625 }, { "start_logit": 2.419921875, "end_logit": -0.145263671875, "text": "un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga conocida", "probability": 0.0185546875 }, { "start_logit": 2.419921875, "end_logit": -0.267822265625, "text": "un tejido m\u00e1s simple con funci\u00f3n", "probability": 0.0164031982421875 }, { "start_logit": 2.228515625, "end_logit": -0.145263671875, "text": "tejido m\u00e1s simple con funci\u00f3n an\u00e1loga conocida", "probability": 0.01531982421875 }, { "start_logit": -0.52294921875, "end_logit": 2.599609375, "text": "tienen un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", "probability": 0.01519012451171875 }, { "start_logit": -0.52978515625, "end_logit": 2.599609375, "text": "pero los musgo espor\u00f3fitos tienen un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", "probability": 0.015106201171875 }, { "start_logit": 1.5185546875, "end_logit": 0.54296875, "text": "los musgo espor\u00f3fitos", "probability": 0.01499176025390625 }, { "start_logit": 2.228515625, "end_logit": -0.267822265625, "text": "tejido m\u00e1s simple con funci\u00f3n", "probability": 0.0135498046875 }, { "start_logit": 2.419921875, "end_logit": -0.5498046875, "text": "un tejido", "probability": 0.0123748779296875 }, { "start_logit": 2.228515625, "end_logit": -0.5498046875, "text": "tejido", "probability": 0.010223388671875 }, { "start_logit": 0.5908203125, "end_logit": 1.009765625, "text": "musgo espor\u00f3fitos tienen un tejido m\u00e1s simple", "probability": 0.00945281982421875 }, { "start_logit": -1.0126953125, "end_logit": 2.599609375, "text": "itos tienen un tejido m\u00e1s simple con funci\u00f3n an\u00e1loga", "probability": 0.009307861328125 }, { "start_logit": 2.419921875, "end_logit": -0.88330078125, "text": "un tejido m\u00e1s simple con funci\u00f3n an\u00e1", "probability": 0.0088653564453125 } ], "25be1db3766bfbb5f64b3a8f4bf4af57470eb651": [ { "start_logit": 4.56640625, "end_logit": 4.73046875, "text": "sintetizar la cutina", "probability": 0.5556640625 }, { "start_logit": 2.93359375, "end_logit": 4.73046875, "text": "para sintetizar la cutina", "probability": 0.10858154296875 }, { "start_logit": 4.56640625, "end_logit": 2.369140625, "text": "sintetizar la cu", "probability": 0.052490234375 }, { "start_logit": 4.56640625, "end_logit": 2.17578125, "text": "sintetizar la cutina.", "probability": 0.043182373046875 }, { "start_logit": 4.56640625, "end_logit": 2.029296875, "text": "sintetizar la cutina.[4", "probability": 0.0372314453125 }, { "start_logit": 4.56640625, "end_logit": 2.021484375, "text": "sintetizar", "probability": 0.03692626953125 }, { "start_logit": 1.458984375, "end_logit": 4.73046875, "text": "tizar la cutina", "probability": 0.0247955322265625 }, { "start_logit": 4.56640625, "end_logit": 1.61328125, "text": "sintetizar la", "probability": 0.02459716796875 }, { "start_logit": 4.56640625, "end_logit": 1.3720703125, "text": "sintetizar la cutina.[4]", "probability": 0.019317626953125 }, { "start_logit": 4.56640625, "end_logit": 1.318359375, "text": "sintetizar la cutina.[4]\u200b En", "probability": 0.018280029296875 }, { "start_logit": 0.58154296875, "end_logit": 4.73046875, "text": "capacidad bioqu\u00edmica para sintetizar la cutina", "probability": 0.01033782958984375 }, { "start_logit": 2.93359375, "end_logit": 2.369140625, "text": "para sintetizar la cu", "probability": 0.01026153564453125 }, { "start_logit": 0.477783203125, "end_logit": 4.73046875, "text": "qu\u00edmica para sintetizar la cutina", "probability": 0.00930023193359375 }, { "start_logit": 4.56640625, "end_logit": 0.61767578125, "text": "sintetizar la cutina.[", "probability": 0.00908660888671875 }, { "start_logit": 2.93359375, "end_logit": 2.17578125, "text": "para sintetizar la cutina.", "probability": 0.0084381103515625 }, { "start_logit": 2.93359375, "end_logit": 2.029296875, "text": "para sintetizar la cutina.[4", "probability": 0.007274627685546875 }, { "start_logit": 2.93359375, "end_logit": 2.021484375, "text": "para sintetizar", "probability": 0.007213592529296875 }, { "start_logit": 0.06231689453125, "end_logit": 4.73046875, "text": "la capacidad bioqu\u00edmica para sintetizar la cutina", "probability": 0.006145477294921875 }, { "start_logit": 0.03631591796875, "end_logit": 4.73046875, "text": "la cutina", "probability": 0.0059814453125 }, { "start_logit": 4.56640625, "end_logit": -0.004306793212890625, "text": "sinte", "probability": 0.0048828125 } ], "6078412ee59f6230db8a93ff2b1d64893aedbaee": [ { "start_logit": 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4.80859375, "end_logit": 4.85546875, "text": "medicina forense", "probability": 0.595703125 }, { "start_logit": 2.916015625, "end_logit": 4.85546875, "text": "en medicina forense", "probability": 0.0899658203125 }, { "start_logit": 2.662109375, "end_logit": 4.85546875, "text": "com\u00fanmente en medicina forense", "probability": 0.0694580078125 }, { "start_logit": 4.80859375, "end_logit": 2.5859375, "text": "medicina forense, pero", "probability": 0.061553955078125 }, { "start_logit": 2.046875, "end_logit": 4.85546875, "text": "es usada com\u00fanmente en medicina forense", "probability": 0.037628173828125 }, { "start_logit": 1.75390625, "end_logit": 4.85546875, "text": "usada com\u00fanmente en medicina forense", "probability": 0.0280914306640625 }, { "start_logit": 4.80859375, "end_logit": 1.6875, "text": "medicina forense, pero ahora", "probability": 0.0250701904296875 }, { "start_logit": 4.80859375, "end_logit": 1.359375, "text": "medicina forense,", "probability": 0.01806640625 }, { "start_logit": 1.1943359375, "end_logit": 4.85546875, "text": "forense", "probability": 0.0160675048828125 }, { "start_logit": 2.916015625, "end_logit": 2.5859375, "text": "en medicina forense, pero", "probability": 0.00925445556640625 }, { "start_logit": 2.662109375, "end_logit": 2.5859375, "text": "com\u00fanmente en medicina forense, pero", "probability": 0.007213592529296875 }, { "start_logit": 4.80859375, "end_logit": 0.3369140625, "text": "medicina", "probability": 0.006488800048828125 }, { "start_logit": 0.280029296875, "end_logit": 4.85546875, "text": ": es usada com\u00fanmente en medicina forense", "probability": 0.006439208984375 }, { "start_logit": 4.80859375, "end_logit": 0.2158203125, "text": "medicina forense, pero ahora tambi\u00e9n es parte del proceso de diagn\u00f3stico de muchos des\u00f3rdenes", "probability": 0.005748748779296875 }, { "start_logit": 0.1461181640625, "end_logit": 4.85546875, "text": "cantidades muy peque\u00f1as de sangre: es usada com\u00fanmente en medicina forense", "probability": 0.005619049072265625 }, { "start_logit": -0.195556640625, "end_logit": 4.85546875, "text": "sangre: es usada com\u00fanmente en medicina forense", "probability": 0.003997802734375 }, { "start_logit": 2.046875, "end_logit": 2.5859375, "text": "es usada com\u00fanmente en medicina forense, pero", "probability": 0.0038909912109375 }, { "start_logit": 2.916015625, "end_logit": 1.6875, "text": "en medicina forense, pero ahora", "probability": 0.0037708282470703125 }, { "start_logit": 2.662109375, "end_logit": 1.6875, "text": "com\u00fanmente en medicina forense, pero ahora", "probability": 0.0029354095458984375 }, { "start_logit": 1.75390625, "end_logit": 2.5859375, "text": "usada com\u00fanmente en medicina forense, pero", "probability": 0.0029010772705078125 } ], "cfd04e877945e051cbf85302d65b90ff88383f00": [ { "start_logit": 3.31640625, "end_logit": 4.2890625, "text": "una tasa de emisi\u00f3n de 30 im\u00e1genes por segundo", "probability": 0.440673828125 }, { "start_logit": 3.640625, "end_logit": 2.330078125, "text": "modular en frecuencia la portadora del audio", "probability": 0.08575439453125 }, { "start_logit": 1.583984375, "end_logit": 4.2890625, "text": "tasa de emisi\u00f3n de 30 im\u00e1genes por segundo", "probability": 0.078125 }, { "start_logit": 1.36328125, "end_logit": 4.2890625, "text": "recomend\u00f3 una tasa de emisi\u00f3n de 30 im\u00e1genes por segundo", "probability": 0.0625 }, { "start_logit": 1.2265625, "end_logit": 4.2890625, "text": "La norma recomend\u00f3 una tasa de emisi\u00f3n de 30 im\u00e1genes por segundo", "probability": 0.05450439453125 }, { "start_logit": 3.31640625, "end_logit": 2.162109375, "text": "una tasa de emisi\u00f3n de 30 im\u00e1genes por segundo, consis", "probability": 0.05242919921875 }, { "start_logit": 1.0283203125, "end_logit": 4.2890625, "text": "norma recomend\u00f3 una tasa de emisi\u00f3n de 30 im\u00e1genes por segundo", "probability": 0.044677734375 }, { "start_logit": 3.31640625, "end_logit": 1.8466796875, "text": "una tasa de emisi\u00f3n de 30 im\u00e1genes", "probability": 0.038360595703125 }, { "start_logit": 3.640625, "end_logit": 1.4228515625, "text": "modular en frecuencia la portadora", "probability": 0.034637451171875 }, { "start_logit": 3.31640625, "end_logit": 1.1435546875, "text": "una tasa de emisi\u00f3n de 30 im\u00e1genes por segundo,", "probability": 0.01898193359375 }, { "start_logit": 3.31640625, "end_logit": 0.8056640625, "text": "una tasa de emisi\u00f3n de 30 im\u00e1genes por", "probability": 0.01351165771484375 }, { "start_logit": 3.31640625, "end_logit": 0.6416015625, "text": "una tasa de emisi\u00f3n de 30", "probability": 0.01146697998046875 }, { "start_logit": 3.31640625, "end_logit": 0.55615234375, "text": "una tasa de emisi\u00f3n de 30 im\u00e1genes por segundo, consistiendo", "probability": 0.01055145263671875 }, { "start_logit": 1.583984375, "end_logit": 2.162109375, "text": "tasa de emisi\u00f3n de 30 im\u00e1genes por segundo, consis", "probability": 0.0092926025390625 }, { "start_logit": 3.640625, "end_logit": 0.018157958984375, "text": "modular en frecuencia la portadora del", "probability": 0.00850677490234375 }, { "start_logit": 3.31640625, "end_logit": 0.304443359375, "text": "una tasa de emisi\u00f3n", "probability": 0.0081939697265625 }, { "start_logit": -0.74267578125, "end_logit": 4.2890625, "text": "30 im\u00e1genes por segundo", "probability": 0.007610321044921875 }, { "start_logit": 1.36328125, "end_logit": 2.162109375, "text": "recomend\u00f3 una tasa de emisi\u00f3n de 30 im\u00e1genes por segundo, consis", "probability": 0.0074615478515625 }, { "start_logit": 1.583984375, "end_logit": 1.8466796875, "text": "tasa de emisi\u00f3n de 30 im\u00e1genes", "probability": 0.006771087646484375 }, { "start_logit": 1.2265625, "end_logit": 2.162109375, "text": "La norma recomend\u00f3 una tasa de emisi\u00f3n de 30 im\u00e1genes por segundo, consis", "probability": 0.0064849853515625 } ], "3ff87caab3a10f2ab296c432985a769bdece26b6": [ { "start_logit": 3.619140625, "end_logit": 4.125, "text": "sincronizaci\u00f3n y el retorno vertical", "probability": 0.34423828125 }, { "start_logit": 3.40234375, "end_logit": 4.125, "text": "la sincronizaci\u00f3n y el retorno vertical", "probability": 0.27783203125 }, { "start_logit": 2.162109375, "end_logit": 4.125, "text": "para la sincronizaci\u00f3n y el retorno vertical", "probability": 0.08050537109375 }, { "start_logit": 3.619140625, "end_logit": 2.259765625, "text": "sincronizaci\u00f3n y el retorno", "probability": 0.053436279296875 }, { "start_logit": 3.40234375, "end_logit": 2.259765625, "text": "la sincronizaci\u00f3n y el retorno", "probability": 0.0430908203125 }, { "start_logit": 3.619140625, "end_logit": 1.69140625, "text": "sincronizaci\u00f3n y el retorno vertical. Este", "probability": 0.0303192138671875 }, { "start_logit": 3.40234375, "end_logit": 1.69140625, "text": "la sincronizaci\u00f3n y el retorno vertical. Este", "probability": 0.02435302734375 }, { "start_logit": 3.619140625, "end_logit": 1.2392578125, "text": "sincronizaci\u00f3n y el", "probability": 0.0192718505859375 }, { "start_logit": 3.619140625, "end_logit": 1.2138671875, "text": "sincronizaci\u00f3n", "probability": 0.0187530517578125 }, { "start_logit": 3.40234375, "end_logit": 1.2392578125, "text": "la sincronizaci\u00f3n y el", "probability": 0.0154876708984375 }, { "start_logit": 3.40234375, "end_logit": 1.2138671875, "text": "la sincronizaci\u00f3n", "probability": 0.01512908935546875 }, { "start_logit": 2.162109375, "end_logit": 2.259765625, "text": "para la sincronizaci\u00f3n y el retorno", "probability": 0.01244354248046875 }, { "start_logit": 0.18408203125, "end_logit": 4.125, "text": "retorno vertical", "probability": 0.0111083984375 }, { "start_logit": 0.0670166015625, "end_logit": 4.125, "text": "el retorno vertical", "probability": 0.00988006591796875 }, { "start_logit": 3.619140625, "end_logit": 0.5517578125, "text": "sincronizaci\u00f3n y el retorno vertical.", "probability": 0.00969696044921875 }, { "start_logit": 0.0391845703125, "end_logit": 4.125, "text": "utiliza para la sincronizaci\u00f3n y el retorno vertical", "probability": 0.009613037109375 }, { "start_logit": 3.40234375, "end_logit": 0.5517578125, "text": "la sincronizaci\u00f3n y el retorno vertical.", "probability": 0.007785797119140625 }, { "start_logit": 2.162109375, "end_logit": 1.69140625, "text": "para la sincronizaci\u00f3n y el retorno vertical. Este", "probability": 0.007049560546875 }, { "start_logit": 3.619140625, "end_logit": 0.00018715858459472656, "text": "sincronizaci\u00f3n y", "probability": 0.005565643310546875 }, { "start_logit": 3.619140625, "end_logit": -0.189453125, "text": "sincronizaci\u00f3n y el retorno vertical. Este intervalo fue dise\u00f1ado originalmente para dejar en blanco", "probability": 0.004611968994140625 } ], "04203425260fcd4cfddf76f0d7370073f8490912": [ { "start_logit": 1.5458984375, "end_logit": 1.767578125, "text": "525 l\u00edneas", "probability": 0.267822265625 }, { "start_logit": 1.5458984375, "end_logit": 1.2216796875, "text": "525", "probability": 0.1553955078125 }, { "start_logit": 1.5458984375, "end_logit": 0.7236328125, "text": "525 l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525 l\u00edneas", "probability": 0.0943603515625 }, { "start_logit": 1.5458984375, "end_logit": 0.496337890625, "text": "52", "probability": 0.07525634765625 }, { "start_logit": 1.5458984375, "end_logit": 0.1302490234375, "text": "525 l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525", "probability": 0.052093505859375 }, { "start_logit": -0.448486328125, "end_logit": 1.767578125, "text": "La cifra de 525 l\u00edneas", "probability": 0.036468505859375 }, { "start_logit": -0.451171875, "end_logit": 1.767578125, "text": "cifra de 525 l\u00edneas", "probability": 0.036376953125 }, { "start_logit": 0.486572265625, "end_logit": 0.7236328125, "text": "525 l\u00edneas", "probability": 0.032745361328125 }, { "start_logit": 0.421630859375, "end_logit": 0.7236328125, "text": "Una se\u00f1al de video de 525 l\u00edneas", "probability": 0.0306243896484375 }, { "start_logit": 1.5458984375, "end_logit": -0.48681640625, "text": "525 l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 52", "probability": 0.028106689453125 }, { "start_logit": -0.958984375, "end_logit": 1.767578125, "text": "5 l\u00edneas", "probability": 0.0218963623046875 }, { "start_logit": -0.96484375, "end_logit": 1.767578125, "text": "de 525 l\u00edneas", "probability": 0.0217742919921875 }, { "start_logit": -0.448486328125, "end_logit": 1.2216796875, "text": "La cifra de 525", "probability": 0.0211334228515625 }, { "start_logit": -0.451171875, "end_logit": 1.2216796875, "text": "cifra de 525", "probability": 0.02105712890625 }, { "start_logit": -1.0009765625, "end_logit": 1.767578125, "text": "l\u00edneas", "probability": 0.020965576171875 }, { "start_logit": 1.5458984375, "end_logit": -0.79296875, "text": "525 l\u00edneas fue", "probability": 0.020721435546875 }, { "start_logit": 0.486572265625, "end_logit": 0.1302490234375, "text": "525", "probability": 0.0180816650390625 }, { "start_logit": 0.421630859375, "end_logit": 0.1302490234375, "text": "Una se\u00f1al de video de 525", "probability": 0.0169219970703125 }, { "start_logit": 1.5458984375, "end_logit": -1.08203125, "text": "525 l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525 l\u00edneas y", "probability": 0.01552581787109375 }, { "start_logit": -0.448486328125, "end_logit": 0.7236328125, "text": "La cifra de 525 l\u00edneas fue elegida como consecuencia de las limitaciones de la utilizaci\u00f3n del espectro. Una se\u00f1al de video de 525 l\u00edneas", "probability": 0.012847900390625 } ], "adc328c0301ed7c78c5ae83964d4cb109a3ad7a8": [ { "start_logit": 5.015625, "end_logit": 4.98046875, "text": "59,94", "probability": 0.4638671875 }, { "start_logit": 3.880859375, "end_logit": 4.98046875, "text": "aproximadamente 59,94", "probability": 0.148193359375 }, { "start_logit": 5.015625, "end_logit": 3.3125, "text": "59,94 campos por segundo", "probability": 0.08709716796875 }, { "start_logit": 5.015625, "end_logit": 3.236328125, "text": "59,94 campos", "probability": 0.08062744140625 }, { "start_logit": 5.015625, "end_logit": 2.470703125, "text": "59,9", "probability": 0.0374755859375 }, { "start_logit": 3.880859375, "end_logit": 3.3125, "text": "aproximadamente 59,94 campos por segundo", "probability": 0.0280609130859375 }, { "start_logit": 3.880859375, "end_logit": 3.236328125, "text": "aproximadamente 59,94 campos", "probability": 0.0259552001953125 }, { "start_logit": 5.015625, "end_logit": 1.98046875, "text": "59,94 campos por segundo. Esto", "probability": 0.0229949951171875 }, { "start_logit": 1.4853515625, "end_logit": 4.98046875, "text": "obtiene aproximadamente 59,94", "probability": 0.01352691650390625 }, { "start_logit": 5.015625, "end_logit": 1.38671875, "text": "59,94 campos por", "probability": 0.01270294189453125 }, { "start_logit": 3.880859375, "end_logit": 2.470703125, "text": "aproximadamente 59,9", "probability": 0.0120697021484375 }, { "start_logit": 1.373046875, "end_logit": 4.98046875, "text": "4", "probability": 0.0120697021484375 }, { "start_logit": 1.1787109375, "end_logit": 4.98046875, "text": "94", "probability": 0.00997161865234375 }, { "start_logit": 1.146484375, "end_logit": 4.98046875, "text": "se obtiene aproximadamente 59,94", "probability": 0.00962066650390625 }, { "start_logit": 5.015625, "end_logit": 0.9208984375, "text": "59,94 campos por segundo.", "probability": 0.0079803466796875 }, { "start_logit": 3.880859375, "end_logit": 1.98046875, "text": "aproximadamente 59,94 campos por segundo. Esto", "probability": 0.007381439208984375 }, { "start_logit": 0.77587890625, "end_logit": 4.98046875, "text": ",94", "probability": 0.006664276123046875 }, { "start_logit": 5.015625, "end_logit": 0.51416015625, "text": "59", "probability": 0.005313873291015625 }, { "start_logit": 5.015625, "end_logit": 0.40869140625, "text": "59,", "probability": 0.00478363037109375 }, { "start_logit": 3.880859375, "end_logit": 1.38671875, "text": "aproximadamente 59,94 campos por", "probability": 0.004077911376953125 } ], "2ddedf0063f403a5c9782b7ec075a1ea3f2919e1": [ { "start_logit": 4.58984375, "end_logit": 4.09375, "text": "aproximadamente 20%", "probability": 0.1959228515625 }, { "start_logit": 4.48046875, "end_logit": 4.09375, "text": "de aproximadamente 20%", "probability": 0.175537109375 }, { "start_logit": 4.58984375, "end_logit": 3.62109375, "text": "aproximadamente 20", "probability": 0.12164306640625 }, { "start_logit": 4.48046875, "end_logit": 3.62109375, "text": "de aproximadamente 20", "probability": 0.1090087890625 }, { "start_logit": 4.58984375, "end_logit": 2.83984375, "text": "aproximadamente 20%. La", "probability": 0.0556640625 }, { "start_logit": 3.28515625, "end_logit": 4.09375, "text": "20%", "probability": 0.052947998046875 }, { "start_logit": 4.58984375, "end_logit": 2.75390625, "text": "aproximadamente", "probability": 0.051116943359375 }, { "start_logit": 4.48046875, "end_logit": 2.83984375, "text": "de aproximadamente 20%. La", "probability": 0.0499267578125 }, { "start_logit": 4.48046875, "end_logit": 2.75390625, "text": "de aproximadamente", "probability": 0.045806884765625 }, { "start_logit": 3.28515625, "end_logit": 3.62109375, "text": "20", "probability": 0.032989501953125 }, { "start_logit": 4.58984375, "end_logit": 1.845703125, "text": "aproximadamente 20%.", "probability": 0.0206451416015625 }, { "start_logit": 4.48046875, "end_logit": 1.845703125, "text": "de aproximadamente 20%.", "probability": 0.0185089111328125 }, { "start_logit": 4.48046875, "end_logit": 1.8154296875, "text": "de", "probability": 0.0179290771484375 }, { "start_logit": 3.28515625, "end_logit": 2.83984375, "text": "20%. La", "probability": 0.01509857177734375 }, { "start_logit": 1.3779296875, "end_logit": 4.09375, "text": "%", "probability": 0.00786590576171875 }, { "start_logit": 1.2392578125, "end_logit": 4.09375, "text": "es de aproximadamente 20%", "probability": 0.006832122802734375 }, { "start_logit": 4.58984375, "end_logit": 0.693359375, "text": "aproximadamente 20%. La neuro", "probability": 0.006496429443359375 }, { "start_logit": 4.48046875, "end_logit": 0.693359375, "text": "de aproximadamente 20%. La neuro", "probability": 0.00582122802734375 }, { "start_logit": 3.28515625, "end_logit": 1.845703125, "text": "20%.", "probability": 0.0055999755859375 }, { "start_logit": 1.2392578125, "end_logit": 3.62109375, "text": "es de aproximadamente 20", "probability": 0.0042572021484375 } ], "c4088f20982b7f50f6328ebca7baae00a507f426": [ { "start_logit": 1.5458984375, "end_logit": 1.1787109375, "text": "hiperglucemia", "probability": 0.6796875 }, { "start_logit": 1.5458984375, "end_logit": -1.02734375, "text": "hiperglucemia.", "probability": 0.07476806640625 }, { "start_logit": -1.13671875, "end_logit": 1.1787109375, "text": "glucemia", "probability": 0.046417236328125 }, { "start_logit": -1.2373046875, "end_logit": 1.1787109375, "text": "es hiperglucemia", "probability": 0.042022705078125 }, { "start_logit": -1.3447265625, "end_logit": 1.1787109375, "text": "amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. 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El factor de riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia.", "probability": 0.004169464111328125 }, { "start_logit": -3.978515625, "end_logit": 1.1787109375, "text": "riesgo principal para desarrollar neuropat\u00eda diab\u00e9tica es hiperglucemia", "probability": 0.0027141571044921875 }, { "start_logit": -4.0078125, "end_logit": 1.1787109375, "text": "de amputaci\u00f3n no-traum\u00e1tica de extremidades inferiores. 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"probability": 0.022552490234375 }, { "start_logit": 0.67236328125, "end_logit": -2.50390625, "text": "21 mm", "probability": 0.0207672119140625 }, { "start_logit": -0.427001953125, "end_logit": -1.4951171875, "text": "coordenadas 21 mm, 70", "probability": 0.0189971923828125 }, { "start_logit": -1.1787109375, "end_logit": -0.77197265625, "text": "las coordenadas 21 mm, 70 mm y separados", "probability": 0.0184478759765625 }, { "start_logit": 0.67236328125, "end_logit": -2.681640625, "text": "21 mm, 70 mm y separados por", "probability": 0.01739501953125 }, { "start_logit": -2.0078125, "end_logit": -0.059356689453125, "text": "en las coordenadas 21 mm, 70 mm y separados por 21 mm", "probability": 0.016448974609375 }, { "start_logit": -1.1787109375, "end_logit": -0.89404296875, "text": "las coordenadas 21 mm, 70 mm y separados por 21 mm.", "probability": 0.0163421630859375 }, { "start_logit": 0.67236328125, "end_logit": -2.869140625, "text": "21", "probability": 0.01442718505859375 }, { "start_logit": -0.427001953125, "end_logit": -1.9267578125, "text": "coordenadas 21 mm, 70 mm y separados por 21", "probability": 0.01233673095703125 } ], "f886466046a3c718efb0bfe9d25af4a3077fc10c": [ { "start_logit": 2.341796875, "end_logit": 2.111328125, "text": "5,000 d\u00f3lares", "probability": 0.50341796875 }, { "start_logit": 2.341796875, "end_logit": 0.81591796875, "text": "5,000", "probability": 0.137939453125 }, { "start_logit": 2.341796875, "end_logit": 0.68896484375, "text": "5,000 d\u00f3lares.", "probability": 0.1214599609375 }, { "start_logit": 0.481689453125, "end_logit": 2.111328125, "text": "con 5,000 d\u00f3lares", "probability": 0.07843017578125 }, { "start_logit": 2.341796875, "end_logit": -0.8447265625, "text": "5", "probability": 0.0261688232421875 }, { "start_logit": 2.341796875, "end_logit": -1.0029296875, "text": "5,", "probability": 0.0223846435546875 }, { "start_logit": 0.481689453125, "end_logit": 0.81591796875, "text": "con 5,000", "probability": 0.0214385986328125 }, { "start_logit": 0.481689453125, "end_logit": 0.68896484375, "text": "con 5,000 d\u00f3lares.", "probability": 0.0189056396484375 }, { "start_logit": -1.3642578125, "end_logit": 2.111328125, "text": "multado con 5,000 d\u00f3lares", "probability": 0.012359619140625 }, { "start_logit": -1.3701171875, "end_logit": 2.111328125, "text": "000 d\u00f3lares", "probability": 0.0123138427734375 }, { "start_logit": -1.6162109375, "end_logit": 2.111328125, "text": ",000 d\u00f3lares", "probability": 0.0096282958984375 }, { "start_logit": -1.869140625, "end_logit": 2.111328125, "text": "d\u00f3lares", "probability": 0.007465362548828125 }, { "start_logit": -2.177734375, "end_logit": 2.111328125, "text": "tado con 5,000 d\u00f3lares", "probability": 0.00548553466796875 }, { "start_logit": 0.481689453125, "end_logit": -0.8447265625, "text": "con 5", "probability": 0.0040740966796875 }, { "start_logit": 0.481689453125, "end_logit": -1.0029296875, "text": "con 5,", "probability": 0.00347137451171875 }, { "start_logit": -1.3642578125, "end_logit": 0.81591796875, "text": "multado con 5,000", "probability": 0.003391265869140625 }, { "start_logit": -1.3701171875, "end_logit": 0.81591796875, "text": "000", "probability": 0.0033664703369140625 }, { "start_logit": -1.3642578125, "end_logit": 0.68896484375, "text": "multado con 5,000 d\u00f3lares.", "probability": 0.00298309326171875 }, { "start_logit": -1.3701171875, "end_logit": 0.68896484375, "text": "000 d\u00f3lares.", "probability": 0.002971649169921875 }, { "start_logit": -1.6162109375, "end_logit": 0.81591796875, "text": ",000", "probability": 0.0026302337646484375 } ], "08ae2dcfe6fff36b6f0614591249b0bd6a742503": [ { "start_logit": 2.927734375, "end_logit": 3.1640625, "text": "1951 y 1958", "probability": 0.68017578125 }, { "start_logit": 1.2646484375, "end_logit": 3.1640625, "text": "1958", "probability": 0.1287841796875 }, { "start_logit": 0.58837890625, "end_logit": 3.1640625, "text": "en 1951 y 1958", "probability": 0.0654296875 }, { "start_logit": 2.927734375, "end_logit": 0.0306396484375, "text": "1951", "probability": 0.02960205078125 }, { "start_logit": -0.30419921875, "end_logit": 3.1640625, "text": "y 1958", "probability": 0.0268096923828125 }, { "start_logit": 2.927734375, "end_logit": -0.53271484375, "text": "1951 y 1958, la", "probability": 0.016845703125 }, { "start_logit": 2.927734375, "end_logit": -0.93896484375, "text": "1951 y 1958, la primera", "probability": 0.0112152099609375 }, { "start_logit": 2.927734375, "end_logit": -0.970703125, "text": "1951 y", "probability": 0.01087188720703125 }, { "start_logit": 2.927734375, "end_logit": -1.4033203125, "text": "1951 y 1958,", "probability": 0.007045745849609375 }, { "start_logit": -1.7919921875, "end_logit": 3.1640625, "text": ", en 1951 y 1958", "probability": 0.006046295166015625 }, { "start_logit": 1.2646484375, "end_logit": -0.53271484375, "text": "1958, la", "probability": 0.0031871795654296875 }, { "start_logit": 0.58837890625, "end_logit": 0.0306396484375, "text": "en 1951", "probability": 0.0028476715087890625 }, { "start_logit": -2.701171875, "end_logit": 3.1640625, "text": "aciones, en 1951 y 1958", "probability": 0.00243377685546875 }, { "start_logit": 1.2646484375, "end_logit": -0.93896484375, "text": "1958, la primera", "probability": 0.0021228790283203125 }, { "start_logit": 0.58837890625, "end_logit": -0.53271484375, "text": "en 1951 y 1958, la", "probability": 0.0016222000122070312 }, { "start_logit": 1.2646484375, "end_logit": -1.4033203125, "text": "1958,", "probability": 0.0013341903686523438 }, { "start_logit": 0.58837890625, "end_logit": -0.93896484375, "text": "en 1951 y 1958, la primera", "probability": 0.0010805130004882812 }, { "start_logit": 0.58837890625, "end_logit": -0.970703125, "text": "en 1951 y", "probability": 0.0010471343994140625 }, { "start_logit": 2.927734375, "end_logit": -3.537109375, "text": "1951 y 1958, la primera a 100:1 y la segunda a 1000:1", 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0.8681640625, "end_logit": 2.240234375, "text": "un nuevo \u0111\u1ed3ng con una tasa de cambio de 500:1", "probability": 0.048919677734375 }, { "start_logit": 0.8681640625, "end_logit": 2.06640625, "text": "un nuevo \u0111\u1ed3ng", "probability": 0.041015625 }, { "start_logit": 2.509765625, "end_logit": 0.4091796875, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con", "probability": 0.040374755859375 }, { "start_logit": 2.509765625, "end_logit": 0.2822265625, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa", "probability": 0.03564453125 }, { "start_logit": 2.509765625, "end_logit": -0.045806884765625, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio de 500", "probability": 0.0256805419921875 }, { "start_logit": 0.190673828125, "end_logit": 2.240234375, "text": "Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de 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"start_logit": 2.509765625, "end_logit": -0.5166015625, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111\u1ed3ng con una tasa de cambio", "probability": 0.0160064697265625 }, { "start_logit": 2.509765625, "end_logit": -0.54345703125, "text": "la moneda de Vietnam del Sur se sustituy\u00f3 por un nuevo \u0111", "probability": 0.01560211181640625 }, { "start_logit": -0.177978515625, "end_logit": 2.06640625, "text": "\u0111\u1ed3ng", "probability": 0.014434814453125 }, { "start_logit": -0.4296875, "end_logit": 2.240234375, "text": "500:1", "probability": 0.01334381103515625 } ], "74cb25955b06ba0075996202af60e003e4b816f5": [ { "start_logit": 5.3046875, "end_logit": 6.3046875, "text": "1953", "probability": 0.9482421875 }, { "start_logit": 5.3046875, "end_logit": 2.494140625, "text": "1953 se", "probability": 0.0209503173828125 }, { "start_logit": 1.3408203125, "end_logit": 6.3046875, "text": "En 1953", "probability": 0.0179901123046875 }, { "start_logit": 5.3046875, "end_logit": 1.611328125, "text": "1953 se emi", "probability": 0.0086669921875 }, { "start_logit": 5.3046875, "end_logit": -0.2259521484375, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975", "probability": 0.0013818740844726562 }, { "start_logit": 5.3046875, "end_logit": -0.3388671875, "text": "1953 se emitieron", "probability": 0.0012331008911132812 }, { "start_logit": 1.3408203125, "end_logit": 2.494140625, "text": "En 1953 se", "probability": 0.00039887428283691406 }, { "start_logit": 5.3046875, "end_logit": -1.572265625, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de", "probability": 0.00036025047302246094 }, { "start_logit": 5.3046875, "end_logit": -1.5859375, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre", "probability": 0.00035500526428222656 }, { "start_logit": 5.3046875, "end_logit": -2.1640625, "text": "1953 se emitieron billetes", "probability": 0.0001990795135498047 }, { "start_logit": 1.3408203125, "end_logit": 1.611328125, "text": "En 1953 se emi", "probability": 0.00016498565673828125 }, { "start_logit": 5.3046875, "end_logit": -2.578125, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975 tras", "probability": 0.0001316070556640625 }, { "start_logit": 0.095458984375, "end_logit": 2.494140625, "text": "se", "probability": 0.00011515617370605469 }, { "start_logit": 5.3046875, "end_logit": -2.791015625, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22", "probability": 0.00010651350021362305 }, { "start_logit": 5.3046875, "end_logit": -2.92578125, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de", "probability": 9.256601333618164e-05 }, { "start_logit": 0.095458984375, "end_logit": 1.611328125, "text": "se emi", "probability": 4.7326087951660156e-05 }, { "start_logit": 5.3046875, "end_logit": -3.751953125, "text": "1953 se emitieron billetes denominados", "probability": 4.076957702636719e-05 }, { "start_logit": 5.3046875, "end_logit": -3.994140625, "text": "1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El", "probability": 3.2007694244384766e-05 }, { "start_logit": 1.3408203125, "end_logit": -0.2259521484375, "text": "En 1953 se emitieron billetes denominados tanto en piastras como en \u0111\u1ed3ng. El 22 de septiembre de 1975", "probability": 2.6345252990722656e-05 }, { "start_logit": -0.5927734375, "end_logit": 1.611328125, "text": "emi", "probability": 2.378225326538086e-05 } ], "b8bf93b04462c540cb397ea26c0c5a09a4ce0bb1": [ { "start_logit": -1.7958984375, "end_logit": -0.52685546875, "text": "10 dong antiguos", "probability": 0.248779296875 }, { "start_logit": -2.021484375, "end_logit": -0.52685546875, "text": "valiendo 10 dong antiguos", "probability": 0.1983642578125 }, { "start_logit": -2.6875, "end_logit": -0.52685546875, "text": "iendo 10 dong antiguos", "probability": 0.1019287109375 }, { "start_logit": -2.853515625, "end_logit": -0.52685546875, "text": "dong antiguos", "probability": 0.0863037109375 }, { "start_logit": -3.59765625, "end_logit": -0.52685546875, "text": "El 14 de septiembre de 1985 el dong se revalu\u00f3, valiendo 10 dong antiguos", "probability": 0.040985107421875 }, { "start_logit": -3.62890625, "end_logit": -0.52685546875, "text": "14 de septiembre de 1985 el dong se revalu\u00f3, valiendo 10 dong antiguos", "probability": 0.039764404296875 }, { "start_logit": -3.857421875, "end_logit": -0.52685546875, "text": "antiguos", "probability": 0.031707763671875 }, { "start_logit": -3.90234375, "end_logit": -0.52685546875, "text": ", valiendo 10 dong antiguos", "probability": 0.0302276611328125 }, { "start_logit": -4.109375, "end_logit": -0.52685546875, "text": "1985 el dong se revalu\u00f3, valiendo 10 dong antiguos", "probability": 0.0245819091796875 }, { "start_logit": -4.18359375, "end_logit": -0.52685546875, "text": "el dong se revalu\u00f3, valiendo 10 dong antiguos", "probability": 0.0228271484375 }, { "start_logit": -4.2109375, "end_logit": -0.52685546875, "text": "g antiguos", "probability": 0.022216796875 }, { "start_logit": -1.7958984375, "end_logit": -3.09765625, "text": "10 dong", "probability": 0.0189971923828125 }, { "start_logit": -4.3671875, "end_logit": -0.52685546875, "text": "se revalu\u00f3, valiendo 10 dong antiguos", "probability": 0.0189971923828125 }, { "start_logit": -4.40625, "end_logit": -0.52685546875, "text": "revalu\u00f3, valiendo 10 dong antiguos", "probability": 0.0182647705078125 }, { "start_logit": -4.40625, "end_logit": -0.52685546875, "text": "septiembre de 1985 el dong se revalu\u00f3, valiendo 10 dong antiguos", "probability": 0.0182647705078125 }, { "start_logit": -1.7958984375, "end_logit": -3.146484375, "text": "10 dong antiguos. Con esta revaluaci\u00f3n empez\u00f3 un ciclo de inflaci\u00f3n cr\u00f3nica", "probability": 0.01812744140625 }, { "start_logit": -1.7958984375, "end_logit": -3.296875, "text": "10", "probability": 0.01556396484375 }, { "start_logit": -2.021484375, "end_logit": -3.09765625, "text": "valiendo 10 dong", "probability": 0.01520538330078125 }, { "start_logit": -4.61328125, "end_logit": -0.52685546875, "text": "alu\u00f3, valiendo 10 dong antiguos", "probability": 0.0148468017578125 }, { "start_logit": -2.021484375, "end_logit": -3.146484375, "text": "valiendo 10 dong antiguos. Con esta revaluaci\u00f3n empez\u00f3 un ciclo de inflaci\u00f3n cr\u00f3nica", "probability": 0.01445770263671875 } ], "c7d78142da87546dc101149ee735157857d46363": [ { "start_logit": 3.37109375, "end_logit": 3.59765625, "text": "inflaci\u00f3n", "probability": 0.272705078125 }, { "start_logit": 2.69921875, "end_logit": 3.59765625, "text": "Debido a la inflaci\u00f3n", "probability": 0.1392822265625 }, { "start_logit": 2.646484375, "end_logit": 3.59765625, "text": "la inflaci\u00f3n", "probability": 0.1318359375 }, { "start_logit": 3.37109375, "end_logit": 2.490234375, "text": "inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os", "probability": 0.08990478515625 }, { "start_logit": 2.69921875, "end_logit": 2.490234375, "text": "Debido a la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os", "probability": 0.045928955078125 }, { "start_logit": 2.66015625, "end_logit": 2.490234375, "text": "las monedas no circularon durante muchos a\u00f1os", "probability": 0.044158935546875 }, { "start_logit": 2.646484375, "end_logit": 2.490234375, "text": "la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os", "probability": 0.04364013671875 }, { "start_logit": 3.37109375, "end_logit": 1.7587890625, "text": "inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os. Desde", "probability": 0.043304443359375 }, { "start_logit": 1.3046875, "end_logit": 3.59765625, "text": "a la inflaci\u00f3n", "probability": 0.034515380859375 }, { "start_logit": 2.69921875, "end_logit": 1.7587890625, "text": "Debido a la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os. Desde", "probability": 0.0221099853515625 }, { "start_logit": 2.66015625, "end_logit": 1.7587890625, "text": "las monedas no circularon durante muchos a\u00f1os. Desde", "probability": 0.021270751953125 }, { "start_logit": 2.646484375, "end_logit": 1.7587890625, "text": "la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os. Desde", "probability": 0.0210113525390625 }, { "start_logit": 3.37109375, "end_logit": 0.96044921875, "text": "inflaci\u00f3n, las monedas no circularon", "probability": 0.0195159912109375 }, { "start_logit": 3.37109375, "end_logit": 0.5205078125, "text": "inflaci\u00f3n, las", "probability": 0.0125579833984375 }, { "start_logit": 1.3046875, "end_logit": 2.490234375, "text": "a la inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os", "probability": 0.01140594482421875 }, { "start_logit": 2.69921875, "end_logit": 0.96044921875, "text": "Debido a la inflaci\u00f3n, las monedas no circularon", "probability": 0.0099639892578125 }, { "start_logit": 3.37109375, "end_logit": 0.2734375, "text": "inflaci\u00f3n, las monedas no circularon durante muchos a\u00f1os.", "probability": 0.00981903076171875 }, { "start_logit": 2.66015625, "end_logit": 0.96044921875, "text": "las monedas no circularon", "probability": 0.00958251953125 }, { "start_logit": 2.646484375, "end_logit": 0.96044921875, "text": "la inflaci\u00f3n, las monedas no circularon", "probability": 0.00946044921875 }, { "start_logit": 3.37109375, "end_logit": 0.07305908203125, "text": "inflaci\u00f3n, las monedas", "probability": 0.008026123046875 } ], "8a8d705f1e7fc52a4c90ee3b7d2ab9ca27cee233": [ { "start_logit": 4.72265625, "end_logit": 6.12109375, "text": "monedas conmemorativas", "probability": 0.5634765625 }, { "start_logit": 4.19140625, "end_logit": 6.12109375, "text": "conmemorativas", "probability": 0.3310546875 }, { "start_logit": 1.7294921875, "end_logit": 6.12109375, "text": "tivas", "probability": 0.02825927734375 }, { "start_logit": 1.7177734375, "end_logit": 6.12109375, "text": "\u00f1an monedas conmemorativas", "probability": 0.0279388427734375 }, { "start_logit": 4.72265625, "end_logit": 2.109375, "text": "monedas conmemora", "probability": 0.01019287109375 }, { "start_logit": 4.72265625, "end_logit": 1.7978515625, "text": "monedas conmemorativas en", "probability": 0.0074615478515625 }, { "start_logit": 0.318359375, "end_logit": 6.12109375, "text": "acu\u00f1an monedas conmemorativas", "probability": 0.006870269775390625 }, { "start_logit": 4.19140625, "end_logit": 2.109375, "text": "conmemora", "probability": 0.005992889404296875 }, { "start_logit": -0.018402099609375, "end_logit": 6.12109375, "text": "se acu\u00f1an monedas conmemorativas", "probability": 0.004913330078125 }, { "start_logit": 4.19140625, "end_logit": 1.7978515625, "text": "conmemorativas en", "probability": 0.00438690185546875 }, { "start_logit": 4.72265625, "end_logit": 0.93310546875, "text": "monedas conmemorativas en cobre", "probability": 0.0031452178955078125 }, { "start_logit": 4.19140625, "end_logit": 0.93310546875, "text": "conmemorativas en cobre", "probability": 0.001850128173828125 }, { "start_logit": 4.72265625, "end_logit": -0.48828125, "text": "monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.000759124755859375 }, { "start_logit": -1.9990234375, "end_logit": 6.12109375, "text": "Desde 1986 se acu\u00f1an monedas conmemorativas", "probability": 0.0006780624389648438 }, { "start_logit": -2.01171875, "end_logit": 6.12109375, "text": "1986 se acu\u00f1an monedas conmemorativas", "probability": 0.0006699562072753906 }, { "start_logit": 4.72265625, "end_logit": -0.6962890625, "text": "monedas conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro, sin", "probability": 0.0006170272827148438 }, { "start_logit": 1.7177734375, "end_logit": 2.109375, "text": "\u00f1an monedas conmemora", "probability": 0.0005059242248535156 }, { "start_logit": 4.19140625, "end_logit": -0.48828125, "text": "conmemorativas en cobre, lat\u00f3n, cupron\u00edquel, plata y oro", "probability": 0.00044608116149902344 }, { "start_logit": 1.7294921875, "end_logit": 1.7978515625, "text": "tivas en", "probability": 0.0003743171691894531 }, { "start_logit": 4.72265625, "end_logit": -1.2041015625, "text": "monedas conmemorativas en cobre, la", "probability": 0.0003714561462402344 } ], "daacc3e97ae047444b2cd209761b24ad7d0ef1b1": [ { "start_logit": 1.9287109375, "end_logit": 2.859375, "text": "1980", "probability": 0.67822265625 }, { "start_logit": 0.50732421875, "end_logit": 2.859375, "text": "En 1980", "probability": 0.16357421875 }, { "start_logit": 1.9287109375, "end_logit": -0.2958984375, "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": 0.02886962890625 }, { "start_logit": -1.279296875, "end_logit": 2.859375, "text": "1976. En 1980", "probability": 0.02740478515625 }, { "start_logit": 1.9287109375, "end_logit": -0.432861328125, "text": "1980 se", "probability": 0.0251922607421875 }, { "start_logit": -1.4462890625, "end_logit": 2.859375, "text": ". En 1980", "probability": 0.023193359375 }, { "start_logit": 1.9287109375, "end_logit": -1.1337890625, "text": "1980 se a\u00f1ad", "probability": 0.01248931884765625 }, { "start_logit": 0.50732421875, "end_logit": -0.2958984375, "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": 0.006969451904296875 }, { "start_logit": 0.50732421875, "end_logit": -0.432861328125, "text": "En 1980 se", "probability": 0.00608062744140625 }, { "start_logit": -3.208984375, "end_logit": 2.859375, "text": "en 1976. En 1980", "probability": 0.003971099853515625 }, { "start_logit": 1.9287109375, "end_logit": -2.333984375, "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": 0.0037593841552734375 }, { "start_logit": 0.50732421875, "end_logit": -1.1337890625, "text": "En 1980 se a\u00f1ad", "probability": 0.0030193328857421875 }, { "start_logit": -3.59765625, "end_logit": 2.859375, "text": "fechados en 1976. En 1980", "probability": 0.0026950836181640625 }, { "start_logit": 1.9287109375, "end_logit": -2.716796875, "text": "1980 se a\u00f1adieron", "probability": 0.0025634765625 }, { "start_logit": -3.6640625, "end_logit": 2.859375, "text": "ados en 1976. En 1980", "probability": 0.0025234222412109375 }, { "start_logit": 1.9287109375, "end_logit": -2.78515625, "text": "1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos de los de 30 y 100 \u0111\u1ed3ng en", "probability": 0.0023975372314453125 }, { "start_logit": 1.9287109375, "end_logit": -2.841796875, "text": "1980 se a\u00f1adieron los billetes de 2 y 10 \u0111\u1ed3ng, seguidos de los de 30 y 100 \u0111\u1ed3ng", "probability": 0.002262115478515625 }, { "start_logit": -0.69873046875, "end_logit": -0.2958984375, "text": "1981", "probability": 0.00208282470703125 }, { "start_logit": -4.17578125, "end_logit": 2.859375, "text": "ng fechados en 1976. En 1980", "probability": 0.0015125274658203125 }, { "start_logit": -1.279296875, "end_logit": -0.2958984375, "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": 0.0011682510375976562 } ], "980a791abf3daeb005f6c75aeeaf4d9d5997f951": [ { "start_logit": 3.763671875, "end_logit": 3.400390625, "text": "1985", "probability": 0.89453125 }, { "start_logit": 3.763671875, "end_logit": 0.08380126953125, "text": "1985 se introdu", "probability": 0.032440185546875 }, { "start_logit": 3.763671875, "end_logit": -0.11767578125, "text": "1985 se", "probability": 0.0265350341796875 }, { "start_logit": 0.1822509765625, "end_logit": 3.400390625, "text": "En 1985", "probability": 0.024871826171875 }, { "start_logit": 3.763671875, "end_logit": -0.98779296875, "text": "1985 se introdujeron", "probability": 0.011077880859375 }, { "start_logit": 3.763671875, "end_logit": -2.095703125, "text": "1985 se introdujeron nuevos", "probability": 0.0036716461181640625 }, { "start_logit": 0.1822509765625, "end_logit": 0.08380126953125, "text": "En 1985 se introdu", "probability": 0.0009021759033203125 }, { "start_logit": 3.763671875, "end_logit": -3.580078125, "text": "1985 se introdujeron nuevos billetes", "probability": 0.00083160400390625 }, { "start_logit": -0.023345947265625, "end_logit": 0.10284423828125, "text": "1987", "probability": 0.0007486343383789062 }, { "start_logit": 0.1822509765625, "end_logit": -0.11767578125, "text": "En 1985 se", "probability": 0.0007395744323730469 }, { "start_logit": 3.763671875, "end_logit": -3.96875, "text": "1985 se introdujeron nuevos billetes de 5 hao, 1, 2, 5", "probability": 0.0005650520324707031 }, { "start_logit": -0.444091796875, "end_logit": 0.08380126953125, "text": "se introdu", "probability": 0.0004832744598388672 }, { "start_logit": 3.763671875, "end_logit": -4.19921875, "text": "1985 se introdujeron nuevos billetes de 5", "probability": 0.0004470348358154297 }, { "start_logit": -0.54052734375, "end_logit": 0.08380126953125, "text": "introdu", "probability": 0.00043845176696777344 }, { "start_logit": -0.444091796875, "end_logit": -0.11767578125, "text": "se", "probability": 0.0003943443298339844 }, { "start_logit": 3.763671875, "end_logit": -4.33984375, "text": "1985 se introdujeron nuevos billetes de 5 hao, 1", "probability": 0.0003883838653564453 }, { "start_logit": 3.763671875, "end_logit": -4.515625, "text": "1985 se introdujeron nuevos billetes de", "probability": 0.0003268718719482422 }, { "start_logit": 0.1822509765625, "end_logit": -0.98779296875, "text": "En 1985 se introdujeron", "probability": 0.0003097057342529297 }, { "start_logit": -0.444091796875, "end_logit": -0.98779296875, "text": "se introdujeron", "probability": 0.00016570091247558594 }, { "start_logit": -1.61328125, "end_logit": 0.10284423828125, "text": "en 1987", "probability": 0.0001531839370727539 } ], "2dbe839c7b3fb6d8336f7163cd7715f374ffa002": [ { "start_logit": -0.304443359375, "end_logit": 1.6982421875, "text": "no ten\u00edan un dise\u00f1o unificado", 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En", "probability": 0.01494598388671875 } ], "b2d33cee2419d7a3dc5f661fc24f2790cb233b9e": [ { "start_logit": -3.05078125, "end_logit": -4.046875, "text": "un juez de California", "probability": 0.11248779296875 }, { "start_logit": -3.05078125, "end_logit": -4.0703125, "text": "un juez de California aprob\u00f3 esta petici\u00f3n. Jur\u00eddicamente los apellidos de los ni\u00f1os se cambiaron por \"Jolie-Pitt", "probability": 0.10992431640625 }, { "start_logit": -3.25, "end_logit": -4.046875, "text": "juez de California", "probability": 0.0921630859375 }, { "start_logit": -3.25, "end_logit": -4.0703125, "text": "juez de California aprob\u00f3 esta petici\u00f3n. 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Jur\u00eddicamente los apellidos de los ni\u00f1os se cambiaron por \"Jolie-Pitt\"", "probability": 0.04351806640625 }, { "start_logit": -3.25, "end_logit": -4.81640625, "text": "juez de California aprob\u00f3 esta petici\u00f3n", "probability": 0.042877197265625 }, { "start_logit": -3.05078125, "end_logit": -5.078125, "text": "un juez de California aprob\u00f3 esta petici\u00f3n. Jur\u00eddicamente los apellidos de los ni\u00f1os se cambiaron por \"Jolie-Pitt\".[8", "probability": 0.040252685546875 }, { "start_logit": -4.0859375, "end_logit": -4.0703125, "text": "los apellidos de los ni\u00f1os se cambiaron por \"Jolie-Pitt", "probability": 0.039031982421875 }, { "start_logit": -3.05078125, "end_logit": -5.28125, "text": "un juez de California aprob\u00f3 esta petici\u00f3n. Jur\u00eddicamente los apellidos de los ni\u00f1os", "probability": 0.032867431640625 }, { "start_logit": -3.25, "end_logit": -5.078125, "text": "juez de California aprob\u00f3 esta petici\u00f3n. Jur\u00eddicamente los apellidos de los ni\u00f1os se cambiaron por \"Jolie-Pitt\".[8", "probability": 0.032867431640625 }, { "start_logit": -3.05078125, "end_logit": -5.328125, "text": "un juez de California aprob\u00f3", "probability": 0.0313720703125 }, { "start_logit": -3.05078125, "end_logit": -5.33203125, "text": "un juez de California aprob\u00f3 esta petici\u00f3n. Jur\u00eddicamente los apellidos de los ni\u00f1os se cambiaron por \"Jolie-Pitt\".", "probability": 0.0311126708984375 }, { "start_logit": -3.05078125, "end_logit": -5.3359375, "text": "un juez de California aprob\u00f3 esta petici\u00f3n. Jur\u00ed", "probability": 0.0308685302734375 }, { "start_logit": -3.6875, "end_logit": -4.79296875, "text": "Jur\u00eddicamente los apellidos de los ni\u00f1os se cambiaron por \"Jolie-Pitt\"", "probability": 0.028106689453125 }, { "start_logit": -3.25, "end_logit": -5.28125, "text": "juez de California aprob\u00f3 esta petici\u00f3n. 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Las", "probability": 0.0132293701171875 }, { "start_logit": -1.12109375, "end_logit": 2.494140625, "text": "ellas ten\u00edan decenas de miles", "probability": 0.012786865234375 }, { "start_logit": -0.67626953125, "end_logit": 1.861328125, "text": "miembros", "probability": 0.0106048583984375 }, { "start_logit": -0.97412109375, "end_logit": 1.861328125, "text": "ten\u00edan decenas de miles de miembros", "probability": 0.00786590576171875 }, { "start_logit": 0.94677734375, "end_logit": -0.077880859375, "text": "miles de miembros. Las luchas", "probability": 0.007732391357421875 }, { "start_logit": -1.12109375, "end_logit": 1.861328125, "text": "ellas ten\u00edan decenas de miles de miembros", "probability": 0.006809234619140625 }, { "start_logit": 2.263671875, "end_logit": -1.5341796875, "text": "decenas de miles de miembros.", "probability": 0.0067291259765625 }, { "start_logit": -1.818359375, "end_logit": 2.494140625, "text": "de miles", "probability": 0.00637054443359375 }, { "start_logit": 0.2027587890625, "end_logit": 0.460205078125, "text": "algunas de ellas ten\u00edan decenas de miles de miembros. Las", "probability": 0.006298065185546875 }, { "start_logit": 2.263671875, "end_logit": -1.6748046875, "text": "decenas de miles de miembros. Las luchas territoriales", "probability": 0.0058441162109375 } ], "321e13812cac0d3b34cf7a160197571c88790e6b": [ { "start_logit": 3.375, "end_logit": 3.8828125, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.1429443359375 }, { "start_logit": 3.134765625, "end_logit": 3.8828125, "text": "administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.1121826171875 }, { "start_logit": 3.375, "end_logit": 3.41796875, "text": "la administraci\u00f3n de la isla era ineficaz", "probability": 0.08984375 }, { "start_logit": 3.375, "end_logit": 3.38671875, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida", "probability": 0.0870361328125 }, { "start_logit": 2.6796875, "end_logit": 3.8828125, "text": "ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.07135009765625 }, { "start_logit": 3.134765625, "end_logit": 3.41796875, "text": "administraci\u00f3n de la isla era ineficaz", "probability": 0.07080078125 }, { "start_logit": 3.134765625, "end_logit": 3.38671875, "text": "administraci\u00f3n de la isla era ineficaz, estaba desatendida", "probability": 0.06854248046875 }, { "start_logit": 2.451171875, "end_logit": 3.8828125, "text": "estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.056854248046875 }, { "start_logit": 2.6796875, "end_logit": 3.41796875, "text": "ineficaz", "probability": 0.0447998046875 }, { "start_logit": 2.6796875, "end_logit": 3.38671875, "text": "ineficaz, estaba desatendida", "probability": 0.043426513671875 }, { "start_logit": 2.451171875, "end_logit": 3.38671875, "text": "estaba desatendida", "probability": 0.03448486328125 }, { "start_logit": 1.8046875, "end_logit": 3.8828125, "text": "isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.0297393798828125 }, { "start_logit": 3.375, "end_logit": 2.103515625, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los", "probability": 0.024078369140625 }, { "start_logit": 1.51953125, "end_logit": 3.8828125, "text": "la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n", "probability": 0.0223541259765625 }, { "start_logit": 3.134765625, "end_logit": 2.103515625, "text": "administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los", "probability": 0.0189666748046875 }, { "start_logit": 1.8046875, "end_logit": 3.41796875, "text": "isla era ineficaz", "probability": 0.0186767578125 }, { "start_logit": 1.8046875, "end_logit": 3.38671875, "text": "isla era ineficaz, estaba desatendida", "probability": 0.018096923828125 }, { "start_logit": 3.375, "end_logit": 1.6728515625, "text": "la administraci\u00f3n de la isla era ineficaz, estaba desatendida, y no se preocupaba por el bienestar de la poblaci\u00f3n. Los gobernantes", "probability": 0.0156707763671875 }, { "start_logit": 3.375, "end_logit": 1.6416015625, "text": "la administraci\u00f3n de la isla", "probability": 0.0151824951171875 }, { "start_logit": 3.375, "end_logit": 1.619140625, "text": "la administraci\u00f3n", "probability": 0.01483154296875 } ], "079a60c3083144048a4c2487252916b599e622f9": [ { "start_logit": 4.57421875, "end_logit": 5.39453125, "text": "1939", "probability": 0.7607421875 }, { "start_logit": 2.3203125, "end_logit": 5.39453125, "text": "estall\u00f3 en 1939", "probability": 0.07989501953125 }, { "start_logit": 2.05859375, "end_logit": 5.39453125, "text": "en 1939", "probability": 0.061492919921875 }, { "start_logit": 1.40234375, "end_logit": 5.39453125, "text": "la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.031890869140625 }, { "start_logit": 4.57421875, "end_logit": 1.9501953125, "text": "1939 y", "probability": 0.024261474609375 }, { "start_logit": 0.64111328125, "end_logit": 5.39453125, "text": "Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.014892578125 }, { "start_logit": 4.57421875, "end_logit": 0.9013671875, "text": "1939 y la", "probability": 0.008514404296875 }, { "start_logit": 4.57421875, "end_logit": -0.00809478759765625, "text": "1939 y la flota", "probability": 0.0034275054931640625 }, { "start_logit": -1.0224609375, "end_logit": 5.39453125, "text": "Mundial estall\u00f3 en 1939", "probability": 0.002819061279296875 }, { "start_logit": 2.3203125, "end_logit": 1.9501953125, "text": "estall\u00f3 en 1939 y", "probability": 0.0025482177734375 }, { "start_logit": 2.05859375, "end_logit": 1.9501953125, "text": "en 1939 y", "probability": 0.00196075439453125 }, { "start_logit": -1.642578125, "end_logit": 5.39453125, "text": ", la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.001514434814453125 }, { "start_logit": -2.0078125, "end_logit": 5.39453125, "text": "Guerra Mundial estall\u00f3 en 1939", "probability": 0.0010538101196289062 }, { "start_logit": 1.40234375, "end_logit": 1.9501953125, "text": "la Segunda Guerra Mundial estall\u00f3 en 1939 y", "probability": 0.0010175704956054688 }, { "start_logit": 2.3203125, "end_logit": 0.9013671875, "text": "estall\u00f3 en 1939 y la", "probability": 0.0008945465087890625 }, { "start_logit": -2.41015625, "end_logit": 5.39453125, "text": "embargo, la Segunda Guerra Mundial estall\u00f3 en 1939", "probability": 0.0007042884826660156 }, { "start_logit": 2.05859375, "end_logit": 0.9013671875, "text": "en 1939 y la", "probability": 0.0006880760192871094 }, { "start_logit": 2.3203125, "end_logit": 0.451171875, "text": "estall\u00f3 en", "probability": 0.0005707740783691406 }, { "start_logit": 0.64111328125, "end_logit": 1.9501953125, "text": "Segunda Guerra Mundial estall\u00f3 en 1939 y", "probability": 0.00047659873962402344 }, { "start_logit": 4.57421875, "end_logit": -2.037109375, "text": "1939 y la flota se ocup\u00f3 en defender Gran Breta\u00f1a en la Batalla de Inglaterra", "probability": 0.0004513263702392578 } ], "d5abfae84b80bc016a6d11fe5c6de724d7de95e9": [ { "start_logit": 3.462890625, "end_logit": 3.81640625, "text": "Alrededor de 130.000", "probability": 0.386474609375 }, { "start_logit": 2.484375, "end_logit": 3.81640625, "text": "130.000", "probability": 0.14501953125 }, { "start_logit": 3.462890625, "end_logit": 2.4765625, "text": "Alrededor de 130.000 tropas", "probability": 0.100830078125 }, { "start_logit": 1.8310546875, "end_logit": 3.81640625, "text": "000", "probability": 0.07550048828125 }, { "start_logit": 2.98046875, "end_logit": 2.4765625, "text": "tropas", "probability": 0.062347412109375 }, { "start_logit": 2.484375, "end_logit": 2.4765625, "text": "130.000 tropas", "probability": 0.0379638671875 }, { "start_logit": 3.462890625, "end_logit": 1.2451171875, "text": "Alrededor de 130.000 tropas indias", "probability": 0.0294647216796875 }, { "start_logit": 0.55078125, "end_logit": 3.81640625, "text": "de 130.000", "probability": 0.020965576171875 }, { "start_logit": 1.8310546875, "end_logit": 2.4765625, "text": "000 tropas", "probability": 0.019775390625 }, { "start_logit": 2.98046875, "end_logit": 1.2451171875, "text": "tropas indias", "probability": 0.018218994140625 }, { "start_logit": 3.462890625, "end_logit": 0.51953125, "text": "Alrededor de 130", "probability": 0.0142669677734375 }, { "start_logit": 3.462890625, "end_logit": 0.34716796875, "text": "Alrededor de 130.", "probability": 0.01201629638671875 }, { "start_logit": -0.0241241455078125, "end_logit": 3.81640625, "text": "1942. Alrededor de 130.000", "probability": 0.01180267333984375 }, { "start_logit": -0.041046142578125, "end_logit": 3.81640625, "text": ". Alrededor de 130.000", "probability": 0.0115966796875 }, { "start_logit": 2.484375, "end_logit": 1.2451171875, "text": "130.000 tropas indias", "probability": 0.0110931396484375 }, { "start_logit": 3.462890625, "end_logit": 0.16552734375, "text": "Alrededor de 130.000 tropas indias, australianas, y brit\u00e1nicas se", "probability": 0.01001739501953125 }, { "start_logit": -0.1981201171875, "end_logit": 3.81640625, "text": ".000", "probability": 0.00992584228515625 }, { "start_logit": 3.462890625, "end_logit": 0.0828857421875, "text": "Alrededor de 130.000 tropas indias, australianas, y brit\u00e1nicas se convirtieron", "probability": 0.00920867919921875 }, { "start_logit": 3.462890625, "end_logit": -0.1290283203125, "text": "Alrededor de 130.000 tropas indias, australianas, y brit\u00e1nicas", "probability": 0.007457733154296875 }, { "start_logit": 2.98046875, "end_logit": 0.16552734375, "text": "tropas indias, australianas, y brit\u00e1nicas se", "probability": 0.006195068359375 } ], "cc95b493a4e70f11b8496e0a0bb37bee18c108f5": [ { "start_logit": 4.25, "end_logit": 5.171875, "text": "entre 25.000 y 50.000 vidas", "probability": 0.2978515625 }, { "start_logit": 3.365234375, "end_logit": 5.171875, "text": "25.000 y 50.000 vidas", "probability": 0.1231689453125 }, { "start_logit": 4.25, "end_logit": 4.234375, "text": "entre 25.000 y 50.000", "probability": 0.11663818359375 }, { "start_logit": 3.111328125, "end_logit": 5.171875, "text": "50.000 vidas", "probability": 0.09521484375 }, { "start_logit": 3.365234375, "end_logit": 4.234375, "text": "25.000 y 50.000", "probability": 0.048248291015625 }, { "start_logit": 2.279296875, "end_logit": 5.171875, "text": "000 y 50.000 vidas", "probability": 0.041595458984375 }, { "start_logit": 3.111328125, "end_logit": 4.234375, "text": "50.000", "probability": 0.037261962890625 }, { "start_logit": 4.25, "end_logit": 2.919921875, "text": "entre 25.000 y 50.000 vidas en", "probability": 0.031402587890625 }, { "start_logit": 1.9736328125, "end_logit": 5.171875, "text": "vidas", "probability": 0.030548095703125 }, { "start_logit": 1.951171875, "end_logit": 5.171875, "text": "000 vidas", "probability": 0.0299530029296875 }, { "start_logit": 1.798828125, "end_logit": 5.171875, "text": "y 50.000 vidas", "probability": 0.0256195068359375 }, { "start_logit": 1.599609375, "end_logit": 5.171875, "text": "llevaron entre 25.000 y 50.000 vidas", "probability": 0.0210723876953125 }, { "start_logit": 2.279296875, "end_logit": 4.234375, "text": "000 y 50.000", "probability": 0.0162811279296875 }, { "start_logit": 4.25, "end_logit": 2.26171875, "text": "entre 25.000 y 50", "probability": 0.0162200927734375 }, { "start_logit": 1.1669921875, "end_logit": 5.171875, "text": ".000 y 50.000 vidas", "probability": 0.01366424560546875 }, { "start_logit": 3.365234375, "end_logit": 2.919921875, "text": "25.000 y 50.000 vidas en", "probability": 0.01293182373046875 }, { "start_logit": 1.951171875, "end_logit": 4.234375, "text": "000", "probability": 0.0117340087890625 }, { "start_logit": 0.9287109375, "end_logit": 5.171875, "text": ".000 vidas", "probability": 0.01076507568359375 }, { "start_logit": 3.111328125, "end_logit": 2.919921875, "text": "50.000 vidas en", "probability": 0.01003265380859375 }, { "start_logit": 1.798828125, "end_logit": 4.234375, "text": "y 50.000", "probability": 0.01003265380859375 } ], "b4d1ce8aa783cf3c8b295c4d313bc696bace730b": [ { "start_logit": 5.74609375, "end_logit": 6.11328125, "text": "Malaya y Singapur", "probability": 0.73974609375 }, { "start_logit": 3.53515625, "end_logit": 6.11328125, "text": "en Malaya y Singapur", "probability": 0.08111572265625 }, { "start_logit": 5.74609375, "end_logit": 3.28515625, "text": "Malaya y Singapur. El", "probability": 0.043731689453125 }, { "start_logit": 2.185546875, "end_logit": 6.11328125, "text": "vidas en Malaya y Singapur", "probability": 0.0209808349609375 }, { "start_logit": 5.74609375, "end_logit": 2.544921875, "text": "Malaya y Singapur.", "probability": 0.0208282470703125 }, { "start_logit": 5.74609375, "end_logit": 2.419921875, "text": "Malaya", "probability": 0.0183868408203125 }, { "start_logit": 5.74609375, "end_logit": 2.26953125, "text": "Malaya y", "probability": 0.015838623046875 }, { "start_logit": 1.8193359375, "end_logit": 6.11328125, "text": "Singapur", "probability": 0.01459503173828125 }, { "start_logit": 1.310546875, "end_logit": 6.11328125, "text": "ya y Singapur", "probability": 0.00875091552734375 }, { "start_logit": 5.74609375, "end_logit": 1.490234375, "text": "Malaya y Singapur. El resto", "probability": 0.00725555419921875 }, { "start_logit": 5.74609375, "end_logit": 1.2177734375, "text": "Mala", "probability": 0.0055389404296875 }, { "start_logit": 3.53515625, "end_logit": 3.28515625, "text": "en Malaya y Singapur. El", "probability": 0.004795074462890625 }, { "start_logit": 0.66455078125, "end_logit": 6.11328125, "text": "Las ejecuciones en masa se llevaron entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0045928955078125 }, { "start_logit": 0.51318359375, "end_logit": 6.11328125, "text": "y Singapur", "probability": 0.00394439697265625 }, { "start_logit": 3.53515625, "end_logit": 2.544921875, "text": "en Malaya y Singapur.", "probability": 0.00228118896484375 }, { "start_logit": 3.53515625, "end_logit": 2.419921875, "text": "en Malaya", "probability": 0.00201416015625 }, { "start_logit": 3.53515625, "end_logit": 2.26953125, "text": "en Malaya y", "probability": 0.001735687255859375 }, { "start_logit": -0.3623046875, "end_logit": 6.11328125, "text": "000 vidas en Malaya y Singapur", "probability": 0.001644134521484375 }, { "start_logit": 2.185546875, "end_logit": 3.28515625, "text": "vidas en Malaya y Singapur. El", "probability": 0.0012407302856445312 }, { "start_logit": -0.72998046875, "end_logit": 6.11328125, "text": ". Las ejecuciones en masa se llevaron entre 25.000 y 50.000 vidas en Malaya y Singapur", "probability": 0.0011386871337890625 } ], "067319de2cc98a6dcb18d30bbcd195e08749035f": [ { "start_logit": 2.544921875, "end_logit": 2.98828125, "text": "independencia", "probability": 0.456298828125 }, { "start_logit": 1.462890625, "end_logit": 2.98828125, "text": "\"independencia", "probability": 0.1552734375 }, { "start_logit": 2.544921875, "end_logit": 1.29296875, "text": "independencia\". Los", "probability": 0.08392333984375 }, { "start_logit": 0.5732421875, "end_logit": 2.98828125, "text": "significa \"independencia", "probability": 0.063720703125 }, { "start_logit": 2.544921875, "end_logit": 0.82080078125, "text": "independencia\"", "probability": 0.05230712890625 }, { "start_logit": 1.462890625, "end_logit": 1.29296875, "text": "\"independencia\". 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0.58447265625, "text": "Aga", "probability": 0.0111846923828125 }, { "start_logit": 0.5185546875, "end_logit": 4.953125, "text": ", Agatoclea", "probability": 0.01113128662109375 }, { "start_logit": 0.44970703125, "end_logit": 4.953125, "text": "Agatoclea probablemente pudo haber sido la viuda de otro rey, posiblemente Nicias o Teofilo. 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Hab\u00edan tenido su primer hijo en 1911", "probability": 0.00676727294921875 }, { "start_logit": 4.25390625, "end_logit": -0.818359375, "text": "1911,", "probability": 0.0044708251953125 }, { "start_logit": -1.4892578125, "end_logit": 4.4375, "text": "primer hijo en 1911", "probability": 0.002742767333984375 }, { "start_logit": 4.25390625, "end_logit": -1.52734375, "text": "1911, pero los", "probability": 0.0021953582763671875 }, { "start_logit": 1.2353515625, "end_logit": 1.1640625, "text": "en 19", "probability": 0.0015821456909179688 }, { "start_logit": -2.0703125, "end_logit": 4.4375, "text": "su primer hijo en 1911", "probability": 0.00153350830078125 }, { "start_logit": -2.4453125, "end_logit": 4.4375, "text": "En 1913 fij\u00f3 ah\u00ed su propio hogar con su esposa Yanjmaa. Hab\u00edan tenido su primer hijo en 1911", "probability": 0.0010538101196289062 }, { "start_logit": -2.587890625, "end_logit": 4.4375, "text": "tenido su primer hijo en 1911", "probability": 0.00091552734375 }, { "start_logit": -2.798828125, "end_logit": 4.4375, "text": "13 fij\u00f3 ah\u00ed su propio hogar con su esposa Yanjmaa. Hab\u00edan tenido su primer hijo en 1911", "probability": 0.0007414817810058594 }, { "start_logit": -2.966796875, "end_logit": 4.4375, "text": "Hab\u00edan tenido su primer hijo en 1911", "probability": 0.0006241798400878906 }, { "start_logit": 1.2353515625, "end_logit": 0.096435546875, "text": "en 1911, pero", "probability": 0.0005445480346679688 }, { "start_logit": 4.25390625, "end_logit": -3.041015625, "text": "1911, pero los padres", "probability": 0.0004820823669433594 }, { "start_logit": 0.93017578125, "end_logit": 0.096435546875, "text": "11, pero", "probability": 0.0004012584686279297 }, { "start_logit": -0.417236328125, "end_logit": 1.1640625, "text": "hijo en 19", "probability": 0.00030303001403808594 } ], "376ea02c90d9906611ebb79fc591cdb3e64402ae": [ { "start_logit": 1.279296875, "end_logit": 0.89794921875, "text": "Jiagt", "probability": 0.69482421875 }, { "start_logit": 1.279296875, "end_logit": -1.125, "text": "Jia", "probability": 0.09185791015625 }, { "start_logit": 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En primer", "probability": 0.0004208087921142578 }, { "start_logit": -3.25390625, "end_logit": 5.703125, "text": "Las infames colonias penales, incluida la Isla del Diablo, fueron cerradas formalmente en 1951", "probability": 0.0001493692398071289 }, { "start_logit": 2.037109375, "end_logit": 0.2364501953125, "text": "en", "probability": 0.00012481212615966797 }, { "start_logit": -3.515625, "end_logit": 5.703125, "text": "fueron cerradas formalmente en 1951", "probability": 0.00011456012725830078 }, { "start_logit": 0.52392578125, "end_logit": 1.650390625, "text": "formalmente en 1951. En", "probability": 0.00011277198791503906 }, { "start_logit": 0.32666015625, "end_logit": 1.650390625, "text": ". En", "probability": 9.28044319152832e-05 }, { "start_logit": 0.52392578125, "end_logit": 1.451171875, "text": "formalmente en 1951. En primer", "probability": 9.28044319152832e-05 }, { "start_logit": 2.037109375, "end_logit": -0.147216796875, "text": "en 1951.", "probability": 8.51750373840332e-05 }, { "start_logit": -3.81640625, "end_logit": 5.703125, "text": ", fueron cerradas formalmente en 1951", "probability": 8.51750373840332e-05 }, { "start_logit": 0.32666015625, "end_logit": 1.451171875, "text": ". En primer", "probability": 7.62939453125e-05 }, { "start_logit": 5.48046875, "end_logit": -3.724609375, "text": "1951. En primer lugar,", "probability": 7.456541061401367e-05 } ], "db8ad238e636314edbb75c8eeba02bf6cb87b003": [ { "start_logit": 4.73828125, "end_logit": 5.12890625, "text": "1956", "probability": 0.78125 }, { "start_logit": 4.73828125, "end_logit": 2.669921875, "text": "1956 el", "probability": 0.066650390625 }, { "start_logit": 2.078125, "end_logit": 5.12890625, "text": "en 1956", "probability": 0.05462646484375 }, { "start_logit": 4.73828125, "end_logit": 2.099609375, "text": "1956 el pa\u00eds", "probability": 0.037689208984375 }, { "start_logit": 1.1455078125, "end_logit": 5.12890625, "text": "pero en 1956", "probability": 0.021484375 }, { "start_logit": 0.37060546875, "end_logit": 5.12890625, "text": ", pero en 1956", "probability": 0.00991058349609375 }, { "start_logit": 4.73828125, "end_logit": 0.318115234375, "text": "1956 el pa\u00eds aprob\u00f3", "probability": 0.00634765625 }, { "start_logit": 2.078125, "end_logit": 2.669921875, "text": "en 1956 el", "probability": 0.004680633544921875 }, { "start_logit": -0.64208984375, "end_logit": 5.12890625, "text": "brit\u00e1nico, pero en 1956", "probability": 0.0036029815673828125 }, { "start_logit": 1.66796875, "end_logit": 2.669921875, "text": "el", "probability": 0.003093719482421875 }, { "start_logit": 2.078125, "end_logit": 2.099609375, "text": "en 1956 el pa\u00eds", "probability": 0.0026454925537109375 }, { "start_logit": 1.1455078125, "end_logit": 2.669921875, "text": "pero en 1956 el", "probability": 0.0018396377563476562 }, { "start_logit": 1.66796875, "end_logit": 2.099609375, "text": "el pa\u00eds", "probability": 0.0017490386962890625 }, { "start_logit": 1.1455078125, "end_logit": 2.099609375, "text": "pero en 1956 el pa\u00eds", "probability": 0.0010404586791992188 }, { "start_logit": 4.73828125, "end_logit": -1.6865234375, "text": "1956 el pa\u00eds aprob\u00f3 una constituci\u00f3n", "probability": 0.0008559226989746094 }, { "start_logit": 0.37060546875, "end_logit": 2.669921875, "text": ", pero en 1956 el", "probability": 0.0008454322814941406 }, { "start_logit": 2.078125, "end_logit": 0.63525390625, "text": "en", "probability": 0.0006093978881835938 }, { "start_logit": 0.37060546875, "end_logit": 2.099609375, "text": ", pero en 1956 el pa\u00eds", "probability": 0.0004782676696777344 }, { "start_logit": 2.078125, "end_logit": 0.318115234375, "text": "en 1956 el pa\u00eds aprob\u00f3", "probability": 0.0004458427429199219 }, { "start_logit": 0.22607421875, "end_logit": 2.099609375, "text": "pa\u00eds", "probability": 0.0004153251647949219 } ], "591cb0ca8cd77c353771552981009609a8a7b932": [ { "start_logit": 0.12548828125, "end_logit": 1.0322265625, "text": "m\u00fasica pop", "probability": 0.36669921875 }, { "start_logit": -1.02734375, "end_logit": 1.0322265625, "text": "la m\u00fasica pop", "probability": 0.11578369140625 }, { "start_logit": -1.1142578125, "end_logit": 1.0322265625, "text": "pop", "probability": 0.1060791015625 }, { "start_logit": -1.8955078125, "end_logit": 1.0322265625, "text": "Tambi\u00e9n prevalece la m\u00fasica pop", "probability": 0.048583984375 }, { "start_logit": -1.91796875, "end_logit": 1.0322265625, "text": "prevalece la m\u00fasica pop", "probability": 0.04754638671875 }, { "start_logit": 0.12548828125, "end_logit": -1.0966796875, "text": "m\u00fasica pop, siendo especialmente importantes las bandas sonoras originales de sus pel\u00edculas. Adem\u00e1s, est\u00e1n las diversas tradiciones de la m\u00fasica folk", "probability": 0.04364013671875 }, { "start_logit": -0.64111328125, "end_logit": -0.346923828125, "text": "qawwali", "probability": 0.042877197265625 }, { "start_logit": 0.12548828125, "end_logit": -1.1494140625, "text": "m\u00fasica pop, siendo", "probability": 0.0413818359375 }, { "start_logit": -2.353515625, "end_logit": 1.0322265625, "text": "ece la m\u00fasica pop", "probability": 0.0306854248046875 }, { "start_logit": -1.3740234375, "end_logit": -0.346923828125, "text": "el qawwali", "probability": 0.020599365234375 }, { "start_logit": 0.12548828125, "end_logit": -1.884765625, "text": "m\u00fasica pop, siendo especialmente", "probability": 0.0198211669921875 }, { "start_logit": 0.12548828125, "end_logit": -2.17578125, "text": "m\u00fasica", "probability": 0.0148162841796875 }, { "start_logit": 0.12548828125, "end_logit": -2.19921875, "text": "m\u00fasica pop, siendo especialmente importantes las bandas sonoras originales de sus pel\u00edculas. Adem\u00e1s, est\u00e1n las diversas tradiciones de la m\u00fasica folk. La aparici\u00f3n", "probability": 0.01447296142578125 }, { "start_logit": 0.12548828125, "end_logit": -2.2421875, "text": "m\u00fasica pop,", "probability": 0.0138702392578125 }, { "start_logit": -1.02734375, "end_logit": -1.0966796875, "text": "la m\u00fasica pop, siendo especialmente importantes las bandas sonoras originales de sus pel\u00edculas. Adem\u00e1s, est\u00e1n las diversas tradiciones de la m\u00fasica folk", "probability": 0.01375579833984375 }, { "start_logit": -1.02734375, "end_logit": -1.1494140625, "text": "la m\u00fasica pop, siendo", "probability": 0.0130767822265625 }, { "start_logit": -1.1142578125, "end_logit": -1.0966796875, "text": "pop, siendo especialmente importantes las bandas sonoras originales de sus pel\u00edculas. Adem\u00e1s, est\u00e1n las diversas tradiciones de la m\u00fasica folk", "probability": 0.01262664794921875 }, { "start_logit": -1.1142578125, "end_logit": -1.1494140625, "text": "pop, siendo", "probability": 0.0119781494140625 }, { "start_logit": -1.30859375, "end_logit": -0.986328125, "text": "qawwali", "probability": 0.01160430908203125 }, { "start_logit": 0.12548828125, "end_logit": -2.5625, "text": "m\u00fasica pop, siendo especialmente importantes las bandas sonoras originales de sus pel\u00edculas. Adem\u00e1s, est\u00e1n las diversas tradiciones de la m\u00fasica folk. La", "probability": 0.01006317138671875 } ], "057289e3a225c05c002649075c08bd87ed3ba3b6": [ { "start_logit": 2.7578125, "end_logit": 2.900390625, "text": "hockey", "probability": 0.414306640625 }, { "start_logit": 2.07421875, "end_logit": 3.103515625, "text": "El hockey", "probability": 0.25732421875 }, { "start_logit": 1.4951171875, "end_logit": 3.103515625, "text": "hockey", "probability": 0.1436767578125 }, { "start_logit": 2.7578125, "end_logit": 0.93505859375, "text": "hockey sobre c\u00e9sped", "probability": 0.058197021484375 }, { "start_logit": 2.7578125, "end_logit": 0.490966796875, "text": "hockey sobre c\u00e9sped, boxeo", "probability": 0.037261962890625 }, { "start_logit": 2.7578125, "end_logit": -0.33056640625, "text": "hockey sobre", "probability": 0.0164031982421875 }, { "start_logit": -0.486572265625, "end_logit": 2.900390625, "text": "en hockey", "probability": 0.0161895751953125 }, { "start_logit": -0.8994140625, "end_logit": 2.900390625, "text": "Verano en hockey", "probability": 0.01070404052734375 }, { "start_logit": -1.1142578125, "end_logit": 2.900390625, "text": "Ol\u00edmpicos de Verano en hockey", "probability": 0.00862884521484375 }, { "start_logit": -1.7294921875, "end_logit": 3.103515625, "text": ". El hockey", "probability": 0.005725860595703125 }, { "start_logit": -1.6318359375, "end_logit": 2.900390625, "text": "de Verano en hockey", "probability": 0.005153656005859375 }, { "start_logit": -1.7255859375, "end_logit": 2.900390625, "text": "Juegos Ol\u00edmpicos de Verano en hockey", "probability": 0.00469207763671875 }, { "start_logit": 2.7578125, "end_logit": -1.6484375, "text": "hockey sobre c\u00e9sped, boxeo, atletismo", "probability": 0.004390716552734375 }, { "start_logit": -2.158203125, "end_logit": 3.103515625, "text": "respectivamente. El hockey", "probability": 0.003726959228515625 }, { "start_logit": 2.07421875, "end_logit": -1.466796875, "text": "El hockey es", "probability": 0.00266265869140625 }, { "start_logit": -2.365234375, "end_logit": 2.900390625, "text": "los Juegos Ol\u00edmpicos de Verano en hockey", "probability": 0.0024738311767578125 }, { "start_logit": 2.7578125, "end_logit": -2.283203125, "text": "hockey sobre c\u00e9sped,", "probability": 0.0023326873779296875 }, { "start_logit": -0.486572265625, "end_logit": 0.93505859375, "text": "en hockey sobre c\u00e9sped", "probability": 0.002269744873046875 }, { "start_logit": -0.59423828125, "end_logit": 0.93505859375, "text": "c\u00e9sped", "probability": 0.002033233642578125 }, { "start_logit": 2.7578125, "end_logit": -2.630859375, "text": "hockey sobre c\u00e9sped, boxeo, atletismo, nataci\u00f3n", "probability": 0.00164031982421875 } ], "d40d25175746be4ccbb3d85bcccc7ae31cf65f77": [ { "start_logit": 3.380859375, "end_logit": 4.3671875, "text": "Hans Dom van der Laan", "probability": 0.7626953125 }, { "start_logit": 0.55224609375, "end_logit": 4.3671875, "text": "Dom van der Laan", "probability": 0.044921875 }, { "start_logit": 0.26318359375, "end_logit": 4.3671875, "text": "tino Hans Dom van der Laan", "probability": 0.03363037109375 }, { "start_logit": 3.380859375, "end_logit": 1.0654296875, "text": "Hans Dom van der La", "probability": 0.0279998779296875 }, { "start_logit": -0.05596923828125, "end_logit": 4.3671875, "text": "arquitecto y monje Benedictino Hans Dom van der Laan", "probability": 0.024505615234375 }, { "start_logit": 3.380859375, "end_logit": 0.556640625, "text": "Hans Dom van der Laan en", "probability": 0.016845703125 }, { "start_logit": -0.454345703125, "end_logit": 4.3671875, "text": "monje Benedictino Hans Dom van der Laan", "probability": 0.0164337158203125 }, { "start_logit": -0.6025390625, "end_logit": 4.3671875, "text": "el arquitecto y monje Benedictino Hans Dom van der Laan", "probability": 0.01418304443359375 }, { "start_logit": -0.69921875, "end_logit": 4.3671875, "text": "Benedictino Hans Dom van der Laan", "probability": 0.01287078857421875 }, { "start_logit": -0.98876953125, "end_logit": 4.3671875, "text": "van der Laan", "probability": 0.00963592529296875 }, { "start_logit": 3.380859375, "end_logit": -0.072265625, "text": "Hans Dom van der Laan en 1928", "probability": 0.00897979736328125 }, { "start_logit": 3.380859375, "end_logit": -0.33056640625, "text": "Hans Dom van der", "probability": 0.006938934326171875 }, { "start_logit": -1.8193359375, "end_logit": 4.3671875, "text": "der Laan", "probability": 0.004192352294921875 }, { "start_logit": 3.380859375, "end_logit": -1.095703125, "text": "Hans", "probability": 0.0032291412353515625 }, { "start_logit": -2.18359375, "end_logit": 4.3671875, "text": "dictino Hans Dom van der Laan", "probability": 0.0029163360595703125 }, { "start_logit": -2.224609375, "end_logit": 4.3671875, "text": "an", "probability": 0.0027942657470703125 }, { "start_logit": -2.498046875, "end_logit": 4.3671875, "text": "por el arquitecto y monje Benedictino Hans Dom van der Laan", "probability": 0.002124786376953125 }, { "start_logit": 3.380859375, "end_logit": -1.6171875, "text": "Hans Dom van", "probability": 0.0019197463989257812 }, { "start_logit": 0.55224609375, "end_logit": 1.0654296875, "text": "Dom van der La", "probability": 0.0016546249389648438 }, { "start_logit": -2.826171875, "end_logit": 4.3671875, "text": "y monje Benedictino Hans Dom van der Laan", "probability": 0.001529693603515625 } ], "1ccf7e8dbf2086ebe3c796852a344176ac58b542": [ { "start_logit": 3.265625, "end_logit": 1.0166015625, "text": "setenta y un a\u00f1os", "probability": 0.475341796875 }, { "start_logit": 3.265625, "end_logit": 0.2119140625, "text": "setenta y un", "probability": 0.212646484375 }, { "start_logit": 3.265625, "end_logit": -0.78466796875, "text": "setenta", "probability": 0.0784912109375 }, { "start_logit": 3.265625, "end_logit": -0.95458984375, "text": "setenta y un a\u00f1os con", "probability": 0.0662841796875 }, { "start_logit": 3.265625, "end_logit": -1.2783203125, "text": "setenta y un a\u00f1os con motivo", "probability": 0.048004150390625 }, { "start_logit": 3.265625, "end_logit": -1.970703125, "text": "setenta y", "probability": 0.0240020751953125 }, { "start_logit": 0.0711669921875, "end_logit": 1.0166015625, "text": "a\u00f1os", "probability": 0.0195159912109375 }, { "start_logit": 0.004207611083984375, "end_logit": 1.0166015625, "text": "con setenta y un a\u00f1os", "probability": 0.018218994140625 }, { "start_logit": -0.141357421875, "end_logit": 1.0166015625, "text": "un a\u00f1os", "probability": 0.015777587890625 }, { "start_logit": 0.004207611083984375, "end_logit": 0.2119140625, "text": "con setenta y un", "probability": 0.008148193359375 }, { "start_logit": -0.141357421875, "end_logit": 0.2119140625, "text": "un", "probability": 0.007049560546875 }, { "start_logit": -1.0947265625, "end_logit": 1.0166015625, "text": "y un a\u00f1os", "probability": 0.00608062744140625 }, { "start_logit": 3.265625, "end_logit": -4.01171875, "text": "setenta y un a\u00f1os con motivo del debut", "probability": 0.003116607666015625 }, { "start_logit": 0.004207611083984375, "end_logit": -0.78466796875, "text": "con setenta", "probability": 0.0030078887939453125 }, { "start_logit": -1.0947265625, "end_logit": 0.2119140625, "text": "y un", "probability": 0.0027179718017578125 }, { "start_logit": 0.0711669921875, "end_logit": -0.95458984375, "text": "a\u00f1os con", "probability": 0.0027179718017578125 }, { "start_logit": 0.004207611083984375, "end_logit": -0.95458984375, "text": "con setenta y un a\u00f1os con", "probability": 0.002544403076171875 }, { "start_logit": 3.265625, "end_logit": -4.265625, "text": "setenta y un a\u00f1os con motivo del", "probability": 0.0024166107177734375 }, { "start_logit": -0.141357421875, "end_logit": -0.95458984375, "text": "un a\u00f1os con", "probability": 0.002201080322265625 }, { "start_logit": 0.0711669921875, "end_logit": -1.2783203125, "text": "a\u00f1os con motivo", "probability": 0.0019664764404296875 } ], "eedc694ea7e79f1733bc3bdc57bcdd873d281863": [ { "start_logit": -1.548828125, "end_logit": -2.587890625, "text": "Junior Heavyweight Tag Team Championship", "probability": 0.1683349609375 }, { "start_logit": -1.548828125, "end_logit": -3.1640625, "text": "Junior Heavyweight Tag Team Champion", "probability": 0.0947265625 }, { "start_logit": -1.548828125, "end_logit": -3.22265625, "text": "Junior", "probability": 0.0889892578125 }, { "start_logit": -1.548828125, "end_logit": -3.376953125, "text": "Junior Heavyweight Tag Team", "probability": 0.07647705078125 }, { "start_logit": -2.435546875, "end_logit": -2.587890625, "text": "Heavyweight Tag Team Championship", "probability": 0.0693359375 }, { "start_logit": -1.548828125, "end_logit": -3.52734375, "text": "Junior Heavyweight Tag", "probability": 0.065673828125 }, { "start_logit": -1.548828125, "end_logit": -3.775390625, "text": "Junior Heavyweight", "probability": 0.05133056640625 }, { "start_logit": -2.76171875, "end_logit": -2.587890625, "text": "IWGP Junior Heavyweight Tag Team Championship", "probability": 0.049957275390625 }, { "start_logit": -1.548828125, "end_logit": -4.05078125, "text": "Junior Heavy", "probability": 0.03887939453125 }, { "start_logit": -2.435546875, "end_logit": -3.1640625, "text": "Heavyweight Tag Team Champion", "probability": 0.03887939453125 }, { "start_logit": -2.435546875, "end_logit": -3.376953125, "text": "Heavyweight Tag Team", "probability": 0.031494140625 }, { "start_logit": -3.30859375, "end_logit": -2.587890625, "text": "Tag Team Championship", "probability": 0.0289154052734375 }, { "start_logit": -2.76171875, "end_logit": -3.1640625, "text": "IWGP Junior Heavyweight Tag Team Champion", "probability": 0.0281219482421875 }, { "start_logit": -2.435546875, "end_logit": -3.52734375, "text": 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0.0209197998046875 }, { "start_logit": -2.171875, "end_logit": 1.3125, "text": "veces campe\u00f3n ol\u00edmpico en 1984 y 1988", "probability": 0.020111083984375 }, { "start_logit": 0.169189453125, "end_logit": -1.0947265625, "text": "dos veces campe\u00f3n ol\u00edmpico en 1984", "probability": 0.018829345703125 }, { "start_logit": -2.400390625, "end_logit": 1.3125, "text": "y 1988", "probability": 0.0159759521484375 }, { "start_logit": -0.026123046875, "end_logit": -1.0947265625, "text": "campe\u00f3n ol\u00edmpico en 1984", "probability": 0.0154876708984375 }, { "start_logit": 0.169189453125, "end_logit": -1.2939453125, "text": "dos veces campe\u00f3n ol\u00edmpico en", "probability": 0.01541900634765625 }, { "start_logit": -0.07427978515625, "end_logit": -1.0947265625, "text": "1984", "probability": 0.01474761962890625 }, { "start_logit": -0.026123046875, "end_logit": -1.2939453125, "text": "campe\u00f3n ol\u00edmpico en", "probability": 0.01268768310546875 }, { "start_logit": 0.169189453125, "end_logit": -1.5322265625, "text": "dos veces campe\u00f3n ol\u00edmpico en 1984 y 1988, entre", "probability": 0.01215362548828125 }, { "start_logit": -1.5771484375, "end_logit": 0.064208984375, "text": "logrado ser dos veces campe\u00f3n ol\u00edmpico", "probability": 0.01045989990234375 }, { "start_logit": -0.026123046875, "end_logit": -1.5322265625, "text": "campe\u00f3n ol\u00edmpico en 1984 y 1988, entre", "probability": 0.0099945068359375 } ], "5379e4a03e39f4899eaa9d4460d1a8189a4035cd": [ { "start_logit": -1.876953125, "end_logit": -1.6201171875, "text": "el oro en salto, y la plata en equipos", "probability": 0.08673095703125 }, { "start_logit": -2.4140625, "end_logit": -1.1171875, "text": "el oro en suelo", "probability": 0.083740234375 }, { "start_logit": -1.876953125, "end_logit": -1.7958984375, "text": "el oro en salto, y la plata", "probability": 0.07275390625 }, { "start_logit": -2.681640625, "end_logit": -1.1171875, "text": "1987 gana el oro en suelo", "probability": 0.0640869140625 }, { "start_logit": -2.228515625, "end_logit": -1.6201171875, "text": "oro en salto, y la plata en equipos", "probability": 0.061004638671875 }, { "start_logit": -2.75, "end_logit": -1.1171875, "text": "oro en suelo", "probability": 0.059844970703125 }, { "start_logit": -2.767578125, "end_logit": -1.1171875, "text": "suelo", "probability": 0.05877685546875 }, { "start_logit": -2.228515625, "end_logit": -1.7958984375, "text": "oro en salto, y la plata", "probability": 0.05120849609375 }, { "start_logit": -2.4140625, "end_logit": -1.6201171875, "text": "el oro en suelo, tambi\u00e9n el oro en salto, y la plata en equipos", "probability": 0.05059814453125 }, { "start_logit": -1.876953125, "end_logit": -2.294921875, "text": "el oro en salto", "probability": 0.04412841796875 }, { "start_logit": -2.4140625, "end_logit": -1.7958984375, "text": "el oro en suelo, tambi\u00e9n el oro en salto, y la plata", "probability": 0.04241943359375 }, { "start_logit": -2.640625, "end_logit": -1.6201171875, "text": "la plata en equipos", "probability": 0.04034423828125 }, { "start_logit": -2.681640625, "end_logit": -1.6201171875, "text": "1987 gana el oro en suelo, tambi\u00e9n el oro en salto, y la plata en equipos", "probability": 0.038787841796875 }, { "start_logit": -2.701171875, "end_logit": -1.6201171875, "text": "tambi\u00e9n el oro en salto, y la plata en equipos", "probability": 0.03802490234375 }, { "start_logit": -2.716796875, "end_logit": -1.6201171875, "text": "plata en equipos", "probability": 0.037445068359375 }, { "start_logit": -2.75, "end_logit": -1.6201171875, "text": "oro en suelo, tambi\u00e9n el oro en salto, y la plata en equipos", "probability": 0.0361328125 }, { "start_logit": -2.767578125, "end_logit": -1.6201171875, "text": "suelo, tambi\u00e9n el oro en salto, y la plata en equipos", "probability": 0.03558349609375 }, { "start_logit": -2.640625, "end_logit": -1.7958984375, "text": "la plata", "probability": 0.033843994140625 }, { "start_logit": -2.681640625, "end_logit": -1.7958984375, "text": "1987 gana el oro en suelo, tambi\u00e9n el oro en salto, y la plata", "probability": 0.03253173828125 }, { "start_logit": -3.375, "end_logit": -1.1171875, "text": "en suelo", "probability": 0.03204345703125 } ], "26745e8c60c0cc29e1d4070c4435ddc11daf9866": [ { "start_logit": 4.27734375, "end_logit": 4.265625, "text": "latinos", "probability": 0.85205078125 }, { "start_logit": 4.27734375, "end_logit": 1.109375, "text": "latinos siempre fue peque\u00f1o", "probability": 0.0361328125 }, { "start_logit": 4.27734375, "end_logit": 1.0068359375, "text": "latinos siempre", "probability": 0.03265380859375 }, { "start_logit": 4.27734375, "end_logit": 0.3505859375, "text": "latinos siempre fue peque\u00f1o, hab\u00eda un patriarca cat\u00f3lico", "probability": 0.016937255859375 }, { "start_logit": 0.275146484375, "end_logit": 4.265625, "text": "el n\u00famero de latinos", "probability": 0.01548004150390625 }, { "start_logit": -0.115478515625, "end_logit": 4.265625, "text": "de latinos", "probability": 0.01047515869140625 }, { "start_logit": -0.421875, "end_logit": 4.265625, "text": "n\u00famero de latinos", "probability": 0.007720947265625 }, { "start_logit": 4.27734375, "end_logit": -0.61962890625, "text": "latinos siempre fue", "probability": 0.00640106201171875 }, { "start_logit": -0.76904296875, "end_logit": 4.265625, "text": "Aunque el n\u00famero de latinos", "probability": 0.00545501708984375 }, { "start_logit": 4.27734375, "end_logit": -1.0068359375, "text": "latinos siempre fue peque\u00f1o, hab\u00eda", "probability": 0.004352569580078125 }, { "start_logit": 4.27734375, "end_logit": -1.14453125, "text": "latinos siempre fue peque\u00f1o, hab\u00eda un patriarca cat\u00f3lico.", "probability": 0.00379180908203125 }, { "start_logit": 4.27734375, "end_logit": -2.017578125, "text": "latinos siempre fue peque\u00f1o, hab\u00eda un patriar", "probability": 0.0015821456909179688 }, { "start_logit": 4.27734375, "end_logit": -2.146484375, "text": "latinos siempre fue peque\u00f1o, hab\u00eda un patriarca", "probability": 0.00139617919921875 }, { "start_logit": -2.19140625, "end_logit": 4.265625, "text": ". Aunque el n\u00famero de latinos", "probability": 0.001316070556640625 }, { "start_logit": 4.27734375, "end_logit": -2.328125, "text": "latinos siempre fue peque\u00f1o,", "probability": 0.0011615753173828125 }, { "start_logit": 4.27734375, "end_logit": -2.642578125, "text": "latinos siempre fue peque\u00f1o, hab\u00eda un", "probability": 0.0008463859558105469 }, { "start_logit": -2.8125, "end_logit": 4.265625, "text": "sirios, cristianos sirio-jacobitas y ortodoxos armenios, con algunos griegos ortodoxos y musulmanes. Aunque el n\u00famero de latinos", "probability": 0.0007071495056152344 }, { "start_logit": 0.275146484375, "end_logit": 1.109375, "text": "el n\u00famero de latinos siempre fue peque\u00f1o", "probability": 0.0006594657897949219 }, { "start_logit": 0.275146484375, "end_logit": 1.0068359375, "text": "el n\u00famero de latinos siempre", "probability": 0.0005955696105957031 }, { "start_logit": -0.115478515625, "end_logit": 1.109375, "text": "de latinos siempre fue peque\u00f1o", "probability": 0.00044608116149902344 } ], "c39b3a34f1b152f9b2008e756497b23cf548a8a5": [ { "start_logit": 5.76953125, "end_logit": 5.32421875, "text": "puertos, minas", "probability": 0.380126953125 }, { "start_logit": 4.66796875, "end_logit": 5.32421875, "text": "Las \u00e1reas de puertos, minas", "probability": 0.1263427734375 }, { "start_logit": 5.76953125, "end_logit": 4.1015625, "text": "puertos", "probability": 0.11236572265625 }, { "start_logit": 4.2578125, "end_logit": 5.32421875, "text": "\u00e1reas de puertos, minas", "probability": 0.08349609375 }, { "start_logit": 5.76953125, "end_logit": 3.2734375, "text": "puertos, minas, y, particularmente", "probability": 0.049102783203125 }, { "start_logit": 4.66796875, "end_logit": 4.1015625, "text": "Las \u00e1reas de puertos", "probability": 0.03704833984375 }, { "start_logit": 5.76953125, "end_logit": 2.884765625, "text": "puertos, minas, y", "probability": 0.033233642578125 }, { "start_logit": 4.2578125, "end_logit": 4.1015625, "text": "\u00e1reas de puertos", "probability": 0.024688720703125 }, { "start_logit": 3.005859375, "end_logit": 5.32421875, "text": "de puertos, minas", "probability": 0.02392578125 }, { "start_logit": 4.66796875, "end_logit": 3.2734375, "text": "Las \u00e1reas de puertos, minas, y, particularmente", "probability": 0.0162506103515625 }, { "start_logit": 5.76953125, "end_logit": 2.166015625, "text": "puertos, minas,", "probability": 0.01617431640625 }, { "start_logit": 2.591796875, "end_logit": 5.32421875, "text": "minas", "probability": 0.01580810546875 }, { "start_logit": 5.76953125, "end_logit": 2.130859375, "text": "puertos, minas, y, particularmente, los edificio", "probability": 0.01556396484375 }, { "start_logit": 5.76953125, "end_logit": 1.8193359375, "text": "puertos, minas, y, particularmente, los", "probability": 0.0114288330078125 }, { "start_logit": 4.66796875, "end_logit": 2.884765625, "text": "Las \u00e1reas de puertos, minas, y", "probability": 0.01103973388671875 }, { "start_logit": 4.2578125, "end_logit": 3.2734375, "text": "\u00e1reas de puertos, minas, y, particularmente", "probability": 0.01078033447265625 }, { "start_logit": 5.76953125, "end_logit": 1.671875, "text": "puertos, minas, y,", "probability": 0.009857177734375 }, { "start_logit": 5.76953125, "end_logit": 1.5205078125, "text": "puertos,", "probability": 0.00846099853515625 }, { "start_logit": 4.2578125, "end_logit": 2.884765625, "text": "\u00e1reas de puertos, minas, y", "probability": 0.007297515869140625 }, { "start_logit": 4.66796875, "end_logit": 2.455078125, "text": "Las \u00e1reas", "probability": 0.00717926025390625 } ], "937cd14655dccd4a0ce9fd16e9c01baf30693cc7": [ { "start_logit": 1.1484375, "end_logit": 2.265625, "text": "reposo", "probability": 0.51513671875 }, { "start_logit": -0.1861572265625, "end_logit": 2.265625, "text": "en reposo", "probability": 0.1357421875 }, { "start_logit": -0.67333984375, "end_logit": 2.265625, "text": "el interfer\u00f3metro puede considerarse en reposo", "probability": 0.08331298828125 }, { "start_logit": -0.931640625, "end_logit": 2.265625, "text": "considerarse en reposo", "probability": 0.06439208984375 }, { "start_logit": 1.1484375, "end_logit": 0.1005859375, "text": "reposo de", "probability": 0.0592041015625 }, { "start_logit": 1.1484375, "end_logit": -0.68212890625, "text": "reposo de acuerdo", "probability": 0.0270538330078125 }, { "start_logit": -2.298828125, "end_logit": 2.265625, "text": "interfer\u00f3metro puede considerarse en reposo", "probability": 0.0164031982421875 }, { "start_logit": -0.1861572265625, "end_logit": 0.1005859375, "text": "en reposo de", "probability": 0.01556396484375 }, { "start_logit": 1.1484375, "end_logit": -1.5126953125, "text": "reposo de acuerdo con el principio de la relatividad", "probability": 0.0117950439453125 }, { "start_logit": 1.1484375, "end_logit": -1.6826171875, "text": "reposo de acuerdo con el principio de la relatividad, por lo que el tiempo de propagaci\u00f3n de la luz es el mismo en todas las direcciones", "probability": 0.0099334716796875 }, { "start_logit": -0.67333984375, "end_logit": 0.1005859375, "text": "el interfer\u00f3metro puede considerarse en reposo de", "probability": 0.0095672607421875 }, { "start_logit": -0.931640625, "end_logit": 0.1005859375, "text": "considerarse en reposo de", "probability": 0.007381439208984375 }, { "start_logit": -3.11328125, "end_logit": 2.265625, "text": "puede considerarse en reposo", "probability": 0.007266998291015625 }, { "start_logit": -0.1861572265625, "end_logit": -0.68212890625, "text": "en reposo de acuerdo", "probability": 0.0071258544921875 }, { "start_logit": -3.1640625, "end_logit": 2.265625, "text": ", el interfer\u00f3metro puede considerarse en reposo", "probability": 0.00690460205078125 }, { "start_logit": -3.39453125, "end_logit": 2.265625, "text": "en su marco inercial, el interfer\u00f3metro puede considerarse en reposo", "probability": 0.00548553466796875 }, { "start_logit": -3.525390625, "end_logit": 2.265625, "text": "marco inercial, el interfer\u00f3metro puede considerarse en reposo", "probability": 0.00482177734375 }, { "start_logit": -3.587890625, "end_logit": 2.265625, "text": "su marco inercial, el interfer\u00f3metro puede considerarse en reposo", "probability": 0.004528045654296875 }, { "start_logit": -0.67333984375, "end_logit": -0.68212890625, "text": "el interfer\u00f3metro puede considerarse en reposo de acuerdo", "probability": 0.00437164306640625 }, { "start_logit": -3.75390625, "end_logit": 2.265625, "text": "\u00f3metro puede considerarse en reposo", "probability": 0.0038299560546875 } ], "878533eaf7e1ff208933ef4a810a8eac4cefe137": [ { "start_logit": 3.15234375, "end_logit": 2.6171875, "text": "aumento de la densidad de nucleones", "probability": 0.178466796875 }, { "start_logit": 3.15234375, "end_logit": 2.55078125, "text": "aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud", "probability": 0.1669921875 }, { "start_logit": 2.6640625, "end_logit": 2.6171875, "text": "el aumento de la densidad de nucleones", "probability": 0.10955810546875 }, { "start_logit": 2.6640625, "end_logit": 2.55078125, "text": "el aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud", "probability": 0.1025390625 }, { "start_logit": 3.15234375, "end_logit": 1.6533203125, "text": "aumento de la densidad de nucleones debido", "probability": 0.06805419921875 }, { "start_logit": 1.9384765625, "end_logit": 2.6171875, "text": "considera el aumento de la densidad de nucleones", "probability": 0.053009033203125 }, { "start_logit": 1.9384765625, "end_logit": 2.55078125, "text": "considera el aumento de la densidad de nucleones debido a la contracci\u00f3n de la longitud", "probability": 0.049560546875 }, { "start_logit": 3.15234375, "end_logit": 1.1748046875, "text": "aumento de la densidad de nucle", "probability": 0.042236328125 }, { "start_logit": 2.6640625, "end_logit": 1.6533203125, "text": "el aumento de la densidad de nucleones debido", "probability": 0.041748046875 }, { "start_logit": 2.6640625, "end_logit": 1.1748046875, "text": "el aumento de la densidad de nucle", "probability": 0.025909423828125 }, { "start_logit": 1.00390625, "end_logit": 2.6171875, "text": "cuando se considera el aumento de la densidad de nucleones", "probability": 0.0208282470703125 }, { "start_logit": 1.9384765625, "end_logit": 1.6533203125, "text": "considera el aumento de la densidad de nucleones debido", 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Ellos abren Castro Camera en el", "probability": 0.0021514892578125 } ], "cdc9ebe21932bdaba7703141c139a5c9a94a6e03": [ { "start_logit": 2.208984375, "end_logit": 0.8359375, "text": "Jack Lira", "probability": 0.253173828125 }, { "start_logit": 2.208984375, "end_logit": 0.61328125, "text": "Jack Lira (Diego Luna", "probability": 0.20263671875 }, { "start_logit": 1.9345703125, "end_logit": 0.61328125, "text": "Diego Luna", "probability": 0.1539306640625 }, { "start_logit": 1.9345703125, "end_logit": -0.472412109375, "text": "Diego Luna), un hombre joven de naturaleza dulce pero desequilibrado. Como Smith, Lira no puede tolerar la devoci\u00f3n de Milk", "probability": 0.052001953125 }, { "start_logit": 2.208984375, "end_logit": -0.95751953125, "text": "Jack Lira (Die", "probability": 0.04217529296875 }, { "start_logit": 0.1656494140625, "end_logit": 0.8359375, "text": "Milk por la pol\u00edtica, y lo deja. 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"gravedad (es decir, es mucho m\u00e1s d\u00e9bil que la interacci\u00f3n electromagn\u00e9tica", "probability": 0.0029582977294921875 } ], "4e725346efefc36598751dc61dd592128c1e2866": [ { "start_logit": 5.03125, "end_logit": 5.71875, "text": "un equipo muy preciso", "probability": 0.28173828125 }, { "start_logit": 4.8203125, "end_logit": 5.71875, "text": "equipo muy preciso", "probability": 0.2281494140625 }, { "start_logit": 4.203125, "end_logit": 5.71875, "text": "falta un equipo muy preciso", "probability": 0.12298583984375 }, { "start_logit": 5.03125, "end_logit": 3.98046875, "text": "un equipo muy preciso para", "probability": 0.049713134765625 }, { "start_logit": 4.8203125, "end_logit": 3.98046875, "text": "equipo muy preciso para", "probability": 0.039947509765625 }, { "start_logit": 5.03125, "end_logit": 3.654296875, "text": "un equipo", "probability": 0.035797119140625 }, { "start_logit": 4.8203125, "end_logit": 3.654296875, "text": "equipo", "probability": 0.02899169921875 }, 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4.203125, "end_logit": 3.380859375, "text": "falta un equipo muy preciso para medir", "probability": 0.01190185546875 }, { "start_logit": 4.203125, "end_logit": 3.287109375, "text": "falta un equipo muy", "probability": 0.01084136962890625 }, { "start_logit": 5.03125, "end_logit": 1.9462890625, "text": "un equipo muy preciso para medir interacciones", "probability": 0.006473541259765625 }, { "start_logit": 4.8203125, "end_logit": 1.9462890625, "text": "equipo muy preciso para medir interacciones", "probability": 0.005237579345703125 }, { "start_logit": 0.95361328125, "end_logit": 5.71875, "text": ", hace falta un equipo muy preciso", "probability": 0.00476837158203125 } ], "9a376e789d10ecea2b7b469d38895ff2739a2551": [ { "start_logit": 6.38671875, "end_logit": 6.8359375, "text": "Ptolomeo", "probability": 0.479736328125 }, { "start_logit": 5.58984375, "end_logit": 6.8359375, "text": "griego Ptolomeo", "probability": 0.21630859375 }, { "start_logit": 4.421875, "end_logit": 6.8359375, 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T\u00e1", "probability": 0.00015115737915039062 } ], "223e2db32044ac402fd1edafcbec4f7f40fa6a7c": [ { "start_logit": 4.828125, "end_logit": 5.765625, "text": "fueron ignoradas", "probability": 0.205810546875 }, { "start_logit": 4.82421875, "end_logit": 5.765625, "text": "probablemente fueron ignoradas", "probability": 0.205810546875 }, { "start_logit": 3.740234375, "end_logit": 5.765625, "text": "ignoradas", "probability": 0.0694580078125 }, { "start_logit": 3.736328125, "end_logit": 5.765625, "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas", "probability": 0.06890869140625 }, { "start_logit": 4.828125, "end_logit": 4.43359375, "text": "fueron ignoradas. Hubo", "probability": 0.05450439453125 }, { "start_logit": 4.82421875, "end_logit": 4.43359375, "text": "probablemente fueron ignoradas. Hubo", "probability": 0.054107666015625 }, { "start_logit": 3.4453125, "end_logit": 5.765625, "text": "atenci\u00f3n probablemente fueron ignoradas", "probability": 0.0516357421875 }, { "start_logit": 4.828125, "end_logit": 4.0859375, "text": "fueron ignor", "probability": 0.038360595703125 }, { "start_logit": 4.82421875, "end_logit": 4.0859375, "text": "probablemente fueron ignor", "probability": 0.038055419921875 }, { "start_logit": 4.828125, "end_logit": 3.8359375, "text": "fueron ignoradas. Hubo poca", "probability": 0.0298614501953125 }, { "start_logit": 4.82421875, "end_logit": 3.8359375, "text": "probablemente fueron ignoradas. Hubo poca", "probability": 0.0296478271484375 }, { "start_logit": 4.828125, "end_logit": 3.76171875, "text": "fueron ignoradas.", "probability": 0.027862548828125 }, { "start_logit": 4.82421875, "end_logit": 3.76171875, "text": "probablemente fueron ignoradas.", "probability": 0.0276336669921875 }, { "start_logit": 3.740234375, "end_logit": 4.43359375, "text": "ignoradas. Hubo", "probability": 0.0182647705078125 }, { "start_logit": 3.736328125, "end_logit": 4.43359375, "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas. Hubo", "probability": 0.0182647705078125 }, { "start_logit": 3.4453125, "end_logit": 4.43359375, "text": "atenci\u00f3n probablemente fueron ignoradas. Hubo", "probability": 0.0136260986328125 }, { "start_logit": 3.740234375, "end_logit": 4.0859375, "text": "ignor", "probability": 0.01294708251953125 }, { "start_logit": 3.736328125, "end_logit": 4.0859375, "text": "Las chicas que utilizan las t\u00e9cnicas de b\u00fasqueda de atenci\u00f3n probablemente fueron ignor", "probability": 0.012847900390625 }, { "start_logit": 1.96875, "end_logit": 5.765625, "text": "b\u00fasqueda de atenci\u00f3n probablemente fueron ignoradas", "probability": 0.0117950439453125 }, { "start_logit": 1.88671875, "end_logit": 5.765625, "text": "de atenci\u00f3n probablemente fueron ignoradas", "probability": 0.0108642578125 } ], "442146a6017db07fb0fe5442d7956a620bb1bff5": [ { "start_logit": 3.396484375, "end_logit": 3.306640625, "text": "Las diferencias de opini\u00f3n", "probability": 0.370849609375 }, { "start_logit": 3.306640625, "end_logit": 3.306640625, "text": "diferencias de opini\u00f3n", "probability": 0.3388671875 }, { "start_logit": 0.9541015625, "end_logit": 3.306640625, "text": "Atat\u00fcrk muri\u00f3 e \u0130n\u00f6n\u00fc se convirti\u00f3 en presidente en 1938. Las diferencias de opini\u00f3n", "probability": 0.032257080078125 }, { "start_logit": 3.396484375, "end_logit": 0.8076171875, "text": "Las diferencias", "probability": 0.0304412841796875 }, { "start_logit": 0.8330078125, "end_logit": 3.306640625, "text": "1938. Las diferencias de opini\u00f3n", "probability": 0.0285797119140625 }, { "start_logit": 3.306640625, "end_logit": 0.8076171875, "text": "diferencias", "probability": 0.0278167724609375 }, { "start_logit": 3.396484375, "end_logit": 0.6142578125, "text": "Las diferencias de opini\u00f3n con", "probability": 0.025146484375 }, { "start_logit": 3.306640625, "end_logit": 0.6142578125, "text": "diferencias de opini\u00f3n con", "probability": 0.0229644775390625 }, { "start_logit": 0.284423828125, "end_logit": 3.306640625, "text": ". 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Las diferencias de opini\u00f3n", "probability": 0.0110015869140625 }, { "start_logit": -0.56201171875, "end_logit": 3.306640625, "text": "presidente en 1938. 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